<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Материалы для дорожного строительства &#8212; Компания «Актаустрой»</title>
	<atom:link href="https://aktaustroi.kz/blog/materialy-dlya-dorozhnogo-stroitelstva/feed/" rel="self" type="application/rss+xml" />
	<link>https://aktaustroi.kz</link>
	<description></description>
	<lastBuildDate>Thu, 30 Jan 2025 18:15:49 +0000</lastBuildDate>
	<language>ru-RU</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.9.4</generator>
	<item>
		<title>Как контролировать качество материалов при укладке дорожного покрытия</title>
		<link>https://aktaustroi.kz/kak-kontrolirovat-kachestvo-materialov-pri-ukladke-dorozhnogo-pokritiya/</link>
					<comments>https://aktaustroi.kz/kak-kontrolirovat-kachestvo-materialov-pri-ukladke-dorozhnogo-pokritiya/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:15:49 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-kontrolirovat-kachestvo-materialov-pri-ukladke-dorozhnogo-pokritiya/</guid>

					<description><![CDATA[Устойчивость дорожного покрытия напрямую зависит от корректности выбора и применения строительных смесей. Один из первоочередных шагов – проверка сертификатов соответствия на все используемые асфальтобетонные смеси. Сертификаты должны подтверждать соответствие государственным стандартам и техническим условиям применения. Замеры плотности и уплотнения асфальтной смеси в процессе выкладки являются решающими для гарантирования её долговечности. Использование методов несущей способности в[...]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDABALDA4MChAODQ4SERATGCgaGBYWGDEjJR0oOjM9PDkzODdASFxOQERXRTc4UG1RV19iZ2hnPk1xeXBkeFxlZ2P/2wBDARESEhgVGC8aGi9jQjhCY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2P/wAARCAHrAu4DASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDvicUmTQetJQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQAuTRk0lFAC5NGTSUUALk0ZNJRQA7NLTRThQA09ayk16BtdbSHhmjnGSrsBtbjPHPpWqetcr4zs5IHtNatR+9tXAk91zwf6fjQBqnXYBrw0hYZXmxkuuNq8Z55rVxXGeG3eU6x4jkT5iGESntjn/AfhUGk2Osaxp/8AasGrzJdmUgI7Hy8D2FAHdYNGDXBeLrG706Fb/wDtK686d8PEkpVFO3+H24q7rNjLo3hSYx6hdzSSSo3mPIdy+wPpQB2GKMV5tZ309jd6W1nq1xdyXBXz4HYsFJI+Xn6n8qvXM9/rOp6s0eoTWsenqxiSJsAlTjn8jQB3E8hhgkkWN5Sik7E+83sKzNN16PUrkQw2N5HgHe8se1UPofeuX1HVbu/8EW9w0zrOs/ls6MVLYB64qvqGuTX2raZFbTSrbwtEhZWI8xuN2fX0oA9GoxXG6g95rXi6bShfTWtvCmQITgkgA8/iasTaFqculFdR1aZZLbe8bwOQXGOjHvjH60AdTg0uD6VxfgeylvY11SbULtmjkZPJaQsh475+tc2t8VW7ebVb6K4Rz5EayMVfnvzQB6xRXEarquqxaHo8JuDFc3hxJIuN2MgDkfUVZ0qW80nxWNHkvZbq3ePcDKckHGaAOuxRg1R12XydDvZAxUiFsEHBBxXCWIurfUNCdr67f7WRI6NKxA+bGOvPAoA9IxR3rkNTmvdY8VSaTDeS2kEEe7MRwWOM/wBaqW2q3l54N1ITzyNNayKqyhiGIyO9AHd4oxXmMN/PYrYT2er3E9zM+JbdmLBeeBz61pSS6hrWo6s/9o3FslgpaOOJsDgkAH8qAO8xRg1w0+qXl54C+0STyeek4QyKxViAe5FaOiaFJHb22qPql7KzQbzE8hKksv8ATNAHUYpMV5raa7Ja+HLu386aS8nkwGLklEwMtmuv8HSSS+HLd5ZHkYs3zOxJ6+poA26KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKMU2SSOIZkkRB/tMBQA6iqUur6fEDuukOOy8/yqnJ4ls1/wBXHNJ/wED+dAGzRXNy+KJM/urRQP8AaeqkniO/f7pjj/3V/wAaAOvoPAyTge9cNJquoSfevJRn+6cfyqs8ssn+sld8/wB5iaAO7lvbSEfvbmJfqwqlL4h02M4E5k/3FJrjcYooA6aXxXCMiK1kY9i7AVSl8U3jf6qGFPrlqxD1pKANKTxDqb9LgJ/uoKgOtamT/wAfsn4YqmabQBpReINUiOftO/2dQauQ+LbtMCe3ik91JU1g000AdhD4ssnAE0U0R+m4fpWjBrGn3GBHdx5PZjtP6157SFQaAPT1IYZUhh6g5pa8yhmmtyDBNLER/ccitCLxHqsBA+0CQekig0Ad7RXJweMZQQLi0Rh6xtg/rWjb+K9Ml4kaSA/7a8fmKANuiq8GoWVyMwXUL57Bxn8qs4oASiiigAooooAKKKKACiiigAooooAKKKKAFFOFNFOFADT1rD8S6dqmqLHa2U8cVs4Im3nrzx9a3D1ooAoWOkw2eirpud8ewq7YxuJ6n9a52Dw5r9pD/Z9rqcUdmXLeauQ4/D/69djmkoA5/wAUaJd6lpFtaWjiSSJuWlbBbjGc+tWfEem3GpaEbS3CedlDhmwOOvNbGaKAMrRtFtNOtbc/ZIVuljUSOBk7sc4NZN/4c1KO/vJtIuIY4r4ESrJwVz1xx/nNdVRQBy1/4YnXwvBpliySTJJ5jsx2hjg5/nTL7wvP5Wjx2Qj22jBptzYJOQSffoa6yloA5rU9C1BNbfVtIniEsi7WSX6Y4P4Crul6Xe2umXMV5eNdXEykAsxwvHQZrXpaAMTwjpd1pGlPb3YQSGUsNrZGMCudi8L65EtzDGtn5Vy2WZyGI57cZFd7SUAcvdeE5X0awt4btftVk5dXYfKSTnHt2qbSdDv/AO2v7X1eeJ5wm1EiHA4xn8q6KloA5Xx9POLWzsomCpdSFXB74xgZ+prB1m01rTI7G9vPIRbQrFD5ZBx3GR36V6Oyq2Nyg46ZGcUMAwwygj3GaAOZ1LRNRbVF1fSLiKO4liCyrJ0OR1H+e1Nj8Mz2vhe7sIpUlu7lw7NnCk5HH5CuppKAMfQdBttOs7dprWH7aq/PIBuOc9jWXeeHNUgvr2TSbmEQ3/EqycFQc5/ma6yigDmLrw1PH4SGlWrpLP5gkZmO0E55resbeSDSLe1k2+YkCxnB4yFxVmloA43SvCd1a6ZqPniI3k8Ziiw2QB9e2a3vDWnz6ZosNrc7fNUsSFORyfWtSkoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopcUYoASilxRigBKo3msWVlKYppf3g6oBzV+vPvHsfl6sG/56RKfyJFAHSS+JFx+5tWPoXYAfpVKTxBfSfc8uIf7K5/nXBJJIhHlu4PsatR6pdJ/GG/3hQM6afUb2XPmXUpB7BsD9KqklupJ+vNZkesbiolh59VNWV1G2ZtrMY2BxhhQIs0tNSRJB+7dW+hzTqAEb7pqM09+BTKAEopaKAEopaKAGGkoNJQAHpTacaSgBKQ0tIaAEpMUtFACYpj9akqN/vUANooOccHFIKAAqOuBmp4NSvrVv3F5Mg9N2R+RqA57Uw9aAN238W6nEf3vlTD/aTB/StO38aQnAubN1PcxsGH5GuPoNAHodv4l0m4wBdCNj/DICtaUM8M65hlSQeqMDXlBANClozmNmRh0KnFAHrdJXmkHiDVrYYS9kYekmG/nWnbeNr1CBc20Mo7lSVNAHcUVzdt4102XAnjngPuu4fmK1bbW9LuwDDfQnPZm2n8jQBfooGCMg5HtS4oASijFFACinCminCgBD1qvdXtrZBTdXEUIb7vmMBmrNc54ggiufEuhxTxrJGxmyjDIPyigDVh1bTbiVYob63kkY4CrICTVzFcxrNhZ2et6E1rawwFrkhvLQLnj2q3d+IpY57k22my3NrZttuJlcDBHXaP4sd6ANyiq6X9pJFHKLiJVkQOu5wDg9DioG1LGuw6asYYSW5n8zd6HGMUAX6KzoNUea91O2FuWNlt2hTzJuXOPaq0OuXSXltDqOlvZrdNsifzQ/zYzhgOhoA2qKxZteaK31iX7OCdNbaBu+/wAA/h1qwNW/4mtrZGLAntjPv3fdxjj9aANKiufHiZiBdf2dMNLL7Bd7h643beu3PerkWso/iGfSWQKyRh0fP3+ASMfjQBqUVz03ifadTa3thNFpzortv5YH7xH0xWhdaoI73T7a3QTNeEtnONsYGS36igDQoqC0mnmSQ3Fv5DLIyqN27co6N+NT0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRS0ANkdIo2kkYIijLMTgAVS/tvSf+glaf8Af1aXXf8AkBah/wBe7/yNYsWm2H/CFrcfYbYzGy3b/KG7O3rn1oA6WKSOaJZYnV42GVZTkEU7Fc7p2qfYPDukQQW7XN1cR4ihUhc4GSSewFamlamNQWZJIGt7m3bZNCxztPbB7g0AXsUYrNvNYSz1u00+RAFuUJEhbo2eBj3obWE/4SJdISPc3kmV3z930GKANLFGKxE8SRDw42rXEYiOXVYt2d7AkAA++KWbX3jXTVjsXmmv4i6IrgbTgHGT2560AbWKMVj23iGM2d9LfW72s1h/roshuo4we+aS112c3VtDqOmyWS3ZxA5kDgnGcHHQ0AbOKMVz8mv6ibq+S00pJ4bOQo7+eFJwM9CKsjX43bSWji/c6juwzHBTC5oA18UYqjrWpf2Xpcl6qCXaVAGcA5IHX8ajbWFTxBHpboF82HzEfPU88Y+gNAGlS1mWmsJda7d6bGmRbRhmkz1YnkY9q06AKD3l297Pb2ttC6w7dzSSlckjPQA07zdU/wCfO1/8CD/8TSWX/IX1L6xf+g1ezQBS87VP+fO1/wDAg/8AxNHnap/z52v/AIEH/wCJq7mjNAFEzap/z52v/gQf/ia4jxLc3F9qsiXEMUZhHl7VkJ985x716LXmfjMNH4kuArkBgrce4FAGLJDIj4Az7inzrtK5UBsc7Twfemm4kKBckHuw70olDJtmDNgYUg9KBkYRn+6pPOOB3q2bpUkAIzjgsPWmvKFtQYsoC2OO1VcA9fxoAsPBsYyCQLHnOQeaFvblX/dytgngHmlnYXEQMYOUPK96giRmkUKpJB9KAL/9pXEWBPCCPyqeLUreQgENGT/e6fnWdeMTJtPQcj3qvjtQI6FJ4n+5Ih7cGn1gwlVhlLqCCNvTvUlrK6gn7Q6qnJXqMUDNqisoapJuyY1K+nQ1bW/i8tXkDRhumRnP5UATmjimq6yjMbBgfQ04ccEUCGn2pKXvT8DHagCOmmnEYOM000AJRRRQAVHJ96pKjk+9QA2gjNFFACAYGKa3Wn0xutACUUUUAJSUtNNADWpOtKTQDjtQBGaQqD2pzsucgim5BHFAySC8urQ5trmaE/7DkVq2vi/WLf786Tj0kQfzFYmQ3Tr70zJzgYoA7O28engXdh9Wif8Aoa17Xxho9wBunaBj2lQj9RxXmxRs/WghBwTyKAPY7eeG5iEtvKssbdGU5BqYVnaBAtvoVlGpDDylOQMZJ5rRoEJmsbVbWeXxDo1xHEzxQmXzGHRcrxmtg9aSgDG121nuNV0WSGJnSG4LSMOijHU1TkTVbBdQsbbTvtKXcrvDMHAVN/XfnniumooAxYvC+lta26XlrHcTRRLGZGJ5wKr6johvfEVr8txFaR2ZQSQOU2sG4XP0roaKAOZtNKvrH+3Y9PMqySeX9mlnfcXIXnk/lVOPTLyTUtOmWz1ECO4V5nurgOB6kDP612VFAHG6lFqCHXrWLS7mYX0mY5UA2gbQKsWcV7qGuW7zadcWkMVk9uXkxyTjkV1eaM0AcRBoV0kCaZdWmoTBSFMiXeICueDg/wAqv3WkXs+u6hdWw8mZVhNrO4+X7pVh+X9K6eigDndE0Y2l9qttJC32SaONFc/8tPlIY/XJqLwfayl7i4uJPN+zf6Fbuf7ik5I+vH5V0VzbpdW0kEhcI4wSjFT+BFFpaw2VrHbW0YjhjGFUdqAG2k8lwkjS27wFZGQBz94Dow9jU9FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAVNZjkm0a9iiQvI8DqqjqSR0qnHazjwctp5R+0CyCeX33belbFJQBy8VjfWllol9FaNLNZRMktvnD4YY49x6VpaFbXIuL7ULuH7O946lYSclFUYGfc1r0UAc9ruky6lr1qwjYRJbSASjokmQVP51Hp+lXdr4htbm4XzZJLeQ3M6j5fMJGB9MDArpaKAOP0zQbkaDdSXkTtcLFMtrbsP8AV7t3OP7xz19Kfci6s7zwyEtjLcRW7qYSwUkhBkZPeutqvNYwT3tvdyAmW2DCPngbhg8UAc8NJvtTtNZmngFrLfFDDE7ZI2dNxHqRU23U9Yv9P+06c1lHZS+dI7uG3MAQAuO3PWuipaAOIu9NuW1LVd9lqrieUmM20oSNhjvzzVjU9NuWstCjvNNN2tuG+0Q24GB8uAOo/wAiuvpKAONl0u9bQtSjt7GW3gmkiNtZltzJgjcevGfT2q9qek3V74geeJfLaKzX7PM33RKHyP0/Q10lFAHP6Jpc9hrkzyKWVrRA83aSUsS3866GkpaAKFn/AMhbUfrF/wCg1fNUbP8A5C2o/WL/ANBq9igBKKXFGKACuY1rwf8A2nfTXiXzJJJj5HTKjAxjNdPg0vPpQB55ceEtRt4yghWeMHOUbJP4dawb+3ltZvKmgaEL03KQTXrkk0cf32wfTrWbda1p3ni0lZJJT0jcD+tAXPM7d0Mbxv8AdxuzUcipu/dEsuPTpXc3mk6ZdhsWMcJbq0RKn/Csw+GVjZmt7luR0kH9RTsHMjmVaSI5UlCw6+ooeaSVgWY5Hoa1JdE1NHAeHz0z/AwP/wBcVlzo8crCWNomyflZcUWHclMrNbZYAkPjJGe1SRgzx5lTc4GFJ71T/GpYZjGsi56rxk0AMjQvIFwevI9KlkMcHmRqNzMNpJ7VX6HrVhNlzLiQ7Wx1H8VAEDAgKf7wzRksFXr2FOlYO2EGFUYFN4FAE7qkcZiaTEitngZGemKkimkt4t+8SbuApJwKqOCjYYEH0NWI/LFuFmyNxyMDp70AWV1DMTO0YypAwD1zUiX0Dn723/e4qlI8cAMSIGzy2aSCOKVW+Uq2P72aANVWVxlWDfQ5pDWP5bxjdkDBx8rVIt5OvV9w9xQBp0VGJAR1pwYHoaQh1RyfeqTNRv8AeoAbRRRQAUxutKZEBwWGRzUMk6hunHrQBJQeOtVXuHJIU4Hbio3YsRu9KBlsyoM89PSo/PVjgA1WzQrYYc0ASPIwOOKUsQAxJz29KjY5YntQG42npmgBCMksBxRnGfenP8o2D6mmUAPXCgljjI6UIOScjimY709ODz0xQA5XJOMDmojzUmVXlQSaRdrHkYz6UAepeFZfN8N2JzkrHt/IkVr1geChjw5CM9Hf/wBCrfoAaetJSnrSUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKWtXr6bpFzeRorvEuQrdCc4qLUdTks4tPdY1Y3U8cTAnoGHUUviO2mvdAvLe2TfNIgCrnGeRWTc+GYYH02fT7V/OjuI2lLTEhVHXgmgC1PrWoPPdHTtOSe2s3KSu8u1nYfeCj296LjxE5l05NPtPtP2+JnQF9pXGOvt61EbbWNNkv4NPtIbiK8laWOVpdvlFuu4dx9Kp3FlcaXqnh+1shHNPBbygCQ7Q/A3c9u+KALx8QXUNpqa3dokN7YxiTarbkcHoQ
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" alt="Как контролировать качество материалов при укладке дорожного покрытия" title="Как контролировать качество материалов при укладке дорожного покрытия" /></p>
<p>Устойчивость дорожного покрытия напрямую зависит от корректности выбора и применения строительных смесей. Один из первоочередных шагов – <strong>проверка сертификатов соответствия</strong> на все используемые асфальтобетонные смеси. Сертификаты должны подтверждать соответствие государственным стандартам и техническим условиям применения.</p>
<p>Замеры плотности и уплотнения асфальтной смеси в процессе выкладки являются решающими для гарантирования её долговечности. <strong>Использование методов несущей способности</strong> в лабораторных условиях позволяет оценить предварительные параметры заложения слоёв. Особое внимание следует уделять температуре укладываемого асфальта, поскольку неподходящие температурные условия могут привести к неравномерному уплотнению.</p>
<p>Проведение контрольных испытаний на растяжение и сдвиг <em>обязательно</em> на различных этапах строительства дороги. Эти тесты помогут выявить потенциальные слабые места в структуре покрытия до окончательной укладки и эксплуатации дороги. Важно систематически исследовать образцы на предмет трещиностойкости и водопроницаемости.</p>
<p>Использование современного геодезического оборудования для контроля геометрии дорожного полотна гарантирует высокую точность выполнения работ. <strong>Точное соблюдение проектных отметок и уклонов</strong> – ключ к равномерной нагрузке на покрытие и его долговечности.</p>
<p>Обучение и повышение квалификации рабочего персонала постоянно содействует повышению уровня технических навыков и знаний, что непосредственно влияет на качество выполняемых работ. Ответственное отношение к любому этапу строительства позволяет минимизировать риски и проблемы, возникающие в будущем.</p>
<h2>Основные марки и типы асфальтобетона для различных условий эксплуатации</h2>
<p>Выбор подходящего типа асфальтобетона зависит от предполагаемых нагрузок, климатических условий и уровня трафика. Основные марки асфальтобетона включают Горячий Асфальтобетон (ГАБ), Холодный Асфальтобетон (ХАБ), и Полимерно-модифицированный Асфальтобетон (ПМАБ).</p>
<p>ГАБ используется для основных слоев дорог с интенсивным движением. Он выдерживает значительные нагрузки и обладает высокой стойкостью к деформациям. В регионах с резкими температурными перепадами и высокой влажностью рекомендуется применение ГАБ с добавлением полимерных модификаторов для повышения устойчивости к растрескиванию в холодное время года и к колейности в жару.</p>
<p>ХАБ эффективен для ремонтных работ и мест с низкой интенсивностью движения. Этот тип легко укладывается и хорошо подходит для временного ремонта или небольших участков.</p>
<p>ПМАБ предназначен для дорог с высокими эксплуатационными нагрузками и частыми температурными колебаниями. Благодаря включению модификаторов, ПМАБ показывает повышенную стойкость к permanent deformation, усталостные явления и воздействие агрессивных реагентов, используемых зимой для обработки трасс.</p>
<p>Выбор конкретного типа и марки зависит от эксплуатационного назначения дороги и предположительной интенсивности движения. Правильно подобранный асфальтобетон не только продлит срок службы дорожного полотна, но и снизит расходы на его содержание и ремонт.</p>
<h2>Технология приемки асфальтовой смеси на производстве</h2>
<p>Для обеспечения соответствия асфальтовой смеси требованиям нормативных документов осуществляется анализ по следующим параметрам: прочность, плотность, водонепроницаемость и долговечность. Первоначально проверяют марку используемого битума, его консистенцию и гомогенность. Вторым этапом анализируют качество агрегатов – размер и состав камня, его чистоту и влажность.</p>
<p>Плотность асфальтовой смеси измеряется путем определения её удельного веса в лабораторных условиях, что позволяет оценить качество распределения битума во время производства. Прочность смеси проверяется с помощью испытаний на сжатие и изгиб. Водонепроницаемость определяется путем тестирования образцов, погруженных в воду на определенное время.</p>
<p>Осуществляется сертификационное тестирование асфальта на содержание вредных веществ, чтобы гарантировать безопасность материала для окружающей среды и дорожных условий. Все полученные данные вносятся в продукционную базу для подтверждения соответствия стандартам безопасности и использования.</p>
<h2>Методы лабораторных испытаний асфальтобетона перед укладкой</h2>
<p>Измерение маршрутного модуля упругости помогает определить способность асфальтобетона восстанавливать форму после нагрузки. Применяются резонансная частота или динамометрический метод.</p>
<p>Тестирование на стойкость к колёсным канавкам проводится с использованием установки, моделирующей воздействие передвигающихся колёс, что позволяет оценить уровень деформации асфальтобетона под нагрузкой.</p>
<ul>
<li>Проверка характеристик сцепления с помощью испытания на сдвиг помогает убедиться в надёжности связи между слоями асфальтобетона и определить его способность противостоять скольжению.</li>
<li>Анализ морозостойкости обязателен для регионов с холодным климатом, включает циклы замораживания и оттаивания для оценки устойчивости асфальтобетона к разрушениям от обледенения и температурных перепадов.</li>
<li>Испытания на усталостную прочность необходимы для оценки долговечности покрытия и его способности выдерживать постоянные нагрузки в течение продолжительного времени.</li>
</ul>
<p>Также выполняется химический анализ асфальтобетона для обнаружения вредных включений и оценки соответствия требуемому составу, что позволяет предотвратить возможные химические реакции с окружающей средой или другими строительными материалами и улучшить эксплуатационные характеристики покрытия.</p>
<p>Тестирование на трещиностойкость при низких температурах позволяет выявить способность асфальтобетона противостоять расширению трещин при снижении температуры, что особенно важно для зон с сезонными климатическими изменениями.</p>
<p>Каждый из перечисленных методов испытаний обеспечивает получение объективной информации о прочностных и эксплуатационных свойствах асфальтобетона, что позволяет гарантировать долговечность и безопасность будущего покрытия.</p>
<h2>Организация контроля качества укладываемого асфальта на дороге</h2>
<p><img decoding="async" src="data:image/jpeg;base64,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" alt="Организация контроля качества укладываемого асфальта на дороге"></p>
<p>Внедрение системы мониторинга за процессом обустройства дорог необходимо начинать с оценки состава асфальтобетона до начала его применения. Обеспечение соответствия асфальтобетона устанавливаемым стандартам влечет за собой пробы компонентов сырья на этапе подготовки.</p>
<p>Использование лабораторного контроля важно для подтверждения параметров таких компонентов, как битум и агрегаты. Результаты проверок должны соответствовать требованиям ГОСТ и ТУ. Только после получения удовлетворительных результатов анализов начинают производство асфальта.</p>
<p>На месте проведения работ по обустройству необходимо регулярно брать пробы асфальтобетона и проводить их анализ в передвижных лабораториях. Это позволяет оперативно реагировать на отклонения от нормы и вносить коррективы в процесс укладки.</p>
<p>Испытания асфальта на распределение плотности и однородности важны для предотвращения возникновения дефектов, таких как трещины или колеи. Для этого применяют методы как статическое, так и динамическое уплотнение, а также контрольные проезды специализированного оборудования.</p>
<p>Постоянное взаимодействие и обратная связь между лаборантами, технологами и бригадами рабочих является неотъемлемой частью процесса обеспечения высокого уровня результатов при обустройстве дорог. Своевременное исправление замечаний и предложение адаптивными методиками способствует повышению общей надёжности дорожных покрытий.</p>
<h2>Критерии выбора добавок для улучшения характеристик асфальта</h2>
<p>Выбор добавок для усовершенствования асфальтобетонной смеси основывается на нескольких ключевых факторах, которые влияют на долговечность и функциональность дорожного настила. Важно учитывать тип и свойства добавки, чтобы обеспечить соответствие с нуждами проекта и климатическими условиями региона.</p>
<p>Первым критерием служит улучшение адгезии между битумом и каменным материалом. Повышение адгезивных характеристик добавками, такими как антистриппинговые агенты, предотвращает отслаивание и разрушение настила. Такие добавки особенно актуальны во влажных и зимних условиях.</p>
<p>Следующий критерий &#8212; способность добавок улучшать температурный диапазон эксплуатации асфальтобетона. Использование полимерных модификаторов, таких как SBS (стирол-бутадиен-стирол) или EVA (этилен-винилацетат), увеличивает устойчивость настила к растрескиванию при низких температурах и предотвращает деформацию в жаркую погоду.</p>
<p>Третий аспект &#8212; снижение выделения вредных веществ в окружающую среду. Применение экологически безопасных добавок, таких как теплостойкие органические связующие, уменьшает выбросы опасных паров при укладке и эксплуатации асфальта.</p>
<p>Дополнительно следует учесть способность добавок к упрощению технологии уложения асфальта, сокращению времени твердения, улучшению водостойкости и повышению антигололедных свойств при зимнем применении. Это позволит снизить трудозатраты и повысить безопасность настила в сложных погодных условиях.</p>
<p>При выборе добавок важно тщательно изучить их химический состав, сертификаты качества и рекомендации от производителя, чтобы обеспечения совместимости с использованием типами асфальтовых смесей и соответствования всем техническим требованиям проекта.</p>
<p>Заключительным шагом будет проверка на практике: проведение лабораторных и полевых испытаний с добавками на малых образцах, что позволит оценить реальное воздействие добавок на долговечность и эксплуатационные характеристики асфальтобетонного настила. Такой подход позволяет минимизировать риски и гарантировать уверенность в принятом решении.</p>
<h2>Регулярный аудит и оценка уложенного покрытия для длительной эксплуатации</h2>
<p>Используйте метод визуального осмотра для первичной оценки состояния дороги. Это включает в себя проверку на наличие трещин, колею, выбоины и другие видимые повреждения. Фотофиксация поможет зафиксировать текущее состояние и проанализировать динамику изменений.</p>
<p>Применяйте геодезические методы для оценки геометрического состояния покрытия. Топографические съемки позволяют оценить уровень и качество укладки асфальта, а также обнаружить неравномерности и прогибы дорожного полотна.</p>
<p>Производите контроль прочности асфальтобетона с помощью ультразвуковой диагностики и ядерных методов. Эти тесты оценивают плотность, однородность и другие ключевые параметры, которые влияют на долговечность покрытия.</p>
<p>Не менее важно проводить лабораторное исследование образцов асфальта. Это включает в себя определение содержания битума, марки асфальта, его температурных характеристик и других важных параметров. Лабораторные анализы помогут понять, соответствует ли асфальт общепринятым стандартам и нормам.</p>
<p>Организуйте периодические проверки на протяжении всего периода эксплуатации дороги. Рекомендуется проводить полное обследование дорожного покрытия не реже одного раза в три года. Это позволит своевременно обнаруживать и устранять возникающие проблемы, тем самым значительно продлевая срок службы дорожной одежды.</p>
<p>Все данные и результаты аудита должны быть зафиксированы в специализированной базе данных для последующего анализа и планирования работ по ремонту и обслуживанию дорог.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://aktaustroi.kz/kak-kontrolirovat-kachestvo-materialov-pri-ukladke-dorozhnogo-pokritiya/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Как выбрать качественный щебень для строительства дороги</title>
		<link>https://aktaustroi.kz/kak-vibrat-kachestvennij-sheben-dlya-stroitelstva-dorogi/</link>
					<comments>https://aktaustroi.kz/kak-vibrat-kachestvennij-sheben-dlya-stroitelstva-dorogi/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:15:48 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-vibrat-kachestvennij-sheben-dlya-stroitelstva-dorogi/</guid>

					<description><![CDATA[Приобретение подходящего агрегата для покрытия автодорог требует учета нескольких важных факторов. Первостепенное значение имеет класс прочности – он должен соответствовать нагрузкам, которым будет подвергаться поверхность. Рекомендуется выбирать агрегат с маркой прочности не ниже М800 для обеспечения длительной эксплуатации и устойчивости к разрушению при тяжелых условиях эксплуатации. Размер зерен также играет решающую роль. Оптимальным решением для[...]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,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
2WrT2rkxv8pGCvb60wud8DTq4218QXEMbozBvkO0nsamtdfnSNt2H3MDz2pFXOrPWkYquMkDJxXJL4juAmxiGIbO72qnLqcs85ZpSfmyBnpRcLncCRCwAcEnpzTwa4nTr1zqMO1nI3DIHPFdmGDYIIOfegB5II5rmdbJaYHylEmSuQ3X0NdHznofwrE1C6tppmiMMonXgfLjJHSgDF1SxuLeKNmmUq4ACA9qw5CVcjI+tbN2Y/sbb52a5XlVwTgelYUhJySec9KTEIxPSm5waTOeBSHjrSAQkk5oY0Z4PHWmsTjpQAjHjikVjmlAGKFPJ4oAVj6U3NAOfrSFSCRQAc0pyBSdKG570AKuc0GkUmkJI60ALz1PWl5GfemA5FPUlXGCAe2aQC8gAZ+gp+TgZolwXJ3lj3qNiSCelDAVsHg0xqXOetMOc0AKOvNOVQT1x70wDJ5NOXsKAHkFckZI9aZTjnoc8DFMOQT2NACgZIHvTpl2ysO3SmgnjmnSjLkA5pgOtSROGAztBJoZRuJbI7VYtbchnXOGA55ouoEjdcyq2/sv8NAFdiTnjgCmqjH+LjrU5VDDhSQ2eMjk+tMXctuBgZJwKAIc5NIQMipfIcff49u5pEC8g87hgY65oA3RtYgEY9TTmRScAgiqBuFYHnA7UonAPDVz8rGXvkWPGevY0KEwBjr1rMa9UuVPODUgvAoySc9qfKwNERqSQBn60GGME9T/Ss5b07sg0HUMNnPFTysC66BenJ9aqTyNkFh+NKbwOAT931zQ1xC7YyMe9Wk0A9ZCAOM0khwuRx3pFdd3GCO1PLx4w2KNQsRI5bqetKHXpQ/lKQyyAD0zUYZOSCDRqFict70wAlupFRq288Ece9OBABywH40WYWJvNK8ZyKiEpH40gBIyCCD3zSuADzinYLEySqy84yKeJgMHIzVRcBuuBSl0zyw+tKzHYtpId3zVLhSv1qj5+4YWgXJTAYjNGoWL2QoNQyjeD6EdKjW4R/wCIZpDJtfG7ijULCxKFTaq45qTbtGcZqMyK3G7FN85UGCSaerEPk2EAsufT2p6xhsHHTuahMybDzk1CZ9y7SpH400mFi09upfeRk0zyVBLbOvY1XMhVcDOfrSGTI75+tOzHyloRrkYAA9KkwFAzjjpWeS7HqR9KUBsZ3H86OVhyl19rgAjAHQ00QejHFVVcg9T+dP8AMJP38Y96LMOUti247imeQA4y5/Kq5lc/xn86aWI6s3HvTSYuUskAyYkAwOlBRGBCgggVVZxnOCffNKsx4ZTxRZhyluOFlQEk8ntT7oFfLHmE59e1VxeOoK4Bz09qebrzOGAyKNQsM+TnOSRTo0ZlHY+lNjZZZdvPpUrxSxrkMB/OjUVhRG4bAANIyMQQvBU1VBmLEoW3fnU8QvMcxMQx5OKeo7DgsgX5jkUMshJI6CljhvHchYyB6kVZWxvCrEsvsKNQsQTs/mHAOMDBH0qFZwc5FaQs7jHJQ/WmGwbBHloB7GgVjJlBDZHOelIGPetVbFuBsXH15pF0wKxO3dn1NVzC5TLOTwATUkEbPk9AO9ai2Lx5Cqu080fY3A+6PpSch2KPkqSMvQIATw9Wms5iflCj61DJbTwjcxQD1zU3YrEJglAJU9TTTDIOcUeeScb87T2p7XAUfL8x9BRdj5RVSWJg0ZwR3B5FWIrmZMHewIOc5qFJwYf3y7STxilDK3Q0czHYvHV7wj/XufxqoLq5V2dZ5Nx7k5NMKK2DvwaTChSFcE/WlzMBjvcFGHmk7s596oiJg+DnFXmUk8MOPelKnjp+dLmYrGa0bb/lprKxfbtORWo0b9gD+NIYHz8uMnrRzDsZjKw+XHIphyDg5rWNq2cYBPrTDauT0GafMFjMbIApobmtFrCaRMFcc+tINNJBGDx1xT5rhYoA4B96Oev51efT2LfIpAHr3p62DeWwKnJougsZhNA5rQGnMDkjp2oGnEYxk880cyAz84wcHHrQWJ69K0xaggow+UdqaLULGUwcE9annCxmgHPTrTnznDdcZq+IAsmcHAAwDTjarImSuD1zT5kFjNywIB4BoPIxWqlpH5iFhkCopLMMW28t0p3QWM4dcd6kZSADjn0q61gT8z/ePpUsdpksWJG7oB2ouh2Mo8MQRinRqOeCD2NaM1mrSlypGfQU1rYFThcMeMmi6CxSjc/O+ASeMnqKiYk5ZiSSep71ektgkW1eSR2FMazJ2jJCr+tHMhWKygDnFSBGGZCCMVZS3O7djjFPeMuGWp5gsQRyNsYgfM5yfpUk0gl2MyEbeNq+nanQ26x4Jz0qQqB9MUOYFVZI0jXILS5Ocnj2py+Q6oruUCnPAJyakaJcDCgk0qL6jpT5wIzEhUhySMfJg9KnuEiS3QJtDYA3AcigAckCggMuGGQaOYaRnheOtLtwMZNBOORijzAcHoaoYhRSwK9e9PIdV6A0zcc9cZp3msFKlsj1xQOwBWJ6YpGQ4x0pNwI60YOeSeKBWECEdxT1VcZYYpdoxx+ZpD04OaAsSeaOMECkkYsOuajZeeOlBLe1AD+2MAU1RtfJPFIQc4HNTR20jg/d/OgZGoUEnPFOBjJwARSFdv3hijKYOTg0gsOyOwoBVlOTj8ajAyM5xRk59KAJdvygt0xxSfJ/EKjBP94044OcnNMBwdRwppSwJxjNRgADjik3EHOKAJR+FJnnkimb+cYxR971osIlLUbh1zxUJBBx1pOVYdcUwJSyg+v0oMqAdCaYcqw96Q9SMcUBckEvGQKUPkZAH1qLjoKANpwAeaBkpd/akMvQZ60E5Gc0wqGINAEu7BzSEljkgDmlxx14ppwBkHj60AKfvdMehFIyspyW5pdrnjafyqWO3lfJSNjj1FAiMS9iBR977uPoKvRaXNJzKpGegBq0uioAWWSRD+eKAuY4J6UoJDYHNa6aGMgyTbh6YxV2OxhhA4HHTjpQBgRJK8uIwQ1a9vZOIsFyX689K0ECAcBQ3rSnOfVjQIhjh2KAevtUmO2Rn3pc9s9OtNLADJIwelADs8dOKUt060hJLccD2oySOBQAEnpn8KTnHGfxp3IBO3oKi8wtyA2PpQIUZz6U8MOhBqI/Kcc//WpUZt3zA8dKBkhBPK8fWk3Mp5GRQDtGOnvSlsrjmgA8wegNI8MMqjfGpHuKYxOcAHPpjijcwI/UUAV5NJtGztjZc91NVm0VQcLOw/3lzWmrZ6nBJ4p5J9QR60AY8ukTjG10fHTPFZ1xaXMGA8bcn7w6V1Bb0FByRxyO4NAHKs7bQAMnpTeBJ8pO0AZz6966SWytpmy0QB9R2qk+jxn5VlOM9xSsNWMbLs2Qc0h3A5YmtZtHcH5ZVI7cYqJ9KugMja30NFhmcHOeGOPWngkD5WIJqaSzeJSXjIxUGwk8E/SpsMkDHYSZQCOgyaFIIBLjPqTiozGAchs/jTAMZyKdgJt4HPmNn2NME7ljhn596jAycinE9hmlYCUSMoysrA/Wl+0y95mqJQM84+tIWGemfSlYdiYXEvXzmpVuZRkrKce4FVyTnHWmqST7U7IWhbFzKTnep/4DT/tkgGMKap7ivehmJA+c5pcqCxbF4c/Mik/WnC9XGDEfwNZwX5t5PP1p2W654o5UFi8LxcgFCo9TSi7jViQf0qj5j/l60bz60corF/7apXGaekysQQ4A9M1mFjjAAP1pQ4KcqC30pcoWNbzyQRvHtzSZLcN2H51mAjqyDH1p2Fc53H8DS5QsX1JGPlx+FPZ9xAIH5Vm7Sp4lYfjS5mB4kajlCxpED86TYmQcCs/zpwMF/wBKU3EuOQCR04pcrCxewnQjpTSkZOKpm6lJ5RR+NIbpzj5B+Bo5WKxdwoFACZxVE3b8AA04Xa55yBRysC4Su3BpqhMdKgW6iY53fnThcRj+MUWY7maqnPSlXAOCOaj3jr3ozWwibKquTzTNyntUYBJzmlxk8YNMLjwygYxg0bh3GaaMdCOaME+lAXHbsnqcUMc9OnvTRxxSlhjkUrAPGCfQUpY4xnio9w24A+lGGTr0oAeDgdeDSq4jIZc5zUYzSqcHJoC5IZGlfDE4HQUhCr05NRk/NkcCl3DHAJosBIrFhg0iq5YgAt9KaBgA9AamEe0534PtQBGSwGOPxoUFj8oz604j5jjrSgnqxIFAwZGXqKYpO4Ajk077x749qNmOv4UCEbIO0jJpAzg8kAU9Qdw5604nGCf1NMCPaTznrSYPOT0qzDDJcv5cQB988VcXSLg4DFUPp1yKAZlfMVGe1Iuc/wBK1l0d9z75QEXngc4qeKxthlVTfnjeTk//AFqAMhIpMkiJiPYUxnPUDiukhgELHh12+/DCgWdsHy6L1yKAOdVGY/KrHPoKnWzuXxthbngcV0AjUqTkBR/dFS4VR8pPT070Ac0bO7UhfKIJ9avWWlBG3TqXP93HArZzuwd3UcDGaCPnBB96BESoCcBdqAYxipAmeWyRTuevb2PWhyVAKqcY/wA80AAGxhtHyk/nTmzgfwn3qPduXLOoI6D0pEYN94ZOe4oAkDH+IAHt70gDHIwM471GSAQTzg88cCnLhY+4B6Hk5oAXIHyAEknqRRk5IBz69sUK22Mt3HQYpIixyCGI9xQBICMEEDHY5qIk9yAB3xTyQvCrgmkDFuSVB9COM0AAY7ScH2PrSD7vBOc8084244H07GkU/NtAB7nigBrMecg49c01U3MWJOO1K2wK24gfh0oGCnynp0wKAEYEdF3cdutAA/iUj604uSAVUj3IFRiRwWB4Bx97igB7FCzdePX1pU4HzHAPSog+covLdRuGQPYmnBj1EiOemB0AoAmIIGCOvrTNiu4zkY6CgMy4JOVA6inEuSQTn0+lADNrLxjp6UGRQ23B55BxxUise6nZ60FRjJC+xoAaGDKSDjPTNIDjvTyu5Rxg98DimKC4ChCOKAHAnb0o4OMDJpGYgcDdjA6d6ZFISrFoyrA45HJoAkOcdORSAkg5XFKrbhwDnGfpQHII7jPFACZBXDd+DkVDJZ28p/1YDeo4qVnXccjPPpxQfTGO4xQFzOn0aNv9XMVJPcVD/YzgYEgPrnvWyqkfwge9MZju4ACgdc5oHcxbrT5vNLJENmABg1UkglTrBIPQ4rpCd2RnIx1pyrhBnB/DFKwXOUKc4bIPoRSFSOFxXUNEkjEMqkn0qu+mW/O1SD3OaLDuYJjVV5PzY5qFELHA4UVtS6SDgxyEAjo1Vzp10mVCjpkUWC6M8qc4FLsCcnk1PLE8JAcDJGTinJbbraS4bKqvC+5z/KkUVFBIOBj3NKFOcls04njOT9KM56EH8aAEwD2phzu7D1qQ5HofpUZ3HJ24HrQIN4zgAn0p0aktx07009OuDRxtxuPvQAsoVWxkUhfjCCk8vgEdaXGB1x6+tACAN3NPMrjoQT6VGCSeBTlUA5LYNIVyQhmIzTSzK33uBTGkw3T8aQFpMccD9aLCTZMJCadvT+6feolyFIYjHpSjA79aCibZG3ejykqHdz0oLHrzQMm+zp2FM+zr2NNDt1UYP1p6s4XkgUAVPLFGwetPHJpcZqibEeAOKAMc4p/lsTgZp3kP6gfjQIjPPTim/N61ZECg/M4x7U8NCvGM/hQMq8k/MKXbngLUjSqTwmKTcC2cnFAhnl4GabuydrA4qTI9TSgBjRcBgXnOcU7yjtyKdkAHI6VKtrcugZYXKt0wKAK4XGd3NOCgDoKtw6dPNn5Cu0fxCpF0xiMNKBnsKAKIIGBxQ5Y8EjB71pNoyBM/aAH9COKli061QfM5kcdf7tMLmTHEZHVFOT71Y+x3QJTZnnqBkVsCMM/youMYG0CnAvGx8tNykUCuUk0YKgLynnrt7VYjtLaBsAbmxnc9WFVmmO7ag7ADk06ODef3iKRnqT2oC5Q8i0bfti3EHnJxirEccLRAGBSy+o7VMYV8xgqIB7nJNSlFVR8+DjAxQFxj/IuIkQBuuABSOGAU5AVBn5TzUowRk7dvdgaJNxUMACp4BoAY8aysHlK57FTinKnJwQDjHXH8qQ7xmIAdOpFOjB6bcHHJoAjClMg5YE9+lKAzMXG3B6DHNSsQz7H6djim4PqMk4GONooAcVLDAww7jHIpArlgd5XHPTmnLHlSxZgw5xTLaUl5OPnxgnHSgAlUNtZZCOeNwqQkptwM+pA4qBvMWLDKJBnA5pzM4Vdo4xjdzxQA4NnO/JUnjA7UBxnYgPHUY6UZZYSxz0yCRwTTY3Z1wwIbGTQBMxAUjOOOnc1FGmGV2JVW9TSgtkFZBx0Gaa8jSKw35APGwdKAHqSSxIDBj60bT5YGSAP73amryMZZD6EdafGH6MQB6E80ALuBAGQ2OM+tID/CAoDcZJ/nTZAcgFTjtzzREh53HGDkA0APJA+UjIHX/wCtSAoxwByenbFEsgdMDgeo5NMV08vAH4mgCQsMgAgj6c0hkZVKtn6UoLArt20xgxbI4YHvzQAofncA5UDp05pckHKg5BznOCaD5pbYSVB5ye9IyLg7hnPdfWgBXUYJcncOnHaouUXIHJxgetOwFjAkGF9z1qGVZ5FDIQgUY5HWgCVv3i8LtPU8805chOgVV/DNM+cMrZKse2eBQsIadmMjEN2PQUAO3FhtUjco4J5FERcEq6rkcZHJI/GkzHHIQ2Txxk9B7Uv7r745ZxwKAH7gBhjgewHWlXJTCgkjpgVEQNygntyo4peFYFkKqpBHv9KAJZFOMFTkDIHSmRAgljgA8YxnFSliEzIOnTHJppfcp2DPHOBQBEU8r5wJCCfTgfhTlQSL6NjnPXNORgiDgkDnGeppvmqVPmuUyeQBzmgBqyOj48zaT+tPOdxQEgHnrzStGkjK0Z3+vtTFhKjjcRnB45oAAVA+YYI/WnCRhxtAHqe9RxnA+YKcHA+brTi+Aem3PSgBWd+qtnHUY5pA8uMsoVT0JNRhtx+YYX1zTjtLj5xtH40AOzk5bBx2pww43EEY9aiXYxbP3fXNKDztGMds0APXC9Mk035yefyqNFLSZAJC1Iu5iVCqFHvQAO5AxwGHqaXBcjJI75zUZYLIwfb9MU84+U5UnHbpQAhUN8pCn/eppgiC7jHHleg2jFCIgfLfxDoKNxWQrg7TwAaAuV206BwCYlBznC/Ln16VXn0cNzE+3681pjrkcEdc0E7jjkFetFh3MUaLKD87qfSq0llcoeY2C+o6V0O5ixI5zwADQEDQ7cY9vSiwXOZltp4gHYAqem3moR6sK6eSFOm0Hjris+TSk2ttchyeh5FKwXMoMM8jHpzSFQScEgVdl0ueI5AV19jUDQTIu4oQKRREF4yCBj1oZWx8gBPqaaVZs5PPoKXB6UAIIyo+7lu5NPwR1z+FBUgZYgGmbyehNACffzk0M4HAGSPWlBbkYNGC3UAmgQ1ZTnkceoqUSnbggZFOMQUDke9Iqpk4B/OgYzch64yKVnTA6/lSMi7shgB9KayhmHzfrQBMIUUc4/GkYxIf8KhwWJyTTgoH9aYhWlZ+FXaPWgqT1PNBcdhmnrDcSAMicenekBGVKjqKEUuQOrH0q7DpkkkWXcRueinnIq5a6esBYkszD+LHFMTZmtbyRjmJvyzTYoJpnASJgM4J29K3C64ODjHPBxQks80IKQ/Ke7mgLlEaO+GLP/u8UyPSZPM2SSFW7bVPNakcMgUG4dSSPvL0FMt3eEPIrtLlvuq2Rj1oEQNBaW7KJYwGA7nr74qdndgTHvIxlcHAqcTwyL5gTMmMHIxihZJJMk8YHGzmmBUEk7bRkBP4ipqcW8U3ygOV6nB/rU6uFDbwwPpjGagDyjIgUAZ/j6fpQA+K1jYEDbkdFJPNLFGI5WEcXPQgnIpyM6kSSBEweME1KCZXJJCgDPNADJIyB87JGM87hjFRxwlJsDaQ3IZjwKebgEuFkBcdmHFJ5rrh2TJB5BHFAErQgPnIPFKJAqtGxKjpkr1qCaKHzFlchR1wGwCfoKc8+CrAAgnHCAEUAEYRQxyxIP3j3/Clfyi48uEMTyWPWgyHJKxyEjs2APzpolGwhC24nnnNAEkaKyMGh5z3FOCBUJQDI6jtUUssqKo2gE+rc1JEfNiYM2X78dKAGn5kIyoOcgdMUsUixswO5j1Iz0puz5GIUM3vVfzQoyrMw6nHY0AWBIzncuSvYgjJ/CpY2QNlm+Y9nHSoRMJINxiYHpkGlgiZWz
5hxjlqAJJSwGcgKT2GP50i/K4OMq3U0RklW37vLB6k1Cd/n5ErbRwqdc+5oAkkMe7IQHB4yelLI0ZlXc4BPAG7ANOktwEB81geu70qGNC5CyTByDnpn/8AVQBKyEqEXOF5w4pFKMo+TCg8bVqSPPzKHBX0A5/OljL7SFCH0yKAGYDMBErFj1VlNOjQxswwORnbjHNJCyoGUMCx6jrzTQNs52qQcZY4/QUAPWQMfkzyfyNNkHIYnBA5xUEruJAB354HFSsHKtl95B9OaAGyBpNsi/Myn06e9N2AnfvO7vk5Bp4nyrKQ6qpByexoUSEkRsD3BB70AOiQ7cg4XHocU5Y42VVQZPJwOaQqJAWwQ46le9Rsyj7wwe+Tn9aAJGYrlE+Vs5OCKcCHcBgx4/hHAqLeZGULgN1AHXH0pyTnGAQGJ/EUAPLkvsCs56ZxjbUcgKKzrkPjtyMUrM8mdzHjncOtMZWkkUhxkgYU8Z/+vQIQbbgFnQp6Z5qYOoZEUEljzuPAHrUa4R2WR9g4+UggfnTgx3fI24e5yKAEntgZVmJyyjsSMClfBUBjjjgDPNQPIybixK4GcrnFOQbtquQwYZLdcUDF8pFXcWYYOADnj396cxlSIDHGeC2OPwpt08cToRIdoPOBnNIyuy4VvowH8qAJMxsi+YNzDklSBimW6xbiPP8ANXH3Sc4pVkRVLE4C8HHf60M0UsJJAYnsvX9KAHKW3lFHzA565OPelLlASxUL2PTmoo1JY4YqpwF3ev8AntTmRlOGUF8dcYNAD0cyEqMs4H4GnoowwcKp7nPGaAQAG4Ukdc00EBS2SM+lADd6RHLHKL0YHNSGTcQmWXPOQKjR1DbWOQR1xg/yp0gAIyqkjgAD/PNADXjYH7q7cffY80y4ZYgCGZm9ADj+VSurKpLDZI3ABbp/hSRodvzhQ2eCGzk0AGYm6DpyRTisbRkhiAf4aQrujYHII/h7VErKnyyROH6ggcEUCGsmEOWBA6lTyKlVQpXbyjDqeuajdS0Yb+FuoBxS/u0UYLE9snGMUDH7d0uwghVGQR0qMjBJDEbT3PWjeN++OQE9cE0qx/N5m85J546UwBthZSo3Me+M4oJbGN4LAdGUio/MAZmMqhQcBf60RzRygeU5k9d1AEikgfOACB0I6U4SSHBxlex7Ug2h8lQ0nbK5pBIry+VkBh+ApAKpDsdq7h9Oh/rQSADvRlPcngUp3xg8HkkHmmlG35LZA4zQA6NiyAjDL04GP60isruVVsDGdw6Cmb3I6vjoSOKfECpLq+0MOAeKACTCsSXxx1NMjdkJJAOfQ0bx9zIA+nWnhRGhYYbdzyM4pgAOXyUz/SmSKittXZ69RTCxYncVGRgDsaemI02E4UjGNtICKSC2mx+6KsvUqpU/nVaXR4ZhuR2TdzjqKu4SMjy5WHHc4zSI8pIDL170WC5jTaLcBsRyow980g0q6UlPL3H1B4rd+X5gpKMfX5sfSjcqgxMQcnkkYpWHc51rWWMZeNlXucVESBwc5+ldKxG1tpJHQkHmk8pRgSbZPTKiiwXOb3UmQoOea3ZtLtpjvXKknoDUDaTGWIVmJ7dOKLDuYp3Oc7cClxgYFaUmmeUM72cnsFqlPDLAcMhHvjilYBIraWZtqDn17VcjtVgylwm856qa0opBIdjKIyB93HFRhHlZ0Ee8oeoPSqsK5AsFsiq/k4ORjJqxK8WFC5jI444pywHyVjuAwOcjByc1KNzSncihQOrd6LCKplYg74SUzwVOSaeJ9jLKNwU8bQvNWZPMUhVkVE75TGT7U1SbVMSYZifvHv8ASgQ1CJZSxG33YYpYooRK773PbAPy/lUTxlp9ykbTyxapUSM4Cyhew2AUhjZSVJ2Nn2YYoS2DWrHJV25yOgq7GjFCZWGR3Peq7TuNyuAir/ETwRTAWLakW1n3r0yBnH1p0eyGQhWwOvJ4/KooMADauN5yCD1pHs7mVmPnRgE9DyRQAqhndxuIXr1qdIXMYCj5B1x1prja6mJ/m/i44NNVJUnMp28jG5icD8KQWHylHTChunSmbwsRRVycd6dJKhVZG2kYwSDxTGuIolxCAWJ5xTAVJSwXZGoXuO9SzufL3MoLdm9ajtwHbe7GMkfcI6VLdSIFCq468gcfjzTAjjLScMACw7mnDyVO0Ell7EZpkAdV2gnb645NK8joCAMgdyQDQAk8juv7lyqg87lxmoj5isoYlMnsMirUgBiXY4YE8gjOKSVZXj/cuuB1YikA55gi/OYyMcFqrrcpCCJpoueBt6n2pgYgDe+5geCBkVIY94y4Rmxx8g/OmIWF4nXeCTjOM0tu4gZnaMCMjqR1NNVJ1wFGV6HoB9akeGYr5eRKhHTtSGQF41c+VCxXOS2elThiytlSO4OacEdIirlo1UZO30/Cli2GIFVUoRnLsec/hQBDKcRbWbcrD7vJ/WizMaFkiyWA6Y5GfrT9kcDAtLnPHHOKdbtEFZlycHJLdfwoAc0sMyeWwIYcfMD1piqqR7YzgZ6570BNsmRKcEfxH+lJGisxYqTnuflz/jQBMGaNCeoc4yOajE7gMGIQqOec5oj83zceV8nv2qZ0tzLmTnHYD+lAFVTBJucEh1HQjrT8SSIESTac5JY5FSTucjbGoHtgk/gaUSrgspUbwAN/HPvQBEEJRdwLMpwcHrUssKTKNzbOc9OaghmyjoERmz03dfpTmldCgeFeDjGelAEiIkTsAw55J9qiACSb0Ylj7frinhvOl2EfgOpA604yeXgLwqnByOh9KAK7F3jCsxV/YdqsKmYlwC3+91oSSQfMygDtnkkUw+WRnKknJyAcg0CHJAqkLgqw5Hy8/nSyIyjeibWB+YnvStncrGVMY4XODnNNuy8qAIokAYZOelAw86MuocIA/cdT7VXn3L7KCSApz+dTRQL829ArHjcBmlUqz4wjKO+cEn6UMEVjJDMnmToQU6FjgU9ZYoyD0Vhwew7Zqed1lysUKYHUA9acC04VWhWNUHGRxmgCtC7EsGbzMeg4phjSPdIfMUMeDnip3Gw7nbOOMAUqEeV8zZb0K8UARQxgW5cyckfeJ6GmbnTneSvfnr9KeLmGZiABmI4LdB9KY4tWbzC3I9B/nFAAomRGS2HykA/OOMVNF5ZGCihvVRUUVwHba0qCLHykg8inXQRniXzAxb5UCDnPr9KAJQittDKRt9eKaxIYHcCRxk8UyAym3YKGLKcMCPu1EZQzMhyAw/i7fSgC5IAAC0xCj171BIizKYt7AEg/L6Ulq3lOUGVLc7WO79KnC7d+wKjMfT+VADGCoUBUEE4yDUjxo0isjMuOoB4NNTLSZ2Er6sCBmnGM7Wyi7T2DdqAEEioMsRjsT0FVpkMieY+Qo6FBxUjgmLy2jCpgYJGf061IhV48RyoRj7p4xQBBDIHQbeVU8Z/iqwLm2ZcA5YHBAPf0o2okOHQBUGCc/lRDBG2fKCJgk896BDI7mN12PGwOOhPSgEEqShO445HakmDo7HCsMcNkZ/KljaSSFCHX5eSVwCPwNADook5IVVbHbtUbA+cBkZA/i6UrJ/pPmTbcEfKQh6/hRKmBkBJW6gYI/nQMZJDGCpYZXvg05dzr5cSKi9T/AJFAl2xBpbZgW7pzSC4OCYkdPdhimApUyIFORg/w8ZqBFaFcsuWycDNOupJVQO0wAPAJU4/Sn2ibZfMaQEkevA/CgB8U+9mTBZgMEIOlJJ5gzGVfJ+7kYqRWeN3KOQpOdy/MT+FO2iZ/NMkjEf3iQR+BoArqSsSqcq3TnvShjIuF6nseDRLI7SbMH0BNCytGhQffB9M/n3oAArAgSZOOOOKazsAdmFXPAbrTmy6g+YwJ5ORx+VN2c5+9wSOMjNACoybN2C3PPFKXG7AGN3Qt1psTPIAPL2n0UYwfSnSbhwQfxGT+lACTIoRWkBxnGaRIVAzuyQeMGhkbyyiqyc5yTnP0p0/kRRL5Ly7++R/hQIYxlXoYwD3zzTTEsiZmyGzzTd3PmKGKjHGP6VKrg8ZAB6Dd1pADbUZSAAE7etBUMuVcKc9BzimpCyhlDuQ3zcnOPanJA67jGDtPXgZJoGIMiMhnOeg7ZpNrxruAYgnqaUykoyyRsWHfGOKQIRxlWXt2wPegBylGYuFx2JU85pc+YCBlgPxpVhcHCbQT6EZonXADCNX557UAV5k+0DYqDcDyfaiczxbVhZYweDwKssEiBJlJUdS1QtPECGCIcjjHJNMCONZXbBk3erHipWwqjMg3dxRbM0qsXTYAf4u9KyopMkYCkj7xpAVw7s2xrYE5yGPIqVZQikTMuUPAboKckwKAljnufWmSqHG5kGM9xTAIJxIGMSLtz82FJpZJdzKscb/98CrAlVQFVByOMDAH4VG0sgl8vHBHBUUgIUeQl1ywKH7pPWrE7QKqK7EHr04pogjyCWcsB1xVh51KBTEHwO4oArxxlSrqGk/2m9PYdqkG5wcMVx2z1ppclgGbAPQAVHKjFmCMyHH3jjFADFiUM0jb89CN2QKSa1hkTCEFgc78kn9aRon8vDgM7Dk55+oFOEEq+Ud2AvJyOaQXLEGLeJj5XmEAfX6UyLy5WZxHuZjzsHT61GbiQ3HlRK5yOvappEk8nbHtjY8nNAXHbMSb1kz6jHApjMWkO5woUcED9aiiLkZh8yUZwSwwPwqcRvI6h1BCjkHpzVCEiuJXk2F9ygZ3ZpJiko2crzyV61EIyJiUK7Sewp3lDOSMsT1oABGFlG04j/vMM4qVkEoO2aQnHGDj8cDrTZMGPYnUccnpUaRSRtmKQBgMUAOKzQxqHBPpwBmpYpOpWzZcj7zGoyheRfOmLL6dRmp2lRtwXO0DgDvRYCpKLvco2DDdNp4X60WsRTm4uVJJwAg6fjQiiMht5dSSdp6CrchgdTtHIGeB0pDFaSO3jG1gcn7xOSaZLIrxCQuyqDz6VHEEeRSyEt0B7fWp7gxQxg5yvQKgzmmIpi5il3AeZkHtg1bWAiFTyi/3iaiM0YHlwwkHPJxipopCcROSc9Fb+GkMQTCMEbBIvqEyKeH8+JSx2k8BQKaJJHYRxAD1IPSoLqGcFDGQFU/MAcZFAFiNpY2OzIB68c0hkllcgzKcclW7ULcApmBBJt6hu4qs3k3IBUpCzH73oPSgCVg7OGMse3HbnH0xStHEqFmLNx2GBTTZpGdwnDMB0I4zTjN+7KEDJHJA6UASxIFk8wbNuMN8uc4pJ55FYPbsuV6xkfe/Gi3+VSI/nBHJelUssjDygGPfNACvdFgs6iRWHBULkmo2mlkmYuCrHjhcUpkniDhlOMcL3P0NRW63auHaQlT/AAkZI/GgCaIqjFlh5PB44x9Kkd3ljG0AEngcDd7Ub5VGUGYsHds6n2xTA8TorohwBgZ4OaBCEI8gDQYYds8UksEqRsRN5QGCNoyaYwVZeWCLnqpzUkjxBQqhpS3TDcUDK1oN8jhWkkLjJZ+Cce1TlQY2MhO7k/LxgfhSwoWO/DpJ2+bcDUkcnlEl1LM54C9vfmgCnJJGW3eany9FKkH86lXCIrqHYE5J4OPrTwjSy4CMQOQzAYFI7OzEZjRFIG3HJoCxIbgqqhkAY9j3qhLNL5paZ2gUH/e4/lVlpi6yAxfMo4zyAahEsjRETCNww+4PSkAiz20+1IiSM/MyjjNW4ViaNWVwQeSgH3qhEYeNVCCFCMArgc/SolEUMXmCQ7wSAuMnNMB07wGTa0fzAZXA5+lPjvWEoMMeHPB7/nUZkZpVIjZs8FiMFTSLEkSlgh8wdyeTQBM0szq4c+WRktkYBHrxUX2YuwKNGUIBzzTIolmVmcSbn45OOKsuirHGu7DA8etAXI3tlk2C4KuEzg5wf0qxDHFbRlIyx56k5P51Wu2Xyn3dABkgfShAXg2EsBjCv6+lAE00qu5jYTA9sDikeG2GXC4bG0FTjmmL+7VomkYSdgKRIkeRUPmITzg9D70APZMAy+c3mY4BfgH8RTyttwZZAzgEsygDP40kihNqh8joc9R+dRSqhciMnnnC4IoAnaVJThJMDsMDmmRKsnzeWVYcYbp9eKYh3TMrMyKAMfL1PerAiVP3s7yNuPGBwKAI5JFilICsvfAGd1MkIX54oowX5ZWbHPuKdOqAk7yB7n+lJErKQ/mpKfQkZx6UAN+SAhpMKpHBUtipAILiInzS3PBLcj6Uy5R5WDhAWxwjngn1zSRQGOPO1Nz8spGQv40ANa2VSMM8n1bP6VIWITM0jBBxtxTJJGjUcEMQSMUkcolG+NwSPamIeZE8v5RhccAjH8qjVCFyuGyB8rH+tSRM8kgVvu9/l6VYYRIMbskigZTVEhQ8OC3bOcUjFoV/eZkDnCgDkfWrZlR15IbI49agVljVpJFJOO3agCLad6hpnRepHTFWUaMj/WZ+vWoQ0UkQQ55YfeIyOakkCFSQFLDqT0NAEUoGQ4kcITnCmmK7PKCVYEHguMmpRJAMLMwiZeV2ihpyzMFB46ORQBPsdpAzkAAcYGBRJZmRVdRvUnvVdmfCliT68VIA4BKzsAB0BoAYyTLhQ6hBnBXjb/jTUweACxIwxWowhVCVdmOeSxxxSx3iwEp+757swGaAHZiU7WQkngZqMoqKpJVjGcrtXkCnzXMlwqohWM/3getVJI79txXOMgZj7jvQBaM0jynJ25PAAxj61OzbYT5qn0B//XUCQyoDkAZ6EnmlefZtV23+qkUAAdjySoVeny/4VNslC4KoB2K8GkG1lBHyr1OO1I9wFhAjJc9iOaAG3CER/dIA6k96jidWABaQHoBmpjlk2yE/MOc8VCYmDZhK4GevagC0m9YsttVfRhk0xVhjJeNQWPUgVG0qEqiFXc9ccgU8Fo/vuAvvQBGhnmlwqEqOoPQ/jTv3jgqI1Cjggila9twv3i57BVpPMjU79qqzj8aAGPG6nMkCSJ6A8irKtAqh13R9OCf6VEmorkJHGPcjNPYM/OCW6jIzQBA9zCJiQ4Zh2UZpVJkTmV1Y9BjFO88MGTiNlPG0AU5JlU87mbGck8UrhYdDIkKpG5DS+3U/hSTTrEvmSKVIxyaikuDgSLGqt2IFEF2LxXjuYj8hBJIoAnRQT5rEEsOAewqpdzlbiOKOQqXPI25z7VPtg83esrhehAxg0wxq0+6P5yOQzjkewNAE9ukSIOBvPPIwaqm6W6doyWyCepqWSR1ZcAkk7cqelSDFs4CjJfqGUUgIIIZj9xxCQeA/O6oXiu5ZzG8yGIHnY2DV+SH7XG2FdM9GzVGOyVJyodyB3HyjPuaYFtAIlWCCd3ZP4cZNSK8skJLRuDySoqjPZNDmXzg0Y+YqWx/+uo1mnulKQTSEY5YcY/pQIsQZkcDB68jHA+tWZVfcgjC479hUdqyumXlZcfKQRg59aFLAfIcrnuaYEMke2WTejAseWB/lUqB8Es6gY4BHWkeRbc8ON5zgNUkQEsQLAqynOfWgCC781gu1FC5wQp605JpIDsWLDt25bNWl2KpMabmA4zUDSLHKQ2Q5Gc9cUhkLSyvLiVNikH5UXJz2z6UqozRgEyIvQtjBb/61SvmWDMJWTrnsalEztEuI2wOMDgH8KAEjRAoRuGP3Tnmo0juRcspUquODnipJA72+ZFPynOFGDSko8bYV2dRgnvRYBUMkR3tj6dc0klyAu64Crk/KKqG6+by4nwF+8Au4/wCFTq8omV8gxsMHf1FAEsciww+YQAZOmF6fhUgmIjEkhAB65OKq3d8BiJYQ5bJ6kYA71ZaQtbrsSPJH/LQD/wDXQBA1xAj+Yo24P3l70xhBLnbODuOVU8YNOnEShftAXd0RkAIz9KiuIJYmDJDBKp/jZcGgCy0wK4b5CON3Y49DUQmWVSVwWHHpn8abBZTyMS7LAO8YYtkf0qWUQ2kflsFVT93B5NACwPKzqNyoO54OafcvIfkR0LZ53dcVEmyNo4xsPy7wCO/4U+QeYFd5VRM/d2f40AKxcYQTYI5O0Z4pFBDM3nhgOx4Ap6xwgOVuE3kduMVGrGSFopIBEOhKng+49aAIpneEqkZAiflnz396dbyAStiIeUqblcd+e/vSLsigVmKHJ4znP51YNrG6ZhKlwckgkfnQBG32R5DE7sWfJKkYGKr/AGRobsrDGQmMgA8VKEmmZUnLLgEkgZH51MS0ChFkDux9OooEU7ue4jjCyqAW/unP8qjtvPZUf
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" alt="Как выбрать качественный щебень для строительства дороги" title="Как выбрать качественный щебень для строительства дороги" /></p>
<p>Приобретение подходящего агрегата для покрытия автодорог требует учета нескольких важных факторов. Первостепенное значение имеет класс прочности – он должен соответствовать нагрузкам, которым будет подвергаться поверхность. Рекомендуется выбирать агрегат с маркой прочности не ниже М800 для обеспечения длительной эксплуатации и устойчивости к разрушению при тяжелых условиях эксплуатации.</p>
<p>Размер зерен также играет решающую роль. Оптимальным решением для основных слоев дорожного покрытия является использование фракции 20-40 мм. Эта величина обеспечивает наилучшую склеиваемость частиц и способствует равномерному распределению нагрузки на поверхность.</p>
<p><strong>Морозостойкость</strong> – еще один необходимый параметр. Материал должен выдерживать колебания температур, типичные для региона использования, без потери физических и эстетических свойств. Выбирать следует изделия с морозостойкостью не ниже F300, чтобы избежать трещин и разрушений от замерзания воды в порах.</p>
<p>Учитывать следует и <em>плотность агрегата</em>. Высокая плотность увеличивает несущую способность покрытия и снижает его истирание под воздействием механических нагрузок. Это критически важно для транспортных артерий с интенсивным движением. Предпочтение следует отдать агрегатам с плотностью более 2500 кг/м<sup>3</sup>.</p>
<p>Итоговый выбор должен быть основан на тщательном анализе предлагаемой продукции, проверке сертификатов качества и соблюдении вышеупомянутых параметров. Серьезный подход к выбору гарантирует долговечность и надежность дорожного полотна.</p>
<h2>Определение требований к фракции щебня в зависимости от типа дороги</h2>
<p>Подбор размеров фракций зависит от назначения и интенсивности использования дорожного покрытия. Для автомагистралей предпочтительны размеры фракций от 20 до 40 мм. Это обеспечивает долговечность покрытия при высокой нагрузке от транспортных средств. В районных и местных дорогах, где интенсивность движения ниже, использование фракций от 5 до 20 мм будет более экономичным и эффективным. Эти размеры хорошо укладываются и способствуют быстрой стабилизации покрытия.</p>
<p>Кроме того, учитывается уровень плотности и пористости фракций. Для дорог с высокой проходимостью требуются материалы с высокой плотностью, чтобы избежать быстрого разрушения под влиянием атмосферных осадков и механических воздействий. Фракции также должны обладать низким уровнем водопоглощения, что подразумевает использование гранитного или базальтового материала.</p>
<p>Удобная и безопасная эксплуатация дорожного покрытия также зависит от правильного выбора фракций для основного слоя и верхнего слоя дорожной одежды. Верхний слой требует более мелких и однородных фракций по сравнению с основным слоем, где применяются более крупные и прочные фракции для обеспечения стабильной основы.</p>
<p>Таким образом, детализированный подход к выбору размеров и типов фракций способствует созданию долговечного и надежного дорожного покрытия, соответствующего всем современным требованиям безопасности и качества.</p>
<h2>Анализ марки щебня по степени его прочности и износостойкости</h2>
<p><img decoding="async" src="data:image/jpeg;base64,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
35pDCd3Wm/b4j3o+2xnvVe8T7o+ONlfk1YJ4qoLtM9aX7Uh70mmNOKLBajdxUKyq3Q0jShetKw7jpTmom6UrNnpSEFuFrSKM5PUgmwV5q/osyBsEdqozIdh45qOylaGSt4HPM7a1kSVvucCqGqyKr4UfWnaZex+Ud3WkuGjlfJNaGZkF8t6VYt4xKcVPJFEemKltUjXpSAb9lUCo3iVQamuJAv3TxVN5t6sVOcUhlMn94fSs2+fYxq5btuaQHtWbqTHzCKxj8ZtP4EV5bjMJUd6p1Kg8w7ScVNLarHHuyTWxgOiZNozSyzxjpVVFeQhVHNLLBJF98Ux6sk+0A8Gom5qMc1Msb7c7DgUCIu9W7HByKqkHrirNgGMnHSgReGAwq8JDHhh3qqQu9QTzVkruZF9TWE/iR0UvhZpwqZYwxHWnmFs8CrltEogXjtU4Ra2MbFFIDjpSmE56VdyueKDtFAFBoQOtRmFanvJliGTxVGa8j8slW5pASvEijkiqN1dC3GUPNU5bp8E5NU2ZpTls0XHYsTX7zrhu9V1xyajkDfw0wOy9aAJiAeT2oD4Hy0wtuFIWC9KBnSkUBKl2GjGKZJCVo2VMUzU8VvuoAphCTgUPazEZANaYt1UjiraMiqBgUAc79juP7tPWxlI5WumkhKRFyo4GcVQ+3Qg44FCknsNxa3Mh7CQDOKlso5Lc7yK0WvoD1AqK4uUaI7FFD2Bblee4S45cciq+IcfdFQmTcxFOlO2PIrldSSdjq9mmrkckEbNnNOht4d4JANUWvCr4Iq9A4dciiU5xQowhJl2X7O0e0LVKSyiY8Yqaq9zM0S5AqVVmy3Sgh8NrDG4JxVmfyZQBtHFZ1tcPN1HFWs0OrNOwKlBq4r2sDjsMVH9kjB4wKJpNkZIHNZZ1J9+KcZ1JbClGnHc02tUaopLZAOKkt5fNj3VIcHrU+1mnqV7KDWhTW1Dd6lW3Cd+lVru6aKXaoptveNLKAa05ptXM+WCdjcivtsPlYBotZktQzqMluoqoKa5z8uan2snoV7KK1JpJDPIXI603aa0LWxDRAmra2SCutbHI9zCkJRM1TUGZsLW/qdtGtsxxXNxu0TkrTF0LiafITzn8qkOmyAZzSRaq6jBNEmquy4BpiK80ZgOCeaRZ8daikmaVssaI1BPNIadi6lzxnFK1wD0qpuwcAVKqqwyaYizCVY8mrawlvu81mkbBlTV/TLs79rCkBJ5EgH3actvIT92tXcu3OKiNwq8YpDKH2N89Kcto9WWuqaLg5FAWITaMFJrCvQVnIPaurL/uSxrk71y9y/HQ00Ig3YoWXBoXBbmklCg8UwEkfcKiXrSluKapOaQE0WQ9aVsw3Y61nLzzWhZOqOCwzQBNcqABlTTY3TyytbUUcM8W4rVO9jgSM4wDWUqaZqqjRiy2gZid3Wohp4HemvOVcgNxTTebT1o5Zdw5kSHTs5wetJ/Zx/vGmfbWPRqifUJENK0x80Cw1i+CA1R/ZJAOtQHUn9aT+0X9aLTFeJp2cJQfOadcRBjnOKyRqT5o/tB2PWp9m73K9okrGuMbQM80sbMhzisxLpgck1J9sYirUWiXJPcvuS/NU/wDltimrcvjvzSRNmUFhVJMltGzb/JH1pBM3mYqNJ8oAMVLEqscmrJJd9NZiB8vWpvkHUgfWqtxPGoIU5NJtIEmyrc3pSNkJ5qnZah5AdZec9zUcqs8hPrUEkJbjFZKeptyaGnZurhmXoazdQR3ucIM5NXNPVYAVJpZFHn+YO1Te0rlNXhYij0l0jEr9amEf2krHsxj2p/2uRuD0p6XGw5Ao9oJUxTpixj5Ov0qjc2UjcMDV7+0Vz0/WkOoxkjIpOTKUEZcWnsj5IJ/CtOOzZogCoH4U77dFnpk08aoinGD+dHO+ociMu8s2j4RCafb2EwhLLwa0zeoedufrTftoXoMU/aE+yMRRKl2BJWsz7NjHoKrXbedKrBeakuAWt/wpSd2mOEbJo0hrcKqqhhkVp2ky3Me5GrgzEVOTWrot69vcqhb5TW1zPlOuELdc0Mm1csaSW6SOHeWHSsO/1kuCkZpkEOs3odWjTrWVbsQPnNK8mWJbkmopXAANAbFl3UDFV95LYHSm7wcE0A7m4oGTuQq8VWaQA809z71AwB5NAhzTYHFMEgPLUny0BCelMD0drMZxQbIGtRohnr2o8j/aFAjMFooprJs4FafkqOrCk+yRv3oAySeaazMGB9K1vscK8mlNpCV70AUpdUzblDH8xGM54rCMLMxPSulfT4H6E5pq6ZEOc5qYwUdipSctzmXgZR1NT24CwNurpBawKMFMmkFnAxI2cVTRKdjjiR5hxUknzREV1S6RaZJMdOOl2mMGOsXSbdzdVUlY8/eJt3PrWnajZGAa6j+xrI8+XUi6XajACdKqdNyViYVFF3OazVO6lJygFdp/ZlsRkpxUT6TZMwJSs40WmaSrJrQ4u0lKEIRirjNium/sizRuI6f/AGVaE5KdKcqLbuKNZJWOTmYGI1iNA4kJ6V6OdMtMf6sUHSLIjJiBq4U3EidRSOO08Hy8elW9p9DXUx2FpEPkhUVMsEAH+pX8qzlQbd7mka6StY87v4XMmdhx9KjtIWEnCn8q9Ja2t2HNuhpq21sDkW6g/StVBqNjJzu7nGqrhcsp/KopN24fKfyrutsGcGJfyoENsefJX8qlUrO5Tq3VjJsVb7OucjirW01fHlqOEAFG6MdVFbWMTn9XRzAcAkVy5jfccK35V6O4hYHcgIqFILPk+SPyoA8+EMh6Ix/ClFvMTgRt+VeiLBaDkQj8qURWwORGM/SgDz9NPunOBE1THSrxMZjNd7thAyEFQzMu3KijUDiP7PuV+9E1Atp1/wCWbflXbJ5ZTMgwfpTAEI3BRj6Uagccba4Zf9U35VbsLSVJgWQge9dQjqcDaPyqQuqnBRcCjURRKHZ0rPljfeTtrbe5hJAIHNIyRydKVmMwfLbP3TTtjf3TWoYACdpzSSHykA2jJNFguVSWNseK565s5mlciNjmuoLsMAJwakkXaAWXrTEcR9lnJx5bU7+z7o/8sjXXgZbbtX61KTsOCoP0o1A4Y2c/I8pqkgsJy2DGa7AKkmcAUzo2xWXcKAOYaxuUOBEx+lSx2dz/AM8zXVDCLyMn1pkfzsxIwBTAz4kuEtsbcZFUbjTL24bjoa3wAcgkmlgDh87zt9KVgOVl8N3P98AmqbeGr3zDyMetdnIx848kipOClAHAtod9HJt25/GpTotzIu3A3V3H2UnD7gKjW1AdivJoA4o+Gr4YBC81L/wil5tzuH0rrYnDXAiVv3mehq+9rIvzGQUwOEbwrdLGDuG49qfa+Fp/NHnOFWuxK+Y2S2dvpTmtnYgg0AcneeGJ0lAgcMhpsXh262nOOK6twYjh3z6CmxAucluDRYDnYdDlbIYbfTFRp4fvPMJIAArq0dApAOSO9OVmCkk5zRYDEh0UiDLfe7VE9hPEcAfSt1J8EjbmoJ7gO+F6iiwGJLYXbpnGD2AqKTRrtEDlcg1vRzknDAg9s1NN5vljc4A7A1DgmWptHLyaXcIgZh1oXR7hxkCuiG9v9YyjHSoluFNw0ccgLDrS9mg9ozGg0SaSXazBR60XGj3EbEJ849a6LejDhSPeoX37wEZiB1p+zQKoznl0u42k7QKDplztzs4roTBNINoU7T3pz+dG0aKoKjrml7JD9qzln0e4C52c+lIuiXB2kxnmurmuEVsAdal+0FUC7QQPSn7NC52coNAuS/TFLN4enjAYfN9K6mSVpFHljDHtS28j7vLlQgnvRyIOdnLrpFySFC4ol0a5jA6En0rp5zJC+1ULjvUOGmmAGV9qXsoj9rI5z+zJwAoGZOuKedMuXixiul8gxtub7/Sl+zjeGMnHen7NB7SRhf8ACL+Zbjc5DnvVH/hHp4ZM7uh4IrrZpHAxGcp0zUTwORtjJIPc0+RE87ObubG+aMIDkCqyaDdsN7HHtXZFcKqsPmHekUqx2t8op2Fc5b+wZDHuc4PbFMTw1PNEXEgBHY11wRmY7cFRTZYwvLfL607CucW+hXAXHANC6JeBMqua7MQJIu4MNtAhVflD80WHc8+m0+9UkGFj9KuJoNw9l5uCG/umuzeFd2dtPc4cKUyposI4SPQrxuqbfrVlPDtyeN4Fds6RsoUgimQx4chVBOKLDuaBe3Jxu7Uge2/vGoQEL/cxx6UeUA3CjBosInzbZyTmnq8JPy81UKonyhc09FA5xhvSiwEzPF1xThJEw4Iqpl3fDLx3xUUsez/VqSaVgL4dM4wCfagyIO2KqxLsUNuwe9JLNk5GT+FOwFoSx55HWngx+lVY2UfeXNNMhJJwcCiwFssgPFBkQdar7yTnH50NIxUZSgCz5idMUb4z2qo0+3kIT+FMS62IxZG/KgC62wDGetRnYOuRVdZt67tp9s0/zmOFPU+1AE6rGw705lReM1AGK8fw01XdpAFXmgCdShHANMd1XPBpSdnGRUTMzDAXrQAvmxe/FO81FTdg4o8nKcqKaqjG11oAeJwThVJzTyVAyeKrBWiYkvgGn7twz1oAXzIvMp4eLu2Kr+W27IXj1pqp5mVxzQBcLJnOc0wOGbA59KrlGVuuQB2pUyjHd07UATBtp5HFDOFB+Wo3JjYEDOaHlY5AAA96BD/MIjOPwpu5sZHWq6XCs23BNTfeOVyPUUDGM7bSA3NJEZNnrUqx8nIx7GleNQv3iOegpgMyW7YNNkeQL5aLyanEJUZ5NMdiWATjsaAEAYIAygGqzRzeZy+FPapHfJVeWOeMVMsRbh+D3oEUprRmxsbA9afbh0jG9jkHmrIcFtisPl7etP8A3YHzLyaAGFlQDLVUvLd5WVon46nNWm/eRlY1H40JGwGNnagCvGspKiQcCiXzJUKn5VqxNE3l5zhs01E4z1NAyELtiIAJI/Wq6CVGbdnaf0rTh3E9MCnPFG0bcUCMWR1iXcjM2fSo0gQ3XzSkMRmtZYgUDBAMdaYIFLl1iBDdTQBF5WGX97lVqYy20a5ZwD9aSWxRgWAIB7ZqGPTIdoaRSSPegCYur/NAw6dKYskhbBGMVKttEpDKKkaBHAySAKAK08ka4848npipEaMKAwwexoW3LTZKggdM1Ku3aVCA49aAK/2hI5Ap5pWcswaMcGpEsoXO4jLGnSWykFQ+0igCuIwJjKFAY+lSSYYhWbnvTY7LD+YHLZprWDMzMZDuPT2oGKC0RKou7Pp2oCXOMk4FIbeaOMmGQGXpzS5aK3U3T5bvigRXmk2SHzMs2OBTlUSQqXOwnsKuxwJcDeGU46GnuI4k2BBn1xQBQhFpGxV3Yc/nVgxMq4U7lP8AKnT2zELt2j8KDJIECDg0DI2TYu4DAFNtXi3sGjyx7+tSSGXyCrYbPU1XiEhBLLwvTAoEWZ4lK5Zdu3njrVOO7Wb5TCSQcAmpxJLL8xJAB596mYMpGxFKjnmgZXaDYyhuM9DT3tIYQZVjDOfSp5oTKoaRcAelV7ZtzlYw+B60APUy+QDMiqvtSFiuEjG7NJMkhk+dm29cDtTlikxiPIHcmgCXeAvDYPemvGHIOM0sQRAzMCx7CoIzcSzs+xSvbnFAEi5QjMYJPTNTPGW2eWFyT8xNVy5E6pLx34onSMnzVlY4GNtAE86GMgrsqt5zqu5U3yE/gKc8XmQh2kK1CXZUVIwWx1I70AWvtxe4EDKA+Owom8pMn7r/AN6oYVDMNwKsO5p07gKy7c/XvQBJ9nMtuWkkOWHBFMtbWOGLZI7Nk8Z60203OmHYqv6CoppGF0FWXj3FIC2YcS8/LEBSiaIfKM89KEcSOPNGcDjFV7lAH3q2M9qYFuUFgBgZPeqpZNxRjuZKItxIG7A/lUbIiuXUMzE45oAkiuC4KxptYHk0krMVKyjdx1HekgcZwGUc4xUiyCQMingcHIpAVppUhiBXI9FPeoRczkg+Tn1q9LAJkwqbtlQpI0s5h8hgoHLdqYElvdG4U/IPlp0c+d25duO9IlqkEjeXkKeSKZKgCHcd2OcCkA4yLLMBG25R1NPW22yFklJyORVa0uYzmFI/KGOWNW9NjV1YmfPPegC0qSsMEAHAphD7ipOMU8y85yxb0oDEkkjH1FMBjOAnI+b6UKZD8+Rt704AYPXP0qU7BHn9BQA1SXGVFOMbEZJXFJEwCnatDEDPTH1oARVwDkg1CbiMSbV5/CnhOAw4B9DTxGTHnHFACeZ84B4/CmGU7j90enFSK/Pl7SCe7UkyY6jP0oAVGZk5x9RTfOYfLlT6UomKDCJwfUU2Rzlcr+QoADJI2AAhPpTstyXjAxVcoglMkcZDHqc07MjYI5x2oAeZWIxtFNUzbc4XPanv9wl4yT6A0isRFlFwB2PWgCONrjcGlZSPTFSNKynOABS71CZKHntTd7BMhMkUAODbyfl6UrBgAT3qNZmJCuhUEcnFWFTf8wGQPWgBoLLwTnPSoy7LkOp61PtGMjk0wyYO0jk0AVWudpbzLd9g706K4WRWKxlV7Z71O8hx9w4Pc0iLvJB4A6CkBFHPiPMinJ9KdDKkhLLGyn3pSdynAxjuaesYYcH5vSgBNwByBzVc3CtKylD8venv/rlUxsR69qe8aI2Spy3SgA3oAN3Q1KrWzAcA1VjzOXUqFIqB1eKbbhh6bRnNAGkFtz91QMUm6MN8p+YVQWORgWZ9rZ6VLCskJYtHlT0PegCdysj/ADDI9qeY1KhSv61RWb96cjZubFWZVmQb4nDJigB2drAFuaXCMx2cN3NUoZnvWJ8soUOMnirLHyk3H5mPpTAHKxnI6+lOSWOTrwapyySZLzLtX+EDrSo6QKrned3TigRNIIxyBhu5pheCMYJ5PXNRzyI6qzHkGporZJlLO5OOlIZMiY5jwRT9u0ZZiO2KhjHlt94/U0ry4YMCD6bugpiGyOElCs456A0kalpc5yD2FIWIcyOUZh271FFPL5rNJyv8IXigC5swCA+PakZU4QyZJ9KZhTCZMMp96bAAxDAZJ746UDHSIC4AY474pHhMgKLlVHep7O3jO9hKWbPp0pH89TsRAAT940CIVtHUZEhP41MqMRs3Ak9aqXEcsRLqpOO+cCrcCuw3nK4HNAEBidZSGkG3pSx2wX5o5iwoeCMyM7SEqBkmqsFzE5ZISQFPQd6ALSQkSMzMwz0qTydxHJ45piSs6NuwmPWiVwVDJ1HX3oAaWAYKGxz2qQiIAFuT3qPySqCRtilhxSLb7wpLtnuoPFAE6NGy5UhQPXinJuOSuCKzLxHaPy0i3sOmR1qtFJqariO1A9MngUAbDANN0C460vloW5wR+dZLWl/MoN5dwxjqdi8/nVq1gZJBJBcpNGOvqKAL+EiOUAC98UjIkp96jM6fMzMB/KooLlZiVjUDBxkng0DLm0kEZDAehpWVCQWAyKpJCrSMVLrt+9zxUi3CZIVS3Ye9AFgpG3OKAmwMePbNVzPL5rr5YES9Wz1pzuRIjBAyH36UASbMncwXHeiNoy7BSM+hFJcFgnygAH15qvHcJuG/7yn0oAtlA6nn8KZEqoSBlcdqalwZM7GTPpTTNGkyo5LF/QUgGPb4kMhnbk9D0qZ3WSPZu68cVHJbW8rO5STB65NCuiJtVflX0PNADhA0ZwD9M03coypUj+tTLP523Hltg9+tMuGiJAl25HTFADYIlkG5unalnihAxjB7ECiJyPkDY9iKkxIwy4VeOMUAVJFMeAcFOvNNheKcNsbaVPTFWd6xbt4DZ9egpqSq0e0AFvpQAzaDNtcfLjO7FDiL7MxTa3PBI6UiMVlK7mCk1OVQKUKFiOcUARwxSNBhWXb2GKgFquMP9/PFWpJv9HG2M5Pp1FKGIiXfl2HdutABDbqke4ngdc1FJbI7hmbKjoKR/NmQZ3KO4FLCdowSQo74oAUR7UI4KmmGxZhuiYt7HtUyGKIHbyCc4NOd3ZcIFHtmmBWWz8nJACse5oS1LZ/fKB3x3qRnmAO9FcjoAeSKXyIhFuC7SeSppARW6x2bMCS5PvSBImZmEjJ6LTQzGbHk7R/eAzkVYa3jR/NHOB0pgVkt4biQqlw4xz9abLaRlGTzWY+g6irUUJZ942gHkYpRE0MmQARnknvSApfZIMxrvOQeeetTrAsTsqk7fakke3FyUKqzdTjtVmORM/u0GccgnFACGQA52ksop8
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
WqwRKgYkAd/XFRWYafUXaRySgIFFFS9xofebiy4cirdnG08XmO5Lc9PaiiqETJGrKMADA471TljUTD5RnrnFFFIBxt42iLsudvQUzTpZZrhlLKI1UkLtoooAR5Jp5mBk2gdgtTOhgjKh2bb60UUAYfmtcX+18bd2ABxitMwGZIlL8Akc85oopoCvqWmxCARvhkYZPGDk+npXPalo62BiKTFxJzgr0/xoooAqxztE7AcqvY9Kde3JmjRduBnPXNFFIAQAp0wVHPvWhaStsWQcAcbaKKGB0do6NwsSox6leKjuGkDgmQnNFFMZ//Z" alt="Анализ марки щебня по степени его прочности и износостойкости"></p>
<p>При выборе материала для основания трассы особое внимание следует уделить прочностным характеристикам подобранной марки. Прочность определяется по марке щебня и должна соответствовать типу нагрузок, которым будет подвергаться трасса.</p>
<ul>
<li><strong>Сорта М800-M1200</strong> &#8212; рекомендуются для дорог с высокой интенсивностью движения и тяжеловесным транспортом.</li>
<li><strong>Сорта М600-M800</strong> &#8212; оптимальный выбор для автомобильных дорог общего пользования с умеренной нагрузкой.</li>
<li><strong>М300-М600</strong> &#8212; используются для подъездных путей, велосипедных дорожек или парковочных зон.</li>
</ul>
<p>Износостойкость материала зависит от его способности сопротивляться истиранию под воздействием механических нагрузок. Стандартный показатель износостойкости щебня – это его отношение к абразивному износу по методу Лос-Анджелеса (LA). Чем ниже показатель LA, тем выше устойчивость к истиранию:</p>
<ul>
<li><strong>LA до 20</strong> &#8212; высокая износостойкость, рекомендуется для основания трасс с интенсивным движением;</li>
<li><strong>LA 20-35</strong> &#8212; средняя степень износостойкости, подходит для дорог средней интенсивности;</li>
<li><strong>LA более 35</strong> &#8212; низкая износостойкость, возможно использование для дорог с низкой интенсивностью движения или временных дорог.</li>
</ul>
<p>Выбор марки подразумевает не только соответствие требованиям прочности и износостойкости, но и адекватное соотношение цены и качества. Различные марки также оцениваются на предмет их стойкости к воздействию влаги и мороза, что важно для регионов с переменными климатическими условиями.</p>
<h2>Выбор источника поставки щебня: карьеры и заводы-производители</h2>
<p><img decoding="async" src="data:image/jpeg;base64,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" alt="Выбор источника поставки щебня: карьеры и заводы-производители"></p>
<p>Определение происхождения сыпучих материалов начинается с анализа месторасположения карьеров и заводов. При рассмотрении поставщика рекомендуется учитывать географическую близость и логистические возможности для снижения транспортных издержек. Проверка лицензирования объекта и наличия всех необходимых сертификатов качества обеспечит законность и надежность приобретаемой продукции.</p>
<p>Важно оценивать потенциального поставщика по ряду технических параметров, включая:</p>
<ul>
<li>Марку стойкости – более высокие показатели говорят о меньшем износе под воздействием механических нагрузок.</li>
<li>Плотность – показатель, влияющий на прочность и устойчивость основания.</li>
<li>Зерновой состав – важен для обеспечения равномерного распределения нагрузки.</li>
<li>Прочность на мороз – чем выше этот показатель, тем надежнее материал в условиях низких температур.</li>
</ul>
<p>Эти параметры напрямую влияют на долговечность и надежность покрытий.</p>
<p>Проверка на соблюдение экологических норм и стандартов также играет критическую роль. Экологически чистое производство убережет заказчика от правовых проблем и способствует сохранению окружающей среды.</p>
<p>Перед принятием окончательного решения рекомендуется запросить образцы материалов для лабораторных испытаний. Оценка фактических характеристик поставляемых агрегатов поможет избежать ошибок в выборе и подтвердить соответствие требуемым стандартам. Своевременное и качественное обслуживание, наличие положительных отзывов и рекомендаций от других заказчиков усиливает доверие к поставщику.</p>
<p>Создание долгосрочных партнерских отношений с поставщиками, способными предложить выгодные условия и постоянное снабжение, позволит обеспечить непрерывность работ и улучшение качества закладываемых материалов.</p>
<h2>Проверка сертификатов качества и соответствия ГОСТам</h2>
<p>Перед приобретением материала необходимо удостовериться в наличии всех необходимых документов, подтверждающих его соответствие государственным стандартам. Сертификаты качества и декларации о соответствии – обязательные документы для данного продукта. Запросите эти документы у поставщика и проверьте, что они содержат полную информацию о производителе, дате производства и серии материала.</p>
<p>Помимо стандартных документов, убедитесь, что сертификаты включают результаты испытаний, которые подтверждают прочность, морозостойкость и другие важные показатели качества сырья. Эти значения должны соответствовать классу продукции, необходимому для использования в условиях вашего проекта. Особое внимание стоит уделить параметрам, таким как размеры фракций и их распределение, так как они влияют на устойчивость и долговечность покрытия.</p>
<p>Проверка соответствия ГОСТ Р 52129-2003 и ГОСТ 8267-93, которые регламентируют качество агрегатов, находится в первостепенной важности. Обращение к специалистам для независимой оценки сертификатов и результатов тестов может помочь в избежании приобретения некачественного материала. Рекомендуется провести дополнительные лабораторные испытания образцов сырья, если возникают сомнения в предоставленных данных или в их достаточности.</p>
<p>Уверенность в качестве используемого сырья с помощью тщательной проверки документации приведет к успешному выполнению проекта с долгосрочной перспективой эксплуатации вновь созданного покрытия. Непоколебимое следование этим рекомендациям обеспечит соответствие готовой продукции заданным техническим требованиям.</p>
<h2>Сравнение стоимости щебня при выборе поставщика</h2>
<p>Стоимость материала варьируется в зависимости от многих факторов, включая местоположение карьера, тип материала и объем заказа. Ниже приведены примеры цен на разные виды щебня и условия поставки от различных поставщиков:</p>
<table>
<tr>
<th>Тип щебня</th>
<th>Средняя цена за тонну</th>
<th>Минимальный заказ (тонн)</th>
<th>Условия доставки</th>
</tr>
<tr>
<td>Щебень гранитный</td>
<td>1500 ₸</td>
<td>20</td>
<td>Включена в стоимость в пределах 50 км</td>
</tr>
<tr>
<td>Щебень известняковый</td>
<td>1200 ₸</td>
<td>30</td>
<td>Включена в стоимость в пределах 30 км</td>
</tr>
<tr>
<td>Щебень гравийный</td>
<td>900 ₸</td>
<td>50</td>
<td>Не включена, оплата отдельно</td>
</tr>
</table>
<p>Рекомендуется также учесть различия в условиях оплаты и возможности постоплаты, которые могут существенно влиять на конечную стоимость при крупных заказах. Оценивание всех предложений даст возможность принять экономически обоснованное решение и обеспечить стабильность работ по проекту.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://aktaustroi.kz/kak-vibrat-kachestvennij-sheben-dlya-stroitelstva-dorogi/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Влияние погодных условий на выбор материалов для дорожного покрытия</title>
		<link>https://aktaustroi.kz/vliyanie-pogodnix-uslovij-na-vibor-materialov-dlya-dorozhnogo-pokritiya/</link>
					<comments>https://aktaustroi.kz/vliyanie-pogodnix-uslovij-na-vibor-materialov-dlya-dorozhnogo-pokritiya/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:15:47 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/vliyanie-pogodnix-uslovij-na-vibor-materialov-dlya-dorozhnogo-pokritiya/</guid>

					<description><![CDATA[Тщательный подбор компонентов дорожного строения зависит от специфических климатических характеристик региона. В местностях с высокой влажностью и частыми осадками применение пористого асфальта способствует уменьшению количества луж на дорогах, обеспечивая лучшее сцепление шин автомобиля с трассой. В областях с экстремально низкими температурами в зимний период рекомендуется использование асфальтобетонных смесей с добавлением полимерных модификаторов. Эти добавки значительно[...]]]></description>
										<content:encoded><![CDATA[<p>Тщательный подбор компонентов дорожного строения зависит от специфических климатических характеристик региона. В местностях с высокой влажностью и частыми осадками применение пористого асфальта способствует уменьшению количества луж на дорогах, обеспечивая лучшее сцепление шин автомобиля с трассой.</p>
<p>В областях с экстремально низкими температурами в зимний период рекомендуется использование асфальтобетонных смесей с добавлением полимерных модификаторов. Эти добавки значительно повышают устойчивость покрытия к трещинообразованию под воздействием морозов. Они также улучшают долговечность дорожной ткани, снижая степень её износа от реагентов для обработки трасс зимой.</p>
<p>Для районов с высокой солнечной активностью и жарким климатом превосходно подходят асфальтовые смеси со специальными отражающими свойствами. Такое покрытие не только снижает нагрев дорожной поверхности и окружающего воздуха, но и замедляет процесс старения асфальта под воздействием УФ-лучей.</p>
<h2>Выбор материалов для строительства дорог в холодных климатических условиях</h2>
<p>Применение асфальтобетона с добавками полимеров улучшает устойчивость к трещинообразованию и сдвиговым деформациям на холоде. Эти добавки повышают эластичность смеси и увеличивают срок службы дорожных покрытий в регионах с низкими температурами.</p>
<ul>
<li>Использование шлакового или гранитного щебня в основании дороги обеспечивает повышенную прочность и морозоустойчивость.</li>
<li>Бетонные плиты с армированием предотвращают образование колдобин и трещин при температурных колебаниях.</li>
<li>Применение геотекстиля и георешёток делает основание более стабильным, защищает от воздействия влаги и предотвращает разрушение от замерзания и оттаивания почвы.</li>
</ul>
<p>Выбор более толстой основы из щебня способствует лучшей адаптации к замерзающим землям, уменьшая деформации из-за морозного пучения.</p>
<ul>
<li>Для маркировки важно использовать краски, способные выдерживать холодные температуры и обеспечивающие долговечность четкости линий на асфальтобетоне.</li>
<li>Системы дренажа должны быть предусмотрены таким образом, чтобы минимизировать замерзание воды, что предотвратит разрушение асфальта под действием экспансии льда.</li>
</ul>
<p>Применение высокотехнологичных битумных эмульсий способствует увеличению сцепления асфальта с дорожной основой, что критически важно при низких температурах.</p>
<ul>
<li>Специфичные компаунды для зимних условий оптимизируют характеристики смеси, делая ее более устойчивой к замораживанию и оттаиванию.</li>
</ul>
<p>Таким образом, строительство дорог в холодной местности требует тщательного анализа и подбора компонентов, способных выдерживать экстремальные температурные нагрузки без потери своих эксплуатационных качеств.</p>
<h2>Особенности применения асфальтобетона в регионах с высокой температурой окружающей среды</h2>
<p>Асфальтобетон должен быть устойчивым к деформации при высоких температурных режимах. Использование смесей с модифицированными битумами снижает риск образования колейности на дороге. Полимерные добавки, включая стирол-бутадиен-стирол (СБС) и этилен-винилацетат (ЭВА), улучшают характеристики битума, повышая его термостойкость и вязкость.</p>
<p>Оптимальное содержание битума в смесях для использования в зоне высоких температур варьируется в пределах 4-6% от массы всей смеси. Это обеспечивает достаточную плотность дорожной структуры при сохранении необходимой упругости и водонепроницаемости асфальта.</p>
<table>
<tr>
<th>Тип добавки</th>
<th>Процент добавки от массы битума</th>
<th>Прирост устойчивости к температуре, %</th>
</tr>
<tr>
<td>СБС</td>
<td>3-5%</td>
<td>20%</td>
</tr>
<tr>
<td>ЭВА</td>
<td>2-4%</td>
<td>15%</td>
</tr>
</table>
<p>Асфальтоукладочные работы в горячем климате требуют особой подготовки и контроля. Рекомендуется проводить укладку в более прохладное время суток, чтобы избежать преждевременного остывания и потери пластичности асфальтобетона. Контроль температуры укладываемого асфальта и его компактности должен осуществляться с особой тщательностью.</p>
<p>Также важно обеспечить качественную предварительную подготовку основания: оно должно быть тщательно очищено от пыли и грязи, что предотвратит понижение адгезии асфальтобетона к основанию при высоких температурах.</p>
<p>Применение геосинтетических материалов повышает износостойкость асфальтобетона, предотвращая его деформацию и растрескивание под воздействием высоких температур. В качестве армирующего слоя обычно используются геосетки и геотекстиль, которые равномерно распределяют нагрузку и улучшают связь слоёв дорожной одежды.</p>
<h2>Влияние частых дождей на долговечность и подбор материалов для дорог</h2>
<p>Частые осадки усиливают эрозию асфальта, что сокращает срок его службы. Рекомендуется использовать гидрофобные добавки, которые повышают водоотталкивающие свойства покрытия и уменьшают проникновение влаги в структуру дороги. Эти добавки помогают предотвратить разрушение асфальта под действием воды.</p>
<p>Для районов с высокой влажностью предпочтительнее применять высокопроницаемые материалы, такие как пористый асфальт. Он способствует лучшему дренажу, поскольку вода быстро проходит сквозь него, что предотвращает образование излишков влаги и снижает вероятность образования трещин и колеи.</p>
<p>Кроме того, в случаях когда дожди сопровождаются резкими перепадами температур, целесообразно использовать модифицированный пластамир-эластомером асфальт. Такой асфальт обеспечивает улучшенную гибкость, что необходимо для сопротивления трещинообразованию при температурных колебаниях.</p>
<p>Правильный выбор основания также играет ключевую роль в долговечности дорожного покрытия. Стабилизированные грунтовые основания или основания из щебеночно-песчаной смеси обеспечивают дополнительную стабильность и уменьшают риск размыва при сильных дождях.</p>
<p>Для увеличения срока службы дорог, строительству предшествует геологическая оценка территории на предмет водостойкости грунтов. В регионах с высоким риском затопления рекомендуется проведение мероприятий по отводу воды, включая устройство водоотводных каналов и подземных дренажей.</p>
<p>Также применение геотекстиля под слоем асфальта может стать дополнительной мерой против размыва асфальта влагой. Геотекстиль способствует разделению слоев и усиливает стабильность конструкции дорожной одежды.</p>
<h2>Применение модифицированных битумных связующих в условиях резких температурных колебаний</h2>
<p>Применение модифицированных битумов значительно повышает стойкость асфальтобетона к температурным колебаниям. Эти связующие содержат добавки, улучшающие пластичность и устойчивость к трещинообразованию при низких температурах, а также сопротивление квазимоментальному образованию колей при высоких температурах. Особое внимание заслуживают полимерные модификаторы, такие как СБС (стирол-бутадиен-стирол) или ЭВА (этилен-винилацетат), которые делают асфальтовое покрытие более эластичным и устойчивым к деформациям.</p>
<p>Использование технологии реактивного битума, обогащённого кислородсодержащими полимерами, способствует увеличению срока службы асфальтового покрытия до 25% по сравнению с классическими битумами. Эти связующие значительно облегчают ведение работ в регионах с частыми и резкими изменениями температур, обеспечивая долговечность и сохранность дорожного покрытия.</p>
<p>Результаты многочисленных исследований подтверждают, что модифицированные битумы способны выдерживать экстремальные температурные нагрузки, сохраняя свои первоначальные физические и эксплуатационные характеристики даже при температурных амплитудах от -40 до +60 градусов Цельсия.</p>
<p>Прежде чем выбрать тот или иной вид модифицированного битума, рекомендуется провести анализ местных атмосферных природных особенностей, а также ожидаемых нагрузок на дорожное покрытие. Только после этого можно точно определить, какие добавки и в каком количестве будут максимально функциональны для конкретного случая.</p>
<h2>Технологии строительства дорожного покрытия во влажных тропических климатах</h2>
<p>Рекомендуется использование асфальтобетона с модифицированными полимерами для укладки дорожного настила в тропических регионах с высокой влажностью. Эти добавки повышают устойчивость к растрескиванию и колейности, вызываемым высокими температурами и влажной атмосферой.</p>
<ul>
<li>Применение высокомарочного цемента в бетонных работах способствует повышению долговечности трассы. Особо важно это для мостов и других крупных инженерных сооружений.</li>
<li>Обеспечение отличного дренажа – критично для предотвращения повреждений от стоячей воды. Рекомендуется выбор системы с линейными дренажами или высокопроизводительным грунтом.</li>
<li>Использование геотекстилей и геосеток поможет стабилизировать основание под асфальт, защищая его от вымывания и деформации под воздействием воды.</li>
<li>Укрепление основания дорог сборными бетонными плитами обеспечивает дополнительную стабильность и уменьшает деформацию настила под воздействием тяжёлых грузов.</li>
</ul>
<p>В период возведения участков дорожной сети важно проводить постоянный контроль качества всех используемых компонентов и соблюдать технологию строительства. Учитывание местных особенностей климата при проектировании и строительстве позволяет достичь максимальной долговечности и функциональности дорожных настилов.</p>
<h2>Значение дренажных систем в проектировании дорог для обеспечения их долгосрочной службы</h2>
<p>Адаптация систем отвода воды под конкретные климатические особенности территории способствует минимизации затрат на обслуживание дорог. Проектирование дренажа должно учитывать такие факторы, как интенсивность осадков и тип почвы. Применение глубоких и широких канав с укрепленными стенками может быть рекомендовано для районов с высоким уровнем осадков. Такие дренажные решения, как установка штормовых водоотводов и песочных ловушек, эффективно снижают риск засорения сети стоков.</p>
<p>Регулярное обследование дренажных системы и их своевременный ремонт позволяют избежать масштабных повреждений дорожной инфраструктуры. Комплексная проверка состояния труб, решеток и колодцев, а также очистка их от мусора и листвы, должна проводиться не реже одного раза в год. При обнаружении трещин, проседаний или других повреждений необходима незамедлительная их санация.</p>
<p>Инновационные решения, такие как применение пермеабельных материалов для поверхностей с высокой проницаемостью, улучшают функционирование дренажных систем за счет увеличения скорости пропускания воды в грунт и минимизации стекания на поверхности. Такой подход не только улучшает эксплуатационные качества дорог, но и способствует защите окружающей среды.</p>
<h2>Использование геосинтетиков для укрепления дорожной одежды в условиях переменчивой погоды</h2>
<p>Применение геосинтетиков значительно повышает устойчивость и долговечность асфальтобетонных конструкций при частых изменениях погоды. Эти материалы предотвращают деформацию и разрушение основания трассы под воздействием осадков и температурных перепадов.</p>
<p>Георешетки, входящие в категорию геосинтетиков, укрепляют слои асфальта, распределяя нагрузки от транспортных средств равномерно, что препятствует образованию колейности и трещин. При этом они способствуют лучшей адгезии асфальтового слоя, продлевая срок его службы на 25-30% даже в регионах с суровыми климатическими условиями.</p>
<p>Также выделяют геотекстили, которые используются для фильтрации и дренажа. Они обеспечивают отвод воды из подстилающих слоев, что чрезвычайно важно в местах с высокой влажностью или подверженных затоплению. Это снижает риск размыва подстилающих слоев и защищает основание трассы от водной эрозии.</p>
<p>Инновационный подход к строительству дорог с использованием геосинтетиков не только увеличивает прочность дорожной ткани, но и минимизирует затраты на её обслуживание. Подобные технологии делают строительство трасс более предсказуемым и экономически оправданным, обеспечивая надёжность во времени и устойчивость к часто меняющимся климатическим особенностям.</p>
<p>Проектирование трасс с применением геосинтетических материалов требует тщательного выбора типа продукта и расчёта его количества в соответствии с трафиком и спецификацией проекта. При грамотном подходе геосинтетики становятся залогом долгосрочности и надежности дорожной инфраструктуры.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://aktaustroi.kz/vliyanie-pogodnix-uslovij-na-vibor-materialov-dlya-dorozhnogo-pokritiya/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Что такое литой асфальт и где он применяется</title>
		<link>https://aktaustroi.kz/chto-takoe-litoj-asfalt-i-gde-on-primenyaetsya/</link>
					<comments>https://aktaustroi.kz/chto-takoe-litoj-asfalt-i-gde-on-primenyaetsya/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:15:46 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/chto-takoe-litoj-asfalt-i-gde-on-primenyaetsya/</guid>

					<description><![CDATA[Отливаемое покрытие – это тип дорожного покрытия, создаваемый путем смешивания минеральных агрегатов с битумом при высокой температуре, что делает его идеально подходящим для условий с интенсивной эксплуатацией. Благодаря своим свойствам этот материал широко используется в дорожном строительстве, особенно в создании посадочных полос авиационных комплексов и местах с высокой транспортной нагрузкой. Одной из ключевых характеристик этого[...]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,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
crFEQ5JNZYMidA2alAd8MVOfehCaIrhmmbNV3j3jZnFXY0lEvzL8h61YeKEHPBNOwXM8Iyrt3UhtyvO6rf2f5snGO1RPbOzfK/FPQVyARFH3Kxx6Vdt4pS0Z5xn1qNLUoBlgT71bDMIhgjK+lPQRomLhTn7tPklwox1rNE0hH3j+NDys/RsYpXRNia4vsBkPDDoKz3kMy/OcYpzwK7l2ck0xoAMbQzfjRcqxGYxtB39aztTUuw29hWysCEfMD9KydVcK5XBX3HeqhuKWxiEsjdAfrTTNk/NGcexp7nJPzfpUe3A6/pW9jK5JHdBeEhH1rW03U/s5bEbBW681hBWDdasIJsfKp4pOIJnbWVxbzruaRcnsatLNGjYGMVxMMdzwRIqr196eL54+Hdt3vWXL2LOsupUfhR+NPhZIkBx+Ncvb3l03zxsZF9O1btvI0kCM2AT2qG7FJFqe5DoQByapXkoksJI5YwRjgkdDUxI71U1LDWxXdjdSvcdrHMXLyp8ibADVONJo5N3mLz/eHFakkMROCAT7U8WWACMgehrWxBViW4ccTQj6Cpo1uVP3i/wCIxUwsueMVIkJT+E/lSGXI2e4QBiQ3oTU6WB+8SKqRyiPqDn6VOmoIg4DE+wqbDuWvs3y47UiWqgnawqv/AGovdCPqMUfbY5fk3bSfSpsyrlk+TG2GcbvSnLJEe+azzJhuYV3DoRS+Y+3P6YosHMWZSOqCkLlcblAz71UN6R/AQScYIppeRn2sCAe9OwrmgXiHUkH2oGCvDlh71VDbF5JAPtVaUXTN8khKH0GKVgLc6vCu6P8AeMf4c1Jb3eRiWDDe1Zkdpdlt2cBemDV9Fm2jcvy+uO9Fh3Lxe3AHTJ9abPcRxRbhjPoKg8hJCGY/N70vlq+FDKAOue9ICiNd/fALCSp9BTxqskz8wsi1ca3QngjJ9qPssaowIOT6iq0FqU1vbl5GAUKB79an+2TyrtKFT60SwwwwZdSQOiio0mQr+6iYe1CAkS4ugMNswKeGaRQzYyR2pIw7tnauPTNSHAwCMewpiCBghyelTfaolPzVDGuxWMqqF92px8p0VgsePWk1cEyzFd/3XH0NTreKw+Y7T9aooYjyVXB7rTTHCjhklYL6EbqVh3NaO4YDhsin/uZx86jd6jg1mJGZFO1wVx0AwaTypwPnZh7bqizRV0y49i2D9nkDezVTnFxGNrrtPrimw3wg+WS6TI7Owq0mtWgXa86Hj60rjsZrmROWdj9BTBJKjfxk+pq1Lq+k8/vm3eiKaoy6tCWxD5rD1KVVwsxDC0km9o3LN3xT1tjyBGMd9wqmdXnjdvlLA9mGMU9tTumxiKNVPq1LmQ+Rlk2CgH5gD6KKEtEZfmQ5qlJqMwYbnQHH8I/+tSNey/xSnJ9M/wD1ql1IopU5FqfToZGGwuPXnigWcURAQqvHVqpmdtuWkc/gKhMvO758fUf0FT7VFeyZrQRxpx54b6tUclxAGYNKgx6GssvliXIOOxycU2RgMcqqH04qXUGqRom8tFXhi7Z6jrWfe6lDFHgws6HnB45pMtzmRvoDWTqLg5BbiiE23YJU0ka+lE3tvLNFEIgDt3A9an/sxnUO+Cx+9k0/QtkWlQIGXL5bk+prTAfrt/DFdDRz3MqPSNvzqStSmzLqokycdDWjhscMN3qBTJF/d/PzjoaAK4gEY4yzUVJ+5Z9mJAR6UUrDuaIALevNKVA7cVB9o3KMYye1Akc8pHz3zVWJuWEV85O3b6ClGTx6dqi3djz9Kf8ANjPBHqDTsK45Qw60uAR1Az60zLMvbr0oABzux+dKwXADaMZGKQDB68/WlxuB4X86VEJHPHsxFFh3EJA+82KdwRx/OmSiMY34J7Zp23PQU+UVxScDtUShxncwb2xTh/tIwP8AOlIUMCVYGnYLgOADilyfSmsdo7mlXYclc8+tKwXF35PGM1SurJZ23SE89qtkFQfu/hTHLhdzAn2Aqkn0EyiNKhToOfeoxo8Bk5LZ960gRn/WHIHQdaGUZ+ViWPen7wtCkdLg5+TOfWq09u7kLDgKOtachVUyXdvoKRGhjYMExxRqPQxn0+5abBYACnvpBlbez81rSXEan5iPfkU7zYzFlFQr/vZxRzMLIo2unGHptC+gapTbFWXLPgdg1WEeRmZXQIo7j0pr3UG/C4jx3NTuMSMsFPXOac8bSIVYNz6U8T2+SA4x3weRSebbbFkSVmQH3alaw7lEafsO9sipBZKVwSQPrRJqcSTYVGUD5ue4qQavF9xlbGM7gtN8wlYeLWNxxGMY/hFJ/ZyFMOjAfWo0vEk3SK4IHYf4VJJqzRuqKgYH8KVmGgkkXkQ/IrkDpuzSQmB40y3lORuZc1Tl1O5QHMLgZ6k9KX7Sjx7zyepLUWYXRoPbw7TuAYD1pqNakgRGJm/ug8/lVX7eXKRFsKwz93jHpmnC8hNwA8Sq443jk4o1AvrFF0dcD61EyRI/RynrmmvJvJUZA9SOtZ1xcMjFIiQ3YZ4oSGzQ8qBvmZGYjvmnAwoMCNQvc5zWMbqfzhI527OMdKguriVgdzgDHUU7CubsSWzykCQlh/CTUkpSPcCM+hrmJL67twoXawxywHNOg1eVQPMbaPYUuVjudEL6MLtULtP3vWnJcJj5nBHoazoTDfYfZtb1I60GxDSZMmW6ZFKwGoDvxIrBVPY0S3SQr8+w4GeOtUhboqBAjkD3yAfWiSEPH+92lh/EBjNFgEk1208xDCu5/epUvlny5YHHZT0rNl0+NJcomPxp32fauDCxX8KqyEaUd1BIShfLdytKZ1jIGAR7is5LaVVyg6HgVajSPCl2Of7o5IoAsfa42+VDgetQzXGzMQ3MG/z1p2YwP3XQdqacP1wPxoAzpfOkO3zDjtz0qsLia1faQzPnsdwH1rVltUdid3B64qD+zU3E+awJ7dapCJPtpjtRMz5zwiAdWqI6u8Me6bYZG6RL/U0sltgcRkr37k05LKEFdsZy38W04oVgKd7qM1xJFFbytGH5bacHHpUYh3n5t5x3LZonTZq0iDA8tQPlXHNOklVcZODXPVm07I6aUFa7FWJT0Hf1pWjVCDxk9qie4TGcmqzXQLA5OB79ay95mnuouF1Un58Y7CkWXjJkJPoTVB7pQMhByepqF7sndtxg8UezbHzo0BMoZnZsjsKJLvMfXYfesN7uXzGKvgY24xUMlw7cFyRVqiZusa/21VZuhPbNPS9Qqpb6msHec5pTKccVToon2x0K30Ug4YH8abLdImAuSWrD83ZjaVPHY04XGO/Sp9iUqvc2RP5URCcufeooZCHUtyi9sfrWb5zhzndn0xTFllcnDEH0NCpMPao2Lm+SOPGMFvTrWMzM7DZzvbGB1NM2yyPlvm/HrVizHm6jAjKAobPP9a0hT5TOdTmOqi02aGNFeZSy4HC9KmW3uVYsLlmPpnApP7QKKwym8Huu2ozqV6I94VWHonWtORmPMWPPuw2MJj19akRpmXJOPcZqiL+4dtvmOfr3pkt5NhSZXQgfKOf1p8gcxpMknZyAe+00VmvczN953Z2HADHFFHIHMdLiFVGEXr360/flcKgX2qkJTuGSAfXrim/aSQwXLe2avkJ5jR3KF42nHamFwWwignvjiswyTMRnOPY81G80y7Sc/KMdKOQXOapk2NyOPQjpUbPGWz5fPqKzzfzBMlz9DSpfkjlhz/s0+Ri50XmkRVKgjBoBZuCAAO4PNVxI0wO5SD6560fvAcFvl9RS5SrlpY0Cjfg+5oXOMjG3sBVf585TIA7mgSy5wWGP7uOtFgLQRmbJY/iac390uCvpVVJEjUbsAt6VGbtD0JwKaiJsuHbzyQPrUZZAMDP4mqzXKbcgGmrcR/3TuNPkFzF0zjbgc/0qOR1Iz1qMPHngVFIf7uNtNRE5Dw2GyuFPqRmnnOOw9xVDzXGcbvpiljdypO9uKvlJ5i2VdvuybR6UrAFMNt46mqf2gtkBs/zo3sEAZuf5UuQOYbJbICxSRct2JzTYt6dJRge3UUmVJ+UEgdwafvORnBY1XKHMXILngAyDn1qKaGASF1xz1JpiJtOf0NMkQEc7iT2BqeRD52PmhWZfu4PqKLK3aBtp3bT70+3lMGQVLg9mPSrKXijog/PNS4vYpSKN3ZyA/PucdmIpI7FVj8xyxA7AVp/aUkHzZH40hdMcox/Gps0O6MpIoVnLsSAexq19nPmkluO3FWN8QzmIc+9AmRVwkK/8CY1TTFca1sxj2lx+NVZLQjHztk/3e9TtLubdtC+3XFNMjls7gDS5WPmIBZgHd8+7+Fc8Cmotz53zRceuelWFySCz5+hpDuZuCVP1o5A5h/knbyQP1pj25PAyf91c03cU4EmB3I4prl41IjkIPXO7pRyBziiyDnMwUj0YYNM/s+LcdqREf3Q1Q5BZD8x/2m54pZEiLMxj4z3Ipcgcw57FWfYuwAcMd4zTBpSSBgzx4z0LdKkVcqXXk9hTS6YCjdjjIC0+QOcn8mO3iCQtEpx94Nk0+OSJc5uMFeuFqi06eaNuPx4NRtP5kLMrMwzjPqaXIh8xqrcQFcm4O7pwtI0ltxi4kDkdMVkwC6V1LvEyZ5VV/WpROz7kCqxxxiM0ezQuZl+3ks1YE3Mzt2UgfpSPdQ/NsgdiW5DGs8vJ5YD+UFxzk0eawOXfb5fXGMZFHIg5maAuudqWjZ9M4pDd7jzbKh7hjVB5JpF3LOW+b+Fe3tTfOYsxYZCDkmnyoLsvefK7YVY1/wBrbQl3NzuZQewEYqqoPDxlgPQ/zpnmyNIdpZx/F8tFkK7L5vZ1QkYH/ARUQvXDKFeUKTzhdoFUw5ZCcNxzlOF/Wmm4WNgjPIeRwTnNOyC5d+0IyOCzMrcEhjxTvPLsFV+B8o3Hp/8AXrPkwP3iblQcfjUcrzeY42KmwZp2C5Ve433k7nJLOe/NRyXA7ms6SQlm2569qZskccA4HrXPKnd3N41LKxaa5Uj1qNrj0qAKF+8CfxwKlQxbcMqDnrnJFUoEuoMeR8/MCAfWmFzn0p7vg8OG9u1Iswzy3P06VXKieZjPmCEA8E9MUwIzMAB19atMzOqYUt9BjikeK4kBBDYUdCe30osK5B5WOrDNSrAvyEhsE4bI4FH2eQHlcD3PSni1lYlW3EHpTsFyJY03fMQOfwpxLIWXaemQcY/GpTZ4/iPPfPenCzBOSpJ+tAFUynG0889xxmkaRSpB6j+HpV3+ziVPlIxb0xnNPOnbYxvVFc9sUgMzdk5xj0xVmzLRS+Zs4XnBFX/s6Qn7vtkEVNDD5fJKMo4GTnd9KAuWo5Un2bcLhgwU9aSVVYgrIgbnackc1FCF3Bd7LG31xn0PpSYUu6FYtxYcbmNMC00bx7hG53E9G6cjjFJH5vnEM43N8uMYpegYptlP3c9TmmIJABJx8rZ2hhgfh60AK0h4V43Lrx04H50UwTISwMikg7s8lf8A9dFAHTLCOw5pyxKMbRUoZu2KeHYd8UXFYg2/7DZphgPPynH0q0XP97n600sf7x/Oi4rFVbUk8oMH1Gactvs42kD2Wp8DGS5/OqNxepEcLhs9801dhoiwH8vd8nJ7jtUUlwiNnKsfQcYqjLdO5GFwPUmo2mLZYyBgMdun+NWoEuRde7aQHyzt/wB0c1DJvfBkcqBz8zdKqiVnK7pCAx/hGDSvII0Iyw926ketVZC1LIKEAHewHSk3Dd8obHXCnpVfzo0O1S/Tkk9BR5o4HmY5/M/lQImaXkYUj8TSq4Y/LyPeoRIPM+YlQeo3fLUkcoQ52ZxzknFMCVm28rtH1pwmcDqdtMMjHJ25BPTNDyKMsyfQ54pXCxL5qNjjnvUEig/j/d7U5WkI/hT6cUu5STg9ccGi4FfLdV3BM1YRS43E5U9gKQIyt8oJHtgCk+XlSp9gD/Si4WFCqTnYyn34p4Qs3QkU4HJ25II/l704j5Qfei47DghK4x+JpphZSO4+tKHAyT029c0qybtqI2M84ouAIhHXH407HuPxHSmt8oBYEfyFND9M44oAe2NoY449Ac1G0hADAnJobccctz3VqjLlWCnd745pASg5OXT8qQl8fKfbkVWmuFR8KV56tnp6UGdz/wAszsA++wwP50hllW67sf7w4prODkFh9enNQ+Z5Y+YgE85Hy/hUD3fy4zuY/wALfwj60XCxZ8wqF4bGcdf1o83I+XPXqe1REbkDbCCD/F1x+HakAlZcM+B1Aj6fjRcdhXkd2ZNzfMM8YqPKhdjE8DqeaDE7Pg+aWX5sbwB9KleL5cEkN97huf50rhYaCmVJIKjr2I7dKJYzleQXP8QJU/jSrFIkakSlTjB2jB/P1qMm5Xl4nYNwTIwyv5dKEBMEwSVBxnkDk/jT3wFG6RYlAxhj1qo9vMHBXdnrngHH+FTJC7D96QNv3QOfoM//AFqYCGKPDD92rnnOe1QIGdjs2EDuoHP86meERFfNJCADDZGefWmmKJAfKgBycHjaEGf1NTcYE7clyzK2Msc8fhRlBOX2jax+8o5BHtTnRgp2nYTn7v8ALrQQgfcSN2N2AQSKAFZEJ4G4HoQv/wBamzIgA6hU+82eh/Ch2ZEGx5ONvC4yfp70ydtkiks3I+bnnr+tAx0SoH3jABA+Zm60qTYbBQRZzyOc/qRTwYzG2cFCv3fX2xUYt1TAbAbaQp4/QGgBuxn3kxux/hIOD9aTzVeNgpZUH93kj604xpHEzxhWcnu2NzDvxTXknKrINrKfvFpBg/7PH/16QCB98hEjr5ZU7RgjP/1qc8bgJuJYrzuK7vyxjA+tRh5E3B4pUUjkD5s/lUiMIjhN+CCGJTj6fWgCPy2P7yTzQ390/d9KSa0cIId+0N6cgf40vmq4cyh4z05wMn29qczwuVR4n/7aZIx/dHvTuIyzpI3EiQhef4TzTZNJIXguMDls8GtZSrY8qIALwvyksT169qbHGz3BKpIic8DrntRcLGONOB4BZhnGSP5GhtOBKhYyR2ORmtSNoSnlkoX4LhkOVA+tIOhZUidiMLgY/P8A/VSGUk0kYO2PAXvnr9KQ2Q2biwG04YEc5+laDqjsrqCy7vljU/8Aj3PanFQjO5QSDvzt9ugpDKAtWwFjwz4z0GR9KWa0ZEch+V+9k5//AFVbCK2MZXsQvf0wPrUUZjDEfOrHJyrZ/OgCuLZECsP3u45LKvX/AGalWF42f5AADwGTOR/jUquq/uvvHn72Nob+6ccfrSMXlO5nSPa2GbluMUAQxI/mZJdc/eXy8VJtPIEMmR0C4Iz7dz9KWP8Ae4y42nOAc5z7f/rpk8MblZjGpjUAY9D7YPJ9s0XAflNgLZKYC4zj9PWnBV2h/KjZM9QDuB7Z/wAKYwicDcAAO7L6fTp+dROV2LFE0gkUb/Mx+oJpXAmk2L12MxGQm9V/HvxTdhOSwG5vlBOOM/zFOxM82+SPj/d9u57mo45Yn3CNuB94YP8AIigCSHo4uFXYP7px16HPpTXOE+ZPkUn+PvUsjxgoH28jJZsfMOwFNGct5cWHAw3y5K/hzxQAm0uhzlkA4K9/wqs6Lk+azMcYyUH8+1WJCsy4R8TEZx2/AkAYprvMy+VK8kR2jIJH6YPNADDLIsS5YAbTgMMYHsO9FTW8kRUoygc7gCMt9cZopgdqIPTGKUQnHJGPYURyu7YkiKn0zkfnURmdLknyGPUAjv8Aj/jUgWBEvamSAxxllUsewAp2d+zduBI9MVDOEe352yR99520IDOupLwKWO6Ne/tWWyEhi+do746Vfur7ypWgMjuj/d+XjHX/ADms+4fO7J6c5LY/Wt4szaHGMrF87Lt7ktnd9ailnMW1Aq7genfHt6VW81Wn3mYkjvn7uaQHJbyvM2nkEdfw/wAaLhYnSZsbTIEbtt5zRul850wQcZyoyG+tVJIgWUkHLsR161KAkQJYvhD90ZG8Uhlj5GAB2kr83y9fzp0a7w2Mqy88r+tV96FlZDIin+Fm/r2qdC7IfMiOzpk8j2xQBNGjBcAFT64+8foKmVljwHRySPXiqiyKyKGYMeO5PH9aYkkIdnYck/Ky7hj6mi4WNDchBZ0YFf8Aa3GmjYMGJmJ6AEnB/Cq8W1/3iKFIONvmnI+lK8g9TnOF8rcSfY0XCxZR8plTsPPHXP0//XSowL4DD7vduKqSBd2SrqBxwwzj3/wp6y748fvGOM5YcsD6f5
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
PHBNFg5iFYFbkrn61ILfn7ox70bx680eYO5p2FcGXYeMGnHgjoPpUbOvvTgc9AaLBcXPvRwOmT+FOAP92lUP6fnRYLjcKeuaQpzwWqQq564H0o2M3ViKdhXGojHrxSmNs/Kw/E04Rc9TThCp7E0WC4zG3rJ+VN3qTyWNT+SB0UUoj+lOwXKhJz8qsfrRscnOMGruwetG0CiwXKnlyE9RSiOT+/irQReoXk07aPSiwisEf++acEb+81T8mjaSeKYEHlsPvE04R5qfYTQEoAh8ke1AjGcc1NsoK4PTNAhhRepo2LUgTIpQq/jQBFhR/DQQO4qbAo2+lAEO3j7oo2ZqbmkwKAIylGw+tPJJ69KXGFoAi2c0uwU8c9elJjaepxQAwxkHGBinKnanCm7grc55oAQLjg07Yp6UuaTcM+9ABgdhQcU0Z5yaXGetAATSA+tHUUn3aAHYpKTcO1GaAFz7UlGfajNABRSZJFFAGD9pL/eeh7hQAVy1M8hQzA07Yg4FZWNhDcbxwMGlEjt0pQg9KlQY9KLBcjZHHPrS4lK8HpU360YzTsK5XYSAcmjazAYNThMmnqgzzRYLlbyDn5jmni3U9c1YKjPFKATwKLCuQi3Qcil8v0AqbaR1FKFbHSnYLkHl4pdlWCnHJowgosK5AYVP1pq27FuMAVMSgpA4A60WBNjwmBg81WvOJF9Kso2eR0qG7iabbt4I707CuTRqBGuOaf8AKKhgSSOLY3PvT9jk0wJN4GBgfWl8xSelN8th1IFL5JPUmgBfOUfw8Un2lAOnNHkqDzk04RL3WgRF9oJNKJH7ZqcRqOgpwSgCsXkPc0mJO1Wl8ssQCNw7U7ZjtQBUETn7xxSi3z1yathfXFNYYB2jJosFyrIkcK7pCAPU1MlujLkYxUkcXmoPNXn0NTCJVGBxTArJEp7Yp+zHA6VPs96XYO1AiED2pcD0qUR4PWl28daAItv+zS7OO1SAcUbMHrQBEFPYUu1hUwHuKaeTgYoAj2UuypsNjsKbtz160wGhOKFQEU4DFAOD0oAbt5xS7cDpT880H3oAaFxShaVsYpn40AKT6U0Z70vajmgAA4oIx05o3+vNIAQcigBx560nSig5NABnFBOaTmgDNACkjFIMCjFBGO1ADfpkUEZ6UA460E8cCgBaD8vJo7c0g9zQAobPSkPJx3opDQApGfwpvOeaXPtR1NABR9KDk0maAAdetFLikzigBAaQnBp1FIBM89KaybhjJFO4zzSk88dKYDB79aKcfmopAUNVsjbXTOB+7kOQf6VSxmuxliSZCkihlPY1gajYxW0h8stj0JzUtFJlALTtjCmAkHrTgx9aBj/Lz3pdmP4qYCc9alRQx5oEARR3zRSlR6UoQCgBOPrRn2NShQO1PCjFOwrkIdvSkJkNTgCl2igZX8t26mlEHuas7RSgYNAiuIBS+QB0Gas7QeafgAUAVvLwMDinrF61N2zS9KAIfLwOKUIRUnU07vTAiMYYYNOCelSEZo6cUCI9lLtHoadkilByM0AN246CgrTixAoTnrQAixjPCj60uKd3xTTw1AB1ODS7BSg5pHFACqCe2KNuetKDxQKADIopetNP3gKYC0hGeKWl7UAIi7FxuJ+tKRSE8UooAXPtS5x15plLmgBJBu4BIoHHc06kIG7NAB0opQecUMcHFACA0p6UnakoAO3NHXpTu1NoAXHFHBFNBJpe1AAAB0oPNGO9BoATAFGc+1APFKaAE6UU1mIYCnA0ALQTRmmbjmgB2KQjH0pM5FBoAXOaSk70UALRSdBR2oAO3FIPc5oXrQwoAX6UnekHWloAOtJinimmgBMUtQTuyKCpxUoYleaQC8UhwTSDpU1pCsr/AD5/A0wFtITJKCfuryaK0lRUXaowKKAP/9k=" alt="Что такое литой асфальт и где он применяется" title="Что такое литой асфальт и где он применяется" /></p>
<p><strong>Отливаемое покрытие</strong> – это тип дорожного покрытия, создаваемый путем смешивания минеральных агрегатов с битумом при высокой температуре, что делает его идеально подходящим для условий с интенсивной эксплуатацией. Благодаря своим свойствам этот материал широко используется в дорожном строительстве, особенно в создании посадочных полос авиационных комплексов и местах с высокой транспортной нагрузкой.</p>
<p>Одной из ключевых характеристик этого материала является его высокая устойчивость к деформации и растрескиванию даже при очень низких температурах, что делает его рекомендуемым для использования в районах с суровыми климатическими условиями. Это покрытие также выделяется высокой степенью водонепроницаемости и относительной простотой в укладке, требуя меньшего количества времени на монтаж по сравнению с традиционными методами.</p>
<p><em>Примечательно, что</em> <strong>способ укладки</strong> этого дорожного покрытия позволяет также минимизировать количество швов, что положительно сказывается на его долговечности и уменьшает риск проникновения воды под покрытие. Это значительно продлевает срок службы дорожного полотна и позволяет снизить затраты на его текущий и капитальный ремонт.</p>
<h2>Определение и состав литого асфальта</h2>
<p>Отличительной особенностью этой смеси является технология замешивания компонентов при высоких температурах, что позволяет добиться однородности и улучшенных эксплуатационных свойств. Битум, как связующее, предоставляет устойчивость к воде, высокую адгезию к каменным материалам и гибкость. Песок и щебень улучшают механическую устойчивость, а добавление специализированных минеральных модификаторов может улучшить параметры устойчивости к истиранию, скольжению и усталости.</p>
<p>Этот материал предпочтителен для использования в регионах с разнообразными погодными условиями, так как он способен выдерживать значительные перепады температур без потери первоначальных эксплуатационных свойств. Компоненты равномерно распределяются в массе благодаря использованию специализированного оборудования для замешивания и укладки.</p>
<h2>Сравнение литого асфальта с традиционным горячим асфальтом</h2>
<p>Литый асфальт обладает рядом отличных качеств по сравнению с традиционным материалом для покрытия дорог. Основное отличие заключается в методе укладки. В случае литого варианта покрытие заливается на дорожное полотно в расплавленном виде и быстро застывает, что значительно ускоряет процесс укладки и сокращает период, в течение которого дорога недоступна для использования.</p>
<p>По сравнению с традиционным горячим асфальтом, заливной асфальтбетон выделяется высокой степенью уплотнения. Это свойство повышает его устойчивость к водной эрозии и увеличивает срок службы дорожного покрытия. Кроме того, этот тип покрытия имеет лучшие шумопоглощающие свойства, из-за чего уровень шума от транспорта заметно ниже.</p>
<p>Не менее важным преимуществом литого покрытия является его способность лучше сопротивляться растрескиванию при низких температурах и меньший риск образования колеи и трещин на поверхности – особенно актуально для регионов с частыми температурными перепадами.</p>
<p>Несмотря на усиленные потребительские свойства, заливной асфальт все же требует больших начальных инвестиций по сравнению с традиционным горячим асфальтом, что может быть ограничивающим фактором для определенных муниципальных и частных проектов. Также более комплексное оборудование необходимо для его укладки. Однако, учитывая долгосрочную перспективу, повышенные начальные расходы могут компенсироваться за счет более низких затрат на техническое обслуживание и ремонт дорожного покрытия.</p>
<h2>Технология укладки литого асфальта и его особенности</h2>
<p>Укладка этого материала начинается с подготовки основания, которое должно быть чистым, сухим и твердым. Процесс начинается с нанесения слоя грунтовки для обеспечения адгезии. Затем горячий материал равномерно распределяют на покрытие с помощью специализированной техники.</p>
<p>Материал закладывают слоями толщиной до 5 см, каждый из которых тщательно уплотняют до начала настила следующего слоя. Уплотнение производится виброрейками. Температура укладываемого материала должна быть в пределах 230-250 градусов Цельсия, что обеспечивает оптимальное сцепление слоев и долговечность покрытия.</p>
<table>
<tr>
<th>Этап</th>
<th>Действие</th>
<th>Температура материала</th>
</tr>
<tr>
<td>Подготовка основания</td>
<td>Очистка и грунтовка</td>
<td>Не применимо</td>
</tr>
<tr>
<td>Укладка первого слоя</td>
<td>Распределение и уплотнение</td>
<td>230-250°C</td>
</tr>
<tr>
<td>Укладка последующих слоев</td>
<td>Распределение и уплотнение каждого слоя</td>
<td>230-250°C</td>
</tr>
</table>
<p>Также стоит отметить, что скорость затвердевания материала довольно высока, что позволяет в короткие сроки возвращать площади к эксплуатации. Затвердевание происходит при температуре окружающей среды в течение нескольких часов после укладки.</p>
<p>Этот метод характеризуется высокой степенью водонепроницаемости и устойчивостью к температурным перепадам, что делает его предпочтительным выбором для дорожного покрытия в регионах с резко континентальным климатом.</p>
<p>Целесообразно использовать данную технологию в местах с интенсивным движением транспорта, так как она способна выдерживать значительные нагрузки без потери первоначальных качеств. Ее также применяют при создании аэродромных покрытий и в местах, подверженных химическому воздействию, включая заводские территории и автозаправочные станции.</p>
<h2>Применение литого асфальта в дорожном строительстве</h2>
<p>Особенности заливаемого битумного покрытия, изготовленного с использованием высоких температур, обеспечивают его широкое использование в строительстве и ремонте дорожных покрытий. Благодаря уникальным характеристикам, таким как высокая устойчивость к температурным перепадам, водонепроницаемость и гибкость &#8212; данный вид покрытия выбирают для различных видов дорог.</p>
<ul>
<li>Ремонт дорожного покрытия на автомагистралях в условиях, требующих быстрого восстановления навигации. Заливаемое покрытие застывает и набирает необходимую прочность значительно быстрее, чем традиционные материалы.</li>
<li>Строительство новых дорожных участков, где требуется длительный срок службы и минимальные затраты на содержание. Благодаря своей долговечности и малой степени износа данный материал стал незаменимым для долгосрочных проектов.</li>
<li>Создание водоотводных каналов и других элементов дорожной инфраструктуры, где важен фактор водонепроницаемости клади.</li>
<li>Укладка в местах с высоким уровнем эксплуатационных нагрузок – перекрестки, автобусные полосы, такси-парковки, зоны стоянок, где происходит интенсивное движение или нагрузка от стоящего транспорта.</li>
</ul>
<p>Использование этой технологии позволяет улучшить материальную и эксплуатационную эффективность дорог, обеспечивает увеличение сроков межремонтных периодов и сокращает временные потери во время проведения дорожных работ. Таким образом, заливаемое битумное покрытие становится оптимальным решением для модернизации и улучшения дорожной инфраструктуры.</p>
<h2>Использование литого асфальта в промышленных полах</h2>
<p>Материал этого типа обеспечивает высокую устойчивость к интенсивным нагрузкам и агрессивным химическим воздействиям, что делает его предпочтительным выбором для покрытий в промышленных объектах таких как заводы и склады. Благодаря своим водонепроницаемым свойствам, данный материал предотвращает проникновение влаги и способствует предотвращению коррозии и другого разрушения основания. Сохранение целостности пола даже при экстремальных перепадах температур отличает его среди прочих покрытий для полов, что актуально для рабочих зон с переменными условиями эксплуатации.</p>
<p>Благодаря быстрому процессу укладки данного покрытия возможности минимизации простоя ограничены минимальными временными рамками., что существенно ускоряет процессы ремонта и обновления половых покрытий. Эластичность материала способствует снижению усталости работников, особенно в зонах, где требуется длительное пребывание на ногах. Таким образом, использование этого материала способствует не только долговечности и устойчивости к повреждениям, но и создает более комфортные условия для персонала.</p>
<p>Поверхность, обработанная этим способом, значительно упрощает уборку и не требует специализированных чистящих средств, что сокращает расходы на обслуживание. Это существенный экономический бонус для предприятий с большими площадями промышленных полов. Отличительная черта – возможность добавления цветных чипсов и других декоративных элементов, которые могут быть включены в состав для улучшения внешнего вида и повышения безопасности за счет улучшения видимости на полу.</p>
<h2>Примеры успешного использования литого асфальта в мировой практике</h2>
<p>В Соединенных Штатах большое внимание при ремонте автомагистралей уделяется использованию литых покрытий. Благодаря быстроте укладки, дороги меньше времени остаются закрытыми для движения, что существенно сокращает неудобства для водителей.</p>
<p>В Азии, на многих аэропортах при строительстве взлетных полос применялась литая смесь, обеспечивающая дополнительную прочность покрытия и устойчивость к температурным перепадам.</p>
<p>В Австралии, где климатические условия чрезвычайно разнообразны, литые покрытия демонстрируют отличные результаты в долговечности и стойкости к изнашиванию, что делает их предпочтительным выбором для большинства инфраструктурных проектов.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://aktaustroi.kz/chto-takoe-litoj-asfalt-i-gde-on-primenyaetsya/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Особенности укладки щебёночно-мастичного асфальта</title>
		<link>https://aktaustroi.kz/osobennosti-ukladki-shebenochno-mastichnogo-asfalta/</link>
					<comments>https://aktaustroi.kz/osobennosti-ukladki-shebenochno-mastichnogo-asfalta/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:15:45 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/osobennosti-ukladki-shebenochno-mastichnogo-asfalta/</guid>

					<description><![CDATA[Перед началом работ по прокладке SMA покрытий необходимо уделить внимание качеству используемого материала. Убедитесь, что смесь содержит правильное соотношение вяжущего и агрегатов. Пропорции должны соответствовать строительным стандартам, что гарантирует высокую устойчивость напольного покрытия к деформациям и трещинам. Температура укладки должна строго контролироваться. Оптимальный температурный диапазон для работы составляет 140-160 градусов Цельсия. При соблюдении данного условия[...]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,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
ZzWjovm3cU8D7Mg4L96qs/wDZuoGK4jDgchl/nTXYTNG1tpWB+0IiqRyR941PFpcSMGikJPYtziq66xayAkHH1qSS/iCBo2PNUIZewXLZDrG/uvBrmdUjuLdWMZJQjkHtXUJfRy5DMB+NZeoyptKFg4p7hsczb3UgADknBBFaraiv2fLZaReMAdqfa2cRiYqB1yAaebZdxYj5TWZRnGSWQb8YXqVp0ZtJDtkQoQOa27SC0jO6Vlz12nvU1y1oVIFqpDdxVJE3MGSCIKCh3KR+VMiRYZd8gBjx+VaYcBPKRFKE8rjkCltkjWfsygco461XKFzPkvoEwYNwb1Bq3p809/uRAdq8HNOutNs5bhZbYtHL3jxlamsYktJSznqc4HQ1NrBch1OF4DiFNnHyuRzn0os9f+zwCOcuHB9K2Zry3lixMgZQcj2rFuHsZZdzqSemQK1jUSE43OJt41KlmNXoniSHKAEjiqYhfyQc4UmjynjYqDnjmoWgyy0odAQozS5Hlghfm6E1WWQoRkdO1KJ5HjKhetVcVhzR7V3BuKY2FOQOKIYpZJFTBINWbizdWwD8oFAGa3zMcVLGMLgjqetMPyMcdacJSygED5agosfZ5FIABOemKAkina3H1qS2mmdtyHHGMUT3TAhZVBPqKu4iFowqZB5qsQQ3IqbeGOegFRyMS+RzUsESRfO2GO0YpkgCnAORU0VrPKMhDikNtIj4dSMetK4yvyTUixk1ftWtXXZINretOaAhj5YBXsam47EVqwiOX6Z5xVuWcyHEKgA+1RpbCSTLHjHQVpW1kxA8rGMZNAFNIiGVpcdenemqZJJ2Kn5enNbBjgRwGK7iMdelRzxRWifIyuzcY9KQGc9mrxA+YPU06K9hCeR5QznAY1FPndycE9qvWukxSKrz5BPIAp2uF7E5VLd48Ih4ycCjW7qCWNAqBTjtWp9lt3jVUThB+dYV7YTPeLGqE+h7Cp5R81xtmzh9ltEVLcEmuo0m3EFswbg98d6i0nTIrUB5cu+OnpWqwUAkDAosFzNe6RJTHHG27+8RxUQtzcSZbDE+vatAlWO04zSrD5fzqcZFOwrkNvpcMT73Adj0HpSTzGN9qpgn+VLKzxx5Qnr1qteiVLYTqd5PUUXAui2ga2LhSWI5PvWE22O5xKSn0rSsJL+e2VVjCD1NQ31qrzgMQxUc4pIZn3KoMlZNz9Qx7U6SdXiAaQlgAB7Vp6fo0c6MzZwelJceHmUFojkCqRJQtluJUZ4zuC+vepEdw6rLzk/dFSxXj6YhjliGD3qnPfRlw6DDE0XGbk2mRS2wccNjODXK6tpyTR5jUCQE5IrYt/EMewxT4HGM1lm6H2p3BypJIoQWOalhltXwylSeQe1SR3jjg8574ranP2lfLkUH0NVYLKKKUiQZxVJiJjcLIoLDAwAKtQJF8rOw3Z4qJoo5HKoOMdacLCVlBAJI6VIFi6gJVsc5FYdwZrd8RswFbii735kQgAAEe1V50UZ3jHfmkMyBeSzNslc4HY1e064heZwy5KDIPtUVxp6LKj4yp64q3FaLGu+FflPFMCdjHJJlU5q7auyuuCSfQ1StIWUl8Zx61bjkEciyuPmB6CndgaEyi4XfGACOtUdg3kg4YVbnmYIzRrgkc471mfv1Z5lXcAOV9qQF46jLLbxh5MlTgURXskkmCx9M5rDa8QPn+E9RTluN6sFkEagZ59KYi3f28TTugJcNzkVSg0pllwz8Z/SjTyzXAO7cuDzmthiWWN1BIB5FJ6jK0kQVREvU96jWV7G4V/4sHFaEkaEl2OCPSsm/JeVQp6CgRdtLgTyMZOW6kscU8zGRgkGGOPvelYl2kihSc4x2q7pd/DbWrrKrbuxxRtsM17eweWMszgug3VFdtJaKlzBMSrcFc8io7bWCr7I8DzMhSaiu4hHNvussrjAVTwD60IQlpdXb3ObQESkjOOhFdBLo9xdASSzAyHjArIiR9Kuo5sF4WXcQp61uf2nIirILcDeB1bp6UtbgYt1aSafIVmVWX1IpYdNubizaeCf90T9wnpW9Io1O2ZLyAI56YNFrpv2WExRIdh7k0XApLp7w2wRFjZmGdzHkVk3c08ExMlsBjqQMiuqNgN3mqwAxgc96RLIAHzstntimmI4qC7P2gsrDa3G3pg1fSYCIh2JYnBFal/4bhmJlhBD5zWNNBPbS7LhQF6A96E0xkkkM0ZyV8yP260Ws4E6kqwAODzmpoLiQSqAQI8YIPepbmCTzlNuFdWHPsapMQ66tonIljBK55I61ELaIPvUEjpyaks2uijFYztQ4ZMU6C6UTP5se1QORVCG3ViSoksGaOQ9QTwadb2V4CWleMuR0YUi6j5SsVjLRZOCOtRR6oZpOFzzwKLhYdd2MkYV2nwGGCoqhJFahyBIePetG63TIWUkEdQay3ijJyUB/GoaKRyHms4CZO3tUv2aQDcG5NRgIVG3rVuz3uxVjwKpIRFHEwYFxk1NKvkqCMbSKvmFBg7hkDkVV1AAKu3BHpVCIYJzGwZO1WZpGmQcHNUIy24ccVrWW11JPUCmBhyrtlwQaiPBOK19QhBG4AA1BptnDPMyzNjAyKzeg0V7W4MKkYznvTH3SMScmtCS2hichOcUiWsrjgDFFxlGOMs4GMV0Nhoauqyvgis4wBE+YfNWnFqjpGqDgAVL8ho6KO2gSFVRAMD0rG1iy3Qs6gAg9qhF5eOflfGaurJOI8TjfGRyaVhXOfXSncB1yQeatxJsiKFfu1e0/UobWVldMqT3qS7eJ5RLCBtb0oTGRpBFPaCSNMMpw1OhkS3T5uQeMU+xlESSoeN46VUcZlxg9aYh9zBDLEXjyJeoqkxdlIOSw7VoopJwuCw6D1rT0rToWLT3S4cHgHpSbsNanIIsstwoIK885rpoLO5uRhPu4wD6VoXNjY/bVlRMnHI9akV5SCkC7FHBxS5gIrazktwxmlBJ4ApyHaMEDcvU090l2DzCEH61XLp9xWyc8k0XYGkksZCjHJHWkaWJicyDj3rOPycsTsxTLW3mvZ/3abIe7HvTWoGiTFtMikcc8UW828kyDA7VO1lHFGAq5xUTBAuHXGKdhDnRHjIyCDWURKLkIzHywc7fWpZLja/7o5xVd7iRp9zpyBSaGjYursW+mhhhSelYUMwOS7Dc56mq97cS3UgRiQo6Co5bdjDwTkCpuM2F1+GzAgUZwOWo/4SeKNjuOVNcg5YSEN2qJxuNOwHTatrVrfW2xFG496wIyGc5bOKpSsY0OO9JaTGJjuGTVJCLj5jcnblSevpUgZAobFVWaWTdg/Kangt2MYLGgRZhJdslsY6Cn+WSWJ5z0pp6rtxkVatoxLJyeBQBJZWmImZuMVegkXhWGCBx70o2KpXvUgg3KOBTAs28S3EZZ3w3pU50eG5t9jKCT/FVeEpbryMk9aemr7AQOg6U0IjHh4RnGcgDFVZLWK3Yxk8jsa6W2mEsAYnqM1g+IlhCh8/vPajRhqZbQvI7BeB2p/wBmlLKmRkD86gUyBdxJGKR55oz5ik57ZoGdDaIktu8cygsR+VYd1K9pclY0Jz8pHrUcer3KFtwAJ6mrUt5b3USE/wCsHORTuIovpsUkoSaMxyMMgetVbjRZF+4SV7Vun/SZUmYligwKtIgaM+w5FZlGBp1i0TjGcd/atSR1UY3AED86mwA2F/i61VvoSzF1I4HNCBgWSQBXyjY596iOm+ajEMM+uajO51yzEkdKRWlOYoiQCOc96qwiOe0mfITnHHHIqOBJ4CwltyY++BxWtbjyIyOjMOlXNOtzcg+fwDxj2pWA5yS0ZH3woQBzxTpZmaD94pYL612MlpaR8ldxHvVeWSwC7JI0Ge1AFCx8u60+GIMdxOST2HpVie3lRUKDzCjjIPcVLBb2IDGGXYfrTpY7kRkwyhx2oAvyRRXVuAFaJ8g5U8g0shnSJgMnjAYCoILl0iCTAFj1NWYNSifETEbs4pAcxBf6hYXLLOJHhB5BGa3bPV4LwExHkdjTdVtS7fJLgnqaw7CCOzv3MUpaMfeJHWmB1cc5YZI4P6VXvrSG+iAZRkHjHWoLa6RQzFwEx1NPTU4GGAeD0NRZjMS80OaCTzoXMqj+HvRYkghixQqeQfWtdtRRI2LEYHSuekaW6vmEHIfn6U1fqDR0lgy5YlxvY5IzUV/paXbkh9rN3FYd2kumr5jzESgcDtUFl4glZT50gyT6dKq7EkS3Gk31mxEU/mKozWda3LmVh5fzD0reiuRcLxKfmposBExljX5z39aXM7l8qte5TS9dYyJFOSMVSEJbJJYEn1rRW1uJ5du0YPerJ0dj1OTTIOAit2Izipk3xt1Iqyo/eEY4FRXLjefYVsopEkkTE53AmlliMmAM4qKK5A4apWuFZCVOKNAIhE6gjsKaGliPykip4H8wMCeaaSTJtAzT0ERGaQjJOfUGrNnAk8hJcRn3qF4+3Q00A9Dx70OKaBM01s40l5cPVwwgxgrhQPSsa1m8iYFiWXuK6AXFtJbcccVi00UZdxFuk+U5FMaIJg1agQSzMFOAKsPbhQSQMUhlW3ZHcLyCe9aRWWSFljBIAxWSjxrOSO1dNpdnLLEsiMAh70NhY50wnkMhBpI4pI2BGSvpXQ6jaoqEqQW9RWINscyLI+Fzg0kMdklssNrA1YbYYsIBu7mrl/FakqY8AgDOO9QRQF33xrgCmISwsJb6UAAxbTkMOtX7i1uba4VJZzJGT3FS27vbsrbgB0Na87W0kQeUds5osIyJwDIArj1GO1JHFPGdwJJzmpJntSC6tgdqrzXiJEAsnzHpS5RpkOpX+/GT84OCuagUEqCRgmr1vpkNwfNXlzySac+ny+dwPloQyi/mkKCcrWvplyVURsQAKrvp8m3APTtVV0Nu5kbKqBQgOgmlAYHIArE1S9CuFRgc9aqT6jLNGEiyfeqRYiQlgS3vVIRYeaJIsqTvqSFmuAFzye9UpWLEgrgYpgWVQHjYgrQwRr/YjHIrMRtPrRdKihipHTpVN72WW2CtncKit0m2F5icnoKixRj30p81hjANV0O0ZJyKt6nHhiQOc1nKTwMVSEFzuYA44p9ptk5cgGrogEiAHpiojp23oaLgDyR7cL1FW9PE10wjRCfeqYtGiI3Dg1s6ZeizX5UGfWgCa90ySySNiCd3UVbtLINHuU4JFXVvVvISXUnHTNZiCc3DhZCq9qe6FsW1s5DJz09aa+6CXG4kVClxPGdu/dTLq4OwAfeNTrcasJPOwbDE7TUpKKEAyQw5qlBullCv0HNaw8q4hZVXBXvTvYVrlePUJYTgMQBwBUc04dzLOwJPQZqOa1MaGSQEqDWe8qTOQMgDgZppjsazyRyxqEwDT9scqhDWaiMZF2nAXitFIyiZJ5o3EVrizbedoyDVGSznQkoCCDW4VlQBgCVpWWUopSI7m70hmbpMsiTskgIPpWtJKqsHdgB35qpHa3EcpeRMMe9TXFgdqu5yG9+lAh7uXTfDhlz69BUCxrCjl3JJPSk+zi3Tlzt4p9xBvTcG7UIZRCh3wSR3GKp3FyYZChyWHQ1ZO/LeW2StZbrIWZn9apEl2O92rvEh3A9KtxajfSt+7bHHaseARLLmZsIKuxTqCXgYlenvQwReWG+uSS0rAd+antLa3EhW5k+Yf3j1qjHPK3SQ4NNkglkmGW+X3qCjemg09bdtsgDexqrbWd8Yt0LPt7ZrKul8tMxgk9+a3tI1thbokqEBRimkLYhae8t5liuUPzcBiKL1Z4rmMeURkg7h3q7qmpQXtuUVPmB4PpVNJ5o4QXJdV7ntTsgL326BnBbBKdRVXcshkCoNr9OOlZq3AmmYsuD2NXLKdLdvNchiO2aQE1lpN0zH7TgQ54HqKuanbW1vbb+ECjtSf26kkQBWszUZpLwGPJKntQMppFLeORGpZSOvatS0sGsj5qfO2OcmiCNrSx/dnBxVOK5nZ/mcgdapIkqX+oPe3oguovLXOMkdqJ9NtJ4jHbAll/iAq48Uc5DyYJU960bAx2wzsADdOKVhnOJpl1bYaJm45wav28uouuzGAO9bUtu9w5cPtFRNZHawWUgmkA60dYEAncBz0NWQePlmUj61i3VjMqjDl8etUppzbv5ZkIwOmatCsc8JMDHrUE6kZPXNSzqD9005YmNu26tGJFGMqSd34VExKkjmnvE6jOKYFLtg9azKBJWQ5U4q5b3QUlmHNVXt3Rc44pgzSTaEW5bsSPkjFNecEgrVcISasxRoBlhmnzMLEluHmfCqcmtO1gMakSHn0qC2bZgooFWBITIWPene+4i/pNqLi5K5xVnVInjfYOlUtOeVJWKHHvUd9qE7yFQ2cd6izbGVTp87uxUgA1divLixtvJ8wkH0rNF5OrY55q5bebcyjdHkAYpuAcxqLcp9mB35YjJHvWJJFNcTsp4GcitNLBkyWXAPSpxZhU3k8461LVhp3IIg/lgHqBWzbywR2oXvjmsmMpkjfUmCvPahMCzJcJvyD8oqa8vvNtlih6kYIrMELP8AcJY1dt9NniHmSAgGhAUJmdVxg8VEGbzU3nAJq/fyW6w7Vb5x1FV1jiuIQVb5hTA3rbZboCrZ3CrccyNnB5rmVumtcJuLCrkV8Gxt5NQM25JY1U7nwap3Vo9zCVxww61TLGSUSSHCLzj1oudcCYRcACgLFQ2Etgd2cimM6P8AeTDGoTrIa6VpTlAelW9TvLN7LzIdokPQCncCmyK0wTdip50VUVARz1NY0crs25iQ1TrLJuBLZ5qkIurEM53g47VYnuQ0Soi4I6mqkURaUHOKvSWy+S2CA1SxooT2qyRFmPJ71mCwAO4EkVcu5mVNgPSoYJCYiCcYpajLWm24k81m52jgVJBC0+4eURt70zTJytvOEIEhOMmrunzrbqzzSAseopXCxm3ERVipBzjilgtg6DccManuLhZ7tnVflAwKgj8yWcgAjHNUhF9pn061KuAc9KitJZbld20ioLty5CP8x6CrVvKyxLEqgH1q1ohblqQoigADdQsEc5UMQpqKZTEN7EMelJbSiWVQx289aBGmdFgK70kw31qulq8EgTdwferJmjtlLPJxWfLqkJYsAxrN3KRttbK8SxyEbWFY17pMETlQ/B71B/bTlhtBGOOam/e38oJbAxQgII41h46+hqYzorqH6HrUk9usEO5jlhWY0q7ju6VSEdham3ktwcj8aXegYKuBWTZTRTQoqNhqmud8Z3LmnsI1CFddpwRVaexDoeTWfHeyLkE5q1b6juGwjml6lGDql4tqfKaNjzTP7RM8eyNCeMH2rY1S1SZfMdAfwrOjijhRiBjPtQ0BVs5jbzEsufXIq1cXFvOu1IBk9cCo5WVEztJz7VZtXikjyFAIouFjFubOIn5AwPcGrFtGscYCAZ+lXZYsvuzmmrGNrM2Biq3JZHaWnnTkJ96tOWxWNPmHzAUaOVjLHb171oykSDJFFgMUW0R+8uDT5YhGuDgLV+ey81SykCsyWKQP5bMSBTSAks9hbJUHPSpr1jHEVVMK3WmWhVHDFeBVqW7E0mxoxt9aBGLMgH3fSoJUdIxtyS1a91ZDBljPTtVFYu5Jz6VLRSMy3kuDN5ZXFaaXDQAAAE96GQg5QDNRGKQnJqRlg6gSDuAANLDdxowPGMelZk5l3FChx61XJmjPHI9KaA0L/V952LGFIPUVoWGqRyQKs/GO5rDjVJ87ztYetSzvAYFjjPzjrTYHUrf25X5ZF/OnLcI5+Vga4jyZj/qy1PR76BsAsPrU2uGh2rNlSBXO3mlSTXDPvPNUxq13CfnBqddeOPmHNNXQGUIURfnPNAkUoQOlU1umlk+bpVuJAQdvetbk2IwY2OMjFJLZIx3xsMiopo8SdcUwTFGIySKLoEODlTtJyKYIA7nbxSBwW45q9bQ5GR3qWwSI4LN2OAOKlNm8ZG4cVp2qFRsIH1qaRUxyRmpGVIbRfLBPU08xoi4AqymAvQ4qGaMsM9BTERC8S1V+MkiooIvtTbgQPaqVwztKUAyoq1ZwSfeDEAdqrRIRfh015nUZHB610tnpcdpCGOC3euejuZokwq8+tDajesCm41LbCxt6hsaM7GAYVks+Y/vHPcVmtNcoxZyxzU1pKZHO8cGle40rDjHtO5etNZp2bANWmAbAXirCQptU9W70hlXT5JLS5BkOfaulu9Vjks
dqjDEdMVzd3GySBlGT6Vah8x4skY4pXGYt1E/msx+8TV3TFEasZOM1M1sRktzUDrKwKIlNCFV4jcOWIwO9Recpkbyzg1HHp0iS5mf5fSrBESnCjGKAK8t1cEbGJ2iqcpJ5YkmtCQqBkjmqoRHkzQkO4yKz8xNxzQbYoeQcCtDGwKoPFPQoWKyVIGXLMm0BR81FrkuGc4Gavyw26nOKhjhL3AAGVp3CxrWqbzuAAXHBqKeRhu74709rlLVAjYB7Csy8vDICEOPXFMRG7LLISRSSxBU/d+nNMghfG5jwad8zPtFNAZYaYSMEyDntWjDa3Txb3447mpUjCv0BNWkjlmGQx47UmkNNi2dsfKJNW0/cghQCxFQn9ymGODV6yCOMqoPuTRZCM0wiNzJL1PQVZtUe5BwQPpVi7tXkUntWbBcPazbQDjNVoxG3BojSJl3zn3qjc2D2Um7qq1sW2pw/ZuXAb61janqYmcqpyKEwK08zXK7VU4FNGEiKqmWqzaNC8J3EBqQSwRtgkZqWNFQQB1BPytmtK2R1QFGwRUU00LRnYOarRTyRL6jNCQ7mhOxkQea2FFVlt45yFUZHrWnY2aXsJeV8D0q1Hp1sikRnkVSRLZhFPssuVOcVtWN/FLGEkIJqdNJgmhYZG6s2bSJrdyVOR2oEX7iyVjviAwaqxxGGT5hT1vJLeLZMrcd6rS6rE4IFS0NGqpWaMq3IrIulWKXHY9qI9XSFSNpJNQSXkUz7yOR2oXmMS6mWOMDaMVXVy6l4xgVHqMhnhG3gik0+ZhFsZSRRaw7ktvctuYMMgVJPKPs5H8RPFWPICpnb1qnckblGDwaSYGjp0rMmGUDHGa0pQscIJbg1zsErqSq5+atCSR/sXOS4HFVcks282SU5x71RvlkWUyBuO9U49Rnj4ZMZpskss6kEnmncLGhBdIIxuGR601p0e4AU4FVfIeKAA96akYEg3NyaLga4ngSPBkBzVF5YvNyp4qG5sX8xNrZVv0qybCCKIMZMtjpTsFyMSJT1IbvgVDCiPL1GBRdTJFkIckVNh3LEkS9Rg1UmgUqdo5pUvAV5HNOeYAjI60rDMqSyklcHO3mtew0aAJvblu/NVp5QEJWpdOviJNrHg0CNiK3t4yBsGabcWsUxBAAxU0LxynBIzU/kbQSDxQmMyrqxje1KhBn1rBOnRgkE4NdLcb8lVNZD2srOSTVpoVji1YqalW5dCdppZISHPFRiJi2ADU3GKZWc5YmpIozIcAVLBZFiMg1pQW6xrgDmncRVhscHmrMcZTgDip1Uq1W44PMX5RSYFQO45zVi1iaU5OSKlmtdse45zTreZFiK4waQGza28LWuwgbqyLyFkkMbD5atW14kZOWzVO/umkfIPFFxWKCxxxSnPNaKRRtDujHIrKO6SU1oWNwEOxqdwsSRxTSygL92pprORTkcVPbMRLlcbakvbhsbVGaQzO8suCr81EYTGcIOanxKp3EVZjwwycZoBFMZCZYYapI7gIpJGTU/2YPkk5oFvEDyORQAWqNO25xxVyKEtJsVcg0yKTkKBgVr2EaDnIzSsBXawWCPMhHNUbhUjjZ1xxWnqqt5fByK56aQsGUnIoAy57pzLySRmpRMpwcZqWO2Q5LdqquQspC9BQBLduGjBUYNVLbiXmpDG4OWJINLEAZeRTAunG0UhRCwLGgtGq5c4+tS21nHdnPmgD61DKGyrFnC4I9apTXsdvuETZbpmp9Zs1s7fMU4JPbNc4VYk5NNCJbq9knbLMSQeKlsEMrFnOcU20tElPzdM1sw21vCy7ST61QiNMldvT0qMK3mYXk10EAspyEIGcVM9ja2+XGAfekBiCAxxZI5PWoGuzAMRnk1dvrtQCic1QW2Mil8UwuAdrg5c5Iq7bzPbgc8VRUtb5JTNN+0NIeeBRe6A2mvSYGAPzGsty25iRzToZghyTmntdRspBTmpTsUyupLHk4qaO3DOMd6LdI5JMM20GtJIIlwFcZ7c07iM+4h8hxtPWq7JJKcgVoXtvJgt1UVDp7qpO6qWwmMWBggBGDT4lIGCM1ZMiPJjPFSBOMgcUtgG6ZPObkQg4UnpXVLZjySFOGI61ysJFtdox65rsbedZIVYYqkxNFaxsjbbi7liT3NWpUVwMjOKR5QM1VuL7yxgDNF7hYe9vHLwwBHSsm70FVJkjAx1xWhZzvLJzwKt3E6xRkHHSgDiriLypcbQMUkaKQTiptUuke4baB1qjG77jjoaLCJ2SMrVqAxJEPk5qtDamRhk8HtWnFZhl25pNXGmQSagCQCBtHFJdPatAMY3GrL6IChIY1kTwGGbY3IFJKwXuXILNpEEqHgVqWoTy8MAWqrY3FutvsLjJ7ZomDwAPGcqfeqAs3FhDMMBRmsqS3NvLtA6Vr6fOuwuzDPvVDULhGugF5oBEDs5A3/AHR0psTQCfMgzUsu6cBFqq1s8Z+c0AdBCIZYxtAIAqnf2yO2QccVRt9QW1UoeTUNxqAnlypIouFiykCL0PNQ3McQUk4JoViV6mo3XnB5FDGimJEEowe9aAVJVyB2qt9jUndTWE0XCdKh36FKw6aAqhGeKqx5STNaNrayXCEO3NQ3Wlz253rlhVJMm6Jra5CuMnBrUF/+6IDZOKx4rA3VuSDhxVRpJbRjHJmk0NFy8uZ0kLFjg1Se+mz96k895chunaojjJpWHcGsiWORxR9lROgyauyTZjx3qrvAHNNCsTRQgJk08KoBxyaaXzDxSIyjGDzTAaoLPzWvaMkaDd1rJZsdKt22WiJJoEWb6VQmQOKx5JepHFacsfmQHB7VkvCxfAzSBBFK24kk4qTdu6mmkeWmDVdmycKaQywhAkOakjKLIS1U1DlsmnSMHGO9O4WNA6gIiQp4FSQaghJeRs1kmFivrSLbZHJOaBGx/aKysRgYqSOQscLxVO0scrzWtZWJAyTQgGJI6Lg5qeFN7ZbpRKyREhsHFELB8mPmm2kCTZblWMLhRzVfzni6MRVWe9MTYan5NxBkDtSuh2ZfF0JIDubcax+GZj0pimSPIzVd5CHxTJJwCXIzxVdoysvTNTZGMk809cbdx5NAFeR1C/NUEDYn3EfLUjRq7kseBVaRgrfKcAUhjtUnMiYUEfSs2GaePhZGA+tXoZA25WOas2WkvPKCRhaljRBb28t5Iqksc+tdHbeFoTGC/UirNpaQ2ZDHHFXP7SiH8QpXGYdzo6WDZUZWqbNGD0xW1qGoW8qbdwJrIkjjlYFTVrYkh80xtvXjFJLfSzcFjUzWvy89KZBbK8oRRTQBbWTzsC3StRLJo4+MGtG207EABI6Uy4mjtVwWpPUEYl/DiPOMVkG3l3bkBIrXv70ScAVHp95GkmJRhaLaAVY0LEZQgj2qO4RkYFRxW9dPbuR5ABz1qtcWyCPdUoZjEmUjbkGrMMM3UFjirGn+W14FxkV04t4EAwACRVCucuL10Plycj3qIKGclTj2rW1LTU3GRTWYUQSbc4NFrANXAbB4NWRcmLCdaiuIAED5psUTMofOaLhYfcb5CGHUVbsNYkgIimYgCosEjHYVBcQ7l6UrjsdVHeJMo2HOabPEykMwyK5rTbwWbfOa1j4ihIweatMmxeD+WQyHBqtfXL7cs3XtVNtYglbKmqEtybufqdoNDYJDyiyO2e9II1RwvTJqeC0duQOKZPbP56g+tTe4zSggVFB61ahAXmq8SlEUe1ShzincLGgoDxnntXM38LG5Y9q2opGwRmszUyVVsdTTWojLNrtyynB60G9uNvlFsir9raebDlm5NXLfQ1bBJzSt3HcyITLsO1iKZHNtuMS5611kWjxIh4ya5zWrZbWbJHBNNC3JRewQtuDDNUL2+E0mFJqJbdJiCDjNPXTwJBg5qbjsMNsxIcnINSLaEcqM1cELBNlCSm3QhhmgCIBtoPpUm5THg9amt2SYHjrSyWWAWFNK4FOAtyG7U+Q4WmqTHIQ4ok+YHBp7CJbWZt4C5rait2mUZIINYFnKElxitQX8kTqFHFNMRdl04wKXi6+lYVxHHc3DJIMMK6OO/Ese1+pFYGqxGO4EqcetDGihLYPASByuKpfMpII71uuTPbDacmsp7WUMcipKI3qCSiigZMn+pFA6/hRRQA5vuircH+roooEWof8AV1Rk/wBeaKKkEV7vrVRPvGiigZMabGPnoopAWY+9WolXB+UflRRVElhOF44q1AzeWeT09aKKBmZdk725NS6YzfNyfzooqZbGkCK95mOeauWZP2c/Siipew1uytGSZWyc1FcAeYOKKK06GL3GEnAqRifK60UUICpITg1nzk560UUAiWz++PrXXWnFuMccUUVLKRDes3knk9PWsgs3PJ/OiihANQZbnmrMf3RRRVdCepZf/U1VtiRJkHHNFFPoBv2DuUGWY8etZetk7xz3oopIZkt92mdxRRVE9S9a9KnvGb7P1P50UVHUoq2fF0uOK07l33r8x/OiimxIaHc9WJ/Gs67/ANfRRTWwdRJCfLHJqxb/AOpooqRlhANh4qOT7tFFLqV0Mm7+8aS3A2niiimSAHz1fsQPMPHeiim9hHQLxFxxWZMT9sXk9aKKlDNQfdH0oXqaKKpACfe/Gs/WPuUUVURGfbuwx8x/OuhsHbYPmP50UUMDWhJI6muc8UjlfrRRUoDGt+lWISfMHPeiigZckPFV7jpRRQBNZD5q1Jh+6ooqoksy7kD0qr/DRRQwRHB/x8D61qyAYXjvRRTiDJU/1y0zVwPIPFFFOQIyLFm29T+dW260UVkWf//Z" alt="Особенности укладки щебёночно-мастичного асфальта" title="Особенности укладки щебёночно-мастичного асфальта" /></p>
<p>Перед началом работ по прокладке SMA покрытий необходимо уделить внимание качеству используемого материала. Убедитесь, что смесь содержит правильное соотношение вяжущего и агрегатов. Пропорции должны соответствовать строительным стандартам, что гарантирует высокую устойчивость напольного покрытия к деформациям и трещинам.</p>
<p>Температура укладки должна строго контролироваться. Оптимальный температурный диапазон для работы составляет 140-160 градусов Цельсия. При соблюдении данного условия обеспечивается равномерное распределение смеси и адекватное сцепление слоев между собой. Это важно для обеспечения долгосрочной эксплуатации покрытия.</p>
<p>Важный аспект при создании SMA покрытия – компактирование. Применение соответствующей техники и оборудования, такого как виброрейки и катки, позволяет достичь необходимой плотности покрытия. Компактирование должно проводиться до тех пор, пока не будут достигнуты целевые показатели плотности, что напрямую влияет на прочность и долговечность конечного продукта.</p>
<p>В целях предотвращения быстрого износа и повреждения SMA покрытия целесообразно использовать геосинтетические материалы, также известные как геотекстили. Они способствуют равномерному распределению нагрузок и предотвращают деформации, продлевая срок службы дорожного покрытия.</p>
<p>Для обеспечения оптимальных результатов желательно также проводить регулярные инспекции и тестирования покрытия на различных этапах строительства. Это позволяет своевременно выявлять и устранять возможные недочеты, а также поддерживать высокий уровень качества соблюдения строительных норм и стандартов.</p>
<h2>Выбор состава щебёночно-мастичного асфальта для различных типов дорог</h2>
<p>При проектировании дорожного покрытия критично выборать соответственные материалы, исходя из типа и интенсивности движения на дороге. Высокопрочный щебень в значительной пропорции используется для автомагистралей с интенсивным движением. Это позволяет выдерживать значительные нагрузки и обеспечивает долговечность покрытия. Примером может служить применение гранитного или базальтового щебня с фракциями 5-20 мм.</p>
<p>Для городских дорог, где скорость движения относительно низкая, но имеется значительная частота остановок и стартов, отлично подойдет смесь с увеличенным содержанием мелкой фракции щебня и повышенным количеством мастичного битума. Такая технология способствует лучшей устойчивости к растрескиванию и колейности.</p>
<p>Для районных и сельских дорог, где транспортное движение существенно меньше, целесообразно использовать более экономичные варианты миксов с меньшим содержанием дорогостоящих полимерных добавок. В данном случае акцент делается на оптимальное соотношение цена-качество, что позволяет сократить бюджет на строительство и ремонт дорог, сохраняя при этом необходимые эксплуатационные качества.</p>
<p>В зонах с частыми и значительными температурными перепадами необходимо вводить в смесь модификаторы, улучшающие термостойкость и эластичность материала. Это касается как магистральных, так и местных дорог, подверженных суровым климатическим условиям. Использование таких модификаторов поднимает первоначальную стоимость дорожного покрытия, но значительно увеличивает его срок службы и снижает затраты на последующий ремонт.</p>
<p>Выбор оптимального состава дорожного покрытия требует тщательного анализа условий эксплуатации, ожидаемых нагрузок и климатических факторов. Специфика каждой дороги отображается в количественном и качественном составе использованных материалов, что обознаяет индивидуальный подход к каждому проекту.</p>
<h2>Подготовка основания перед укладкой щебёночно-мастичного асфальта</h2>
<p>В случае обнаружения повреждений на основании, они должны быть восстановлены до начала работ. Повреждения могут выражаться в трещинах, вмятинах или выколах. Заполнение трещин проводится с использованием специальных мастик или ремонтных смесей.</p>
<p>Для предотвращения деформации всей конструкции покрытия важно уделить внимание укреплению краев будущей дороги. Это предотвратит отслоение и разрушение краев из-за нагрузок и погодных условий. Укрепление осуществляется путем установки бордюров или устройства жесткой кромки.</p>
<p>Уплотнение основания проводится с использованием вибророликов или плит, что позволяет достичь необходимой плотности и устойчивости к будущим нагрузкам. Применение геосинтетических материалов, таких как геотекстиль, может быть эффективным решением для улучшения стабильности основания и контроля за деформациями.</p>
<p>Тщательный контроль за уровнями и градиентами основания обеспечит правильное стокование воды, что критично для предотвращения накопления воды и возможного разрушения покрытия. Планировка основания с поддержанием необходимого наклона – обязательный элемент подготовки</p>
<p>Завершающим этапом подготовки основания является повторная проверка всех уровней и качества выполненных работ. Любые обнаруженные дефекты требуют немедленного исправления перед началом процесса устройства покрытия.</p>
<h2>Технология укладки щебёночно-мастичного асфальта</h2>
<p>Для начала процесса монтажа необходимо подготовить основание, которое должно быть чистым, сухим и уплотненным. Использование геотекстиля улучшает адгезию и предотвращает движение основания. Температура смеси для монтажа должна находиться в пределах 150-170 градусов Цельсия.</p>
<p>Распределение материала производится асфальтоукладчиком, equipped with an automated leveling system. Обеспечить равномерное распределение материала помогает контроль температуры и скорости движения укладчика. Уплотнение осуществляется в несколько этапов: первичное, при помощи катков с гладкими вальцами, и окончательное – с помощью катков с пневматическими шинами.</p>
<p>Ключевым аспектом является контроль за температурой материала в процессе всей уплотнения. Разрешение движения транспорта на новое покрытие следует допускать только после остывания асфальта до температуры окружающей среды, чтобы исключить деформацию.</p>
<p>Для обеспечения долговечности и высоких эксплуатационных характеристик покрытия, периодическое тестирование качества уложенного мастического покрытия необходимо проводить с использованием современных методов проверки плотности и адгезии. Это позволяет своевременно выявлять и устранять возможные дефекты.</p>
<h2>Особенности работы с щебёночно-мастичным асфальтом в условиях низких температур</h2>
<p>Работа с дорожным покрытием этого типа в холодное время года требует предварительного нагрева материала до оптимальной температуры, что обеспечивает его надлежащую укладку и сцепление. Поддержание температуры щебёночно-мастичной смеси в пределах 120-140 градусов Цельсия критично для получения равномерного и качественного слоя покрытия.</p>
<ul>
<li>Важно использовать теплоизолированные контейнеры для транспортировки смеси на строительный объект, чтобы минимизировать теплопотери в процессе доставки.</li>
<li>Перед началом работ рекомендуется предварительно прогревать подстилающие слои дороги, чтобы предотвратить быстрое остывание наносимого слоя.</li>
<li>Использование инфракрасных излучателей для подогрева основания перед настилом помогает улучшить адгезию и исключить формирование трещин на ранних этапах эксплуатации покрытия.</li>
<li>При температурах ниже минус 5 градусов Цельсия рекомендуется остановить работы, так как мороз может негативно воздействовать на свойства и долговечность материала, а также на процесс его укладывания.</li>
</ul>
<p>Также крайне важно проводить тестирование уложенных материалов при низких температурах, чтобы убедиться в их соответствии стандартам качества и устойчивости к замерзанию и тающему действию солей.</p>
<p>Избегание работы в условиях сильных морозов и снегопадов необходимо для гарантии равномерности слоя и предотвращения создания опасных неровностей на поверхности дороги. Исполнение данных рекомендаций обеспечит долговечность и надежность дорожного покрытия, уложенного в холодное время года.</p>
<h2>Контроль качества щебёночно-мастичного асфальта на различных этапах укладки</h2>
<p><img decoding="async" src="data:image/jpeg;base64,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" alt="Контроль качества щебёночно-мастичного асфальта на различных этапах укладки"></p>
<p>Контроль качества покрытия начинается с проверки состава материала. Следует убедиться, что процентное содержание битума и щебня соответствует нормативам. Используйте только сертифицированные компоненты.</p>
<ol>
<li><strong>Подготовка основания:</strong> Прежде чем приступить к самому процессу устройства дорожного покрытия, необходимо оценить и подготовить основание. Проведите тест на плотность и влажность основания. Используйте методы, такие как статическая нагрузка или легкий падающий вес.</li>
<li><strong>Температурный режим при укладке:</strong> Материал должен иметь определенную температуру в момент укладки. Это обеспечивает его надлежащую вязкость для равномерного распределения. Нормы температуры составляют 140-160°C для битума и 120-140°C для смеси.</li>
<li><strong>Проверка гранулометрического состава:</strong> Методы ситового анализа помогают определить качество щебня. Соблюдение равномерности в размерах частиц критично для прочности и долговечности покрытия.</li>
<li><strong>Плотность и пористость покрытия:</strong> После укладки необходима проверка плотности покрытия. Используйте методы, такие как ядерные плотномеры или катки с импульсной нагрузкой. Стандарты предписывают плотность не менее 98% от лабораторной максимальной плотности.</li>
<li><strong>Визуальный осмотр и ручное тестирование:</strong> Визуально осмотрите поверхность на предмет равномерности, отсутствия трещин и дефектов. Также выполняйте ручные тесты на упругость и устойчивость материала к деформациям.</li>
<li><strong>Получение отчетов от подрядчиков:</strong> Требуйте предоставления полных отчетов о всех тестах и анализах, проведенных во время работ. Это включает данные всей использованной аппаратуры, времени выполнения операций и условий окружающей среды.</li>
</ol>
<p>Соблюдение вышеуказанных методик гарантирует получение качественного дорожного покрытия, которое соответствует всем стандартам и нормативам, обеспечивая его длительную эксплуатацию и безопасность передвижения.</p>
<h2>Методы уплотнения щебёночно-мастичного покрытия для достижения максимальной прочности</h2>
<p>Оптимальная температура для уплотнения должна поддерживаться в пределах 130-160 градусов Цельсия. При таких значениях смесь наиболее пластична, что облегчает процесс уплотнения и способствует равномерному распределению массы по поверхности. Также рекомендуется использовать катки различного типа и веса. Начинать следует с катка меньшего веса для предварительного уплотнения, а затем применять более тяжелый каток для финальной обработки.</p>
<p>Ключевым элементом является непрерывность процесса уплотнения. После укладки материала допустимое время до начала уплотнения должно быть сведено к минимуму, чтобы предотвратить потерю тепла и снижение вязкости материала, что в последствии может сказаться на качестве сцепления слоев.</p>
<p>Контроль за равномерностью уплотнения обеспечивается не только за счет техники укладки, но и правильного выбора оборудования. Уплотнение должно проводиться с четким соблюдением технических параметров оборудования, заданных производителем, что требует регулярной калибровки и технического контроля состояния катков.</p>
<h2>Ремонт и обслуживание покрытий из щебёночно-мастичного асфальта</h2>
<p>Тщательный осмотр покрытий каждые 6 месяцев помогает выявить преждевременные износы или повреждения, предотвращая более серьёзные дефекты. Для устранения трещин рекомендуется использовать специальные герметики, способные обеспечить эластичное соединение материалов и выдерживать температурные колебания.</p>
<p>Аккуратное удаление повреждённых участков и замена их на свежий материал обеспечивает долговечность и сохранение качественных характеристик дорожного покрытия. При обнаружении ям рекомендуется их немедленное заполнение горячим смесевым материалом для предотвращения увеличения размеров повреждения.</p>
<p>Для продления срока службы дорожного покрытия применяют поверхностную обработку битумными эмульсиями, что способствует восстановлению исходных водоотталкивающих и связующих свойств смеси. Особенно актуально это на участках с интенсивным движением и высокой нагрузкой на покрытие.</p>
<p>Профилактические меры также включают контроль за состоянием водоотводных систем для предотвращения застоя воды на поверхности, способствующего ускоренному разрушению материала.</p>
<table>
<tr>
<th>Метод обслуживания</th>
<th>Периодичность</th>
<th>Цель</th>
</tr>
<tr>
<td>Осмотр поверхности</td>
<td>Каждые 6 месяцев</td>
<td>Раннее обнаружение дефектов</td>
</tr>
<tr>
<td>Заполнение трещин</td>
<td>По мере обнаружения</td>
<td>Предотвращение расширения трещин</td>
</tr>
<tr>
<td>Обновление покрытия</td>
<td>Раз в 3-5 лет</td>
<td>Восстановление изношенных участков</td>
</tr>
<tr>
<td>Чистка водоотводов</td>
<td>Весной и осенью</td>
<td>Предотвращение водяных застоев</td>
</tr>
</table>
<p>Регулярное внедрение данных процедур значительно продлевает срок службы дорожного полотна и снижает общие затраты на его ремонт и обслуживание. Следование этим рекомендациям поможет поддерживать покрытие в оптимальном состоянии, обеспечивая безопасность и комфорт дорожного движения.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://aktaustroi.kz/osobennosti-ukladki-shebenochno-mastichnogo-asfalta/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Альтернативные материалы для строительства дорог &#8212; что используют в мире</title>
		<link>https://aktaustroi.kz/alternativnie-materiali-dlya-stroitelstva-dorog-chto-ispolzuyut-v-mire/</link>
					<comments>https://aktaustroi.kz/alternativnie-materiali-dlya-stroitelstva-dorog-chto-ispolzuyut-v-mire/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:15:44 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/alternativnie-materiali-dlya-stroitelstva-dorog-chto-ispolzuyut-v-mire/</guid>

					<description><![CDATA[Эксперты рекомендуют применение переработанного пластика для создания долговечных и устойчивых к атмосферным воздействиям покрытий автомобильных трасс. Исследования показывают, что такие поверхности в два раза превосходят традиционный асфальт по стойкости к деформациям и растрескиванию. В некоторых странах уже делают шаги к широкому внедрению данной технологии в общественную инфраструктуру. Стеклобетон – еще одна перспективная замена классическому асфальту,[...]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,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
hluEHc96arsT5Y68Jt3H/AL4HP5mnkSluiybmxgNjfjoB83Cj1oATZk/eDZAI3xgA4/iP+yOw709UUHcqlcfMGZPuj++2B+QpQGfBALgnptJErDvz/AKjjWfcmbdCCSQR8pdv7xy33RQA7aDg5CBfm5GSgP8AEc/xGkCQP8pVUwPuhRlR6Drlj3NOC8qys7ZJ2FpBiR+7ewHapI2d0TbtPXyySGLHu560AN2LErbt6Y++EYdT92MDH50skkhcqWEhyN2Tnc/ZeewpsZdkj2AbskIN3X1cnilVWKqFB3EFYuMgD+Jz1oGOcknCBHYP8run35O5yB0AzxUUaFhtjCyDcwjYgjGfvydPwFEbybkAjkRHQqG6bEHVvu9/WmuWbcQESNk/ibBWMfVuM0CHn+EiPy1cbQRjKxjqTx1alFwkikMXiXbuddx4UfdTA9aaXQsxmCheJHAI4A+6g5P5UcR5ZkRSp81xx94/dXp9OKAHszZYszM4wWwzH94furz6UpXaGUfMQfLUsoGXP3j+FR73V8bo28tuxzl2/wCA84o/eAbI4QSuYkOCeT1P3eaAFEcQJCN5e87AXbfhF6nByMGkSIAZVyS37xjswNo6dAKeC5wqxOof90n3+FHXoKeT5hxt/wBa2SdkjYRfSgBpLR4zneqeY2GbGT06tSsTECPPBYKFALjJY/jQrgurFXG9jKwMXRR06mpUL4jZ45BkmZiVUY9PpQAkgQeYqRDBKRBlUZz9cVGyxNJtLS7jNjLyHoPYEDrUjqFZGkdRtUzOTM3OemQBUQleNYxGF2xRFnIXOCffNADgGcx5mjXczv8AJHzjp3NRorvHFtil4iJJZ9oA9sE1LhgrjDfu4MZMoAy30omJjabafuQBeFJ/z0oAgbyvKJMgVvs4yCWPb+VIYoAkhjQqWhXGxCM//WqxK4VZ1Uk7YFXsM9adMDi6UhjiBQevofagCCW13mfMk8h2KADlR/KmSW80ZujEqRAbMgKSx5NWJ41L3GVAPkLnCk0TAg3AV1AMS8Mv196AK8s8qi4PkzHBXDHgZod7cNMZCsbKw5DZbB7Zq46O3nDjmIEjCn+WaglSZ/MIQZkjDEgY4H/AfegCJ4I0d3VzIEI+YAsefeo1Bj5NvPuSQEGUH8/arMgL+bu4DoGXD+n4UyZtplaOSQvKiuuMsBj14oAia4JGI0Zh524MzEBa0La4zGVEjEBiCT3qOdBMzMFjK7Q2RlSf/HTVi3gMgkVGXIAYjeWIz7kCgBy3hUgFVJHepkuonIzkVTmtZFycE/hVVmePqG/AUCN6SZZI8QsFNVGglk5dW9sHIrNN6FX5QxPvxSR6nOp64HpQBo+SFycVUjddOvA6t+4kO107L71JHq+4fvVVhVpJ7CVdrBVB9aALLAY3LyD0NMzngA1IhgXakbq4xx81OkYQ4LAYPcUAMCnPelVAfen7wRQp9sfSgYqgAdBVaZQW4OBU7ezYqu6HPDDNAiMYU9SakWRtwwGJpojPengheB+dAF22bepVxx6GuO8R6KNOlEsHy2Tnp02N6Z9DXX2+cZ6VLcQx3Vu0UqB0YYZT3oGmeVzRpG25pkx1VSc5/HrVee1DtuDqgOCAc5P6Vo6zZPpeoPCVDoPmjZhjK/54NVUuFZ8zFohjoqhyfzIwKVrF7no7dOnSoW9TUrug6c1AWJ7GmQIN3r1oO4cZyaQ5PtSohY8UDBSQcKQSal8mRl9Kljh2cjH5USvtFAiHygp+Yk0jFQOADTCzFuP509YweScmgCFgznAx+FSJCRyQBTgAmScDFU7nU4YSyJl5F7sCF/Pv+FAGgAEGTgLjvVWbVbaNtgJkOONvT86yLu8NzJhnWRRzgHcB9AQKgBXergoncEkZ/Ec80DLd1qU04OyTy0IJAjOCvpk96rKdgITKZYcjqT3qPlmACq3ykcEjk/Tr/SnOoTJ2YPCgqw4/WgB2VySXIHP3+xprZIyI9gAGSnanZIb77be3zZH4CmsuQOc9+NpP60CFVxtAU9cjaw7elNzkbSQBjHAIHHpik2b+FVTkZGAMkexpFjZAPmPbG4nvQA4gbyxYEkggbjyfSnl9uQxmUDJLAClAIXIyxzj75/Pr0qLBB6v8vPyk4/XtQA4vkAJeKTjo/wD+qkAUMPPFuxHGRJgn0HNK8qjh5M4/vLjdnvkdv84NBbYy85XOG+bn9VNACPJAAR8ufu5Ew6/4CjKv/q5RgHsQ2M9+veh5HwQpZeRwyK2f8+n60ittcEwwfNyD5YBf9O35e9AAUcj72SMrxkfhwetA8wFSM47fL/L2pdjbFYICNpG5Vzn3H09anS3eQ7mKhNvI2MD/APW+vegCNITIuS7DADb8nv35/nUyxxx8CRiVGclOx6k8dDUgjIZRiJRkscb1wv8AQe55p6l41UhkyeVAkYZHtkfqaAIB5OQGcdMAuMYX1/zxUiFGwUIPmDA+ZT8o+vb8hTw85ACsDx2lGPoMjj6mk8t2x5ixSEjnBU5P+zkfmx/CgBjKXJG1skZ5UHj1PqPrx7Usa5B+ZeTxywJHrz/M8U8lt2UiA4/gIwT6Dnn6mmxqxZWdCNxycfNlvQc8/XoKAHj0Vu+4EP0Hr838z+FM2o/zcnPIJHb1z2/3j+FOLMfuhHZjxwDvb16/MR+QoRCSPuvznIHLN6j+8w/IUAMZVQghVUDnIyv489B7nk00yqAFG5QOoKkcd/8AdX9TSyMWGBtZQfkOS2W79xub9BUbttVeFGDg/Luy31z8ze/QUAOMwKY3MPlxypX5ff8Aur6DqaY7grJ5gO1R83mDAx7gdF9FFLAjOSzEfewDFklj7Z6t/tdBUiBojgKFVSQOC53ex/ib3oAZD85YF8E8ssgwO33v6LUdxjaSsm8sRxICdx6ZPv6ClXfHJldqDO1CACQSeQCerep7USROuJFIXZwGTB5PXHTJ7ZoAIkKRMJH5DZYsfunsMY+ZvbtUqoACOU2kE87sHtz/ABOf0pAXVNyFUKfIrISdhPZPV/U1KoMEWGKoyDBKjIQnsP7zH1oAYWi6SKAck9clD6+7H1poCxn5QI1Hyjaw+XPZf9o9zQDKAckJtGGAySmf4Rzyx9e1TKjqPvKrovJOSIR7ern1oAa8CEHdvA+78jAhc/wL7nvTJgqFlaRlwArhBnaOyD+tSHzQ6KJXiKrnA/5ZL6nj7xpUDIkfISQAmIOeUXu7cHk0AMdwpKyOSxHzAY+UdkH9akSNY4yPMI4BlcOeB2Qe9NEykR7JMZB8sMzHn+J24FKJGMkKWzZVWyCT94/3jmgYwybCvmPsOMyA7jtXsgpxcMS0+5VKDzMBvlTso9zTmibcJEk3Kr/KuATK/rn0qJ/OORjcqyfMzZO9z+Hb0oESFQucb0BwZAA3yr2T8ajlMUpYyybdo3SKMcL2XBGeakwsQfJMvltlzyN8h6Dr0FEiyLuLs7CMh5McbpD0A47cUAIxVS3mtHgAPKoUD/dQfjTmeIOxeQOy4eQK4+d/4VH0oDyRZJU7on3ufMPzueB/D29KBJKhczS7vJPmNls7nboOlACkrEwLlpfL+Zv3g+eU9O/amPLjaEWbch68HdKe/wCFD+TFIquYn8vMj4UfNIeg/wA+1JGyoFbZv8rLNhsbnP40ASLtj5Dz4j+VMpnLnqeBQxt1QqhY7B5aExtncepoDPEgUKQYBuP73q59s/54pw3ITuAPkIXJzn5jQA1zZgFUVcYEaZjP4n60xntM4iuBHkiJBuK8DrTniliH+uAaFN5wckMeo6U6ASxuTJOAsSbuQDyaAEeeCTeVugPMYRqFI6Dr1pv7mYnFyz75AgyQRtHUdPapmlZHXYwUQRlugJyfwpIjOhUSTcRRlziFcEmgCQFHDqrj95IFwuM4FRTfP+8YSZkl25HHA/D2/WkTMfltuhQxxGQsYgDz9KjEQVo9xwY4S7Ha3JP40AL5iklSu9pZR1yx2j649KfJP9o3IJAWmkACjOQFPOfyNQRNKrW6xruCIWAKAYz7nk9TSCX93aiaRFViXChs846nGPWgCzKySR3So2/zXWPjjHQU25j8wXkqqijCoMj/AD61FGqtbwmOQKGuC33QD1POT9Kc5ZYJd8yMfPG4kgkjjFAE1ywU3fKEJCBgMCO9DZ82ZWJGLYZKnNV7iY7rrM6DpuxjkY7UpnLSuPMDFoeoA9fagCwGWVowzE77bvUcDKDakBBviZeg7fX6UyCVXNu3ln54Sq5U8cDrzT4owVt2MUa+W5ToD3+tAEcM7AWjHcR80ZwAKkjlIWAvJjazRNl+oPT+lIIphDgJEfLfdwgOKTyrzMi+VF1D8RdT+VABGwRI90oPlExP8/VT0P1qxYyvBdRIzlyG8ojPbseaj8uYu27Zh+cfd/p71LaEmVX8wBZVwDy2Tj6/WgDdIUjBFVLizjblWCt7jNJBdQmNA0p3Ed1xU/nW4zmTd9KAM/8Ast5jhpAx9cdKo3elyQSMud47EV0ccqlMxJ8vrUN3gQs77T6LnrQBybwsnUYqN5CPlrfNtDcrndIhPbAqOPQ4AfnuGI9wBQIwBK8UiujYIORXWaVdreW3IyR2Pb2qCTQrF1AEpUg9RjJqxZWFvp5Jhmcg9QxBoAnkQJwOlNBGOlSuu45yKiJAPWgYvJpNo6k1G88ad81Xkvx0WgC5hByxFRPPGOFUfjVF7hnHeoyTnrQBeF8w+Xp9Kkiv5t33cj3qjGB3bj2FTjOAFXHvQAa9pi6rY+bEoMqfMoI/MVwraeTwCDjgn39MV6JaTGM4IytZeveHhdzC7tIUd5PvqTj8R/Wkxpj2aZQKBI4HJ5qzMuPeoPKGM9KYADv5Y1ZhbbgA4qpIyxJud1RR3Y4qGSaco2yM49Y5AWP+FAGu8wjXLuqD1NUp9QtcgGVSW6Yyc/lWUXuWO6UYwcD5M7vXJz/9amMqyEqMx5+UAI3zfj/XigC+2q2SKCZj6AKhOf0qu/iCAKfIRy396RSAB6ms0T+W2wnb/CDn735irYWORBtkRgT0VwcfT1oArT6o86gzMx4yUwQv5etRi64+UfwgD1/D39qvLaM24hSBnOWQEZ7dO/0prQKzN5iDk5IZGGfrQIqvcEkgncvspBPtSNIrPuAYt6BOPw96sNbxFgVEK/Nxyd3+f0pqqgCLsUjk/KePqKAI/OBK5zyODtxn2+tIJouSZMZHPzY59MetTRQrgOglwc92x+P/ANagRPwSyqQCPnAGB6HPb260AM8xiHYDdgAsQp/ClkPDhvMQDrgZHPfn60G2Ug4WNsJxyAQO+fQfWg2qLnEbR4xgrIQceoHYUwId8aZGV3DruX9alVkkUhdjDHIB7UohkBYK0w+bj5c59x/jQYSRmQRnDZAKkc+3+NAAAyH7sowNx+U8igMD8qysOM/OxHHr83amCJTwsYGDxsm6n29frTlUZw7EnOTufcD7UgGKGz8oLg9kKk/gPSn4ChdhTHXkEEeuKeLfzY9wQHPORgH8TSMrBijGXe3vn9O9AChsYIJXI4RgCMfzpEAUZQMoc8Ak/MP89qlW035KNGf+ukecexOefoKsLDsVggjJOM7gQfx9BQBCsMYxw2c9AOB+X8hk0pxhw6sACNxK457d8D8efapCgK8qp3DAZWI3ew74/Kjym6qVXb1PmAbR6DjA/nQAOUKESOePmK4PJ9Tn+bflSBo2wwDEyDpw2foO/wBTgU8LcF1RASMZKiQE4x2B6/VqcXYDDxklj1ADqf6ufbpQMaHLgDfMFbnITdnjoMfeP6U19vJ+bcfl+fcce3H3j7DgUbXflkxz8+R0HbJHX/dFARVLeYNrHjDnbx7nPyj/AGetAiLADD92uBxyzH8Pc+wqRRuDKQEycMeTj2zjr/singSB1AhTOPvKcEL+fyD9TSncilzJjdxGF4J/3B2+tADT5SqZH44xgnGB6Hjj/dFMeVnZk8uRRt+6cdPVv7o9h1pHeTJkVkBHyqcZUeygjlvekdSE+cQEqO3IQ+pwfmb6UAIWj2nBl6cAoFLD65+Vf1o2q7IUDk7Tgbdu4eg5+VfekjAIx5A2gZbzDjP+0/P5ClVJMLub5m+cqV++P7zeg9qAHBWwNgLnbtHl8Fv9lR2X1NMTLBSQz5BUbHGX9QvH3R3NPO2U7Wy/m8khNhlH5fKopqqHAz+83/KShx5gH8K8cL70AII45dowxznbsXBY/wB1OPzNCsrYhm3uyDAKE8gfwr/ImnvgbvvHnYWjH/kNP6mnFH+Z8BTHxlGwqD/nmoxyT3NADQxQqVJC/cyq4CH+6nqfU08FS+HlWIpnOMfu/ZfVj60v7ximHiTCc4A2Qr+fXmkiWQzxmG2BBU+WGJGB3Y89aACORGGIMBoycBukY/vH1Y0sUJYBgp8xuYkLcY7uwNA3hAGd3TdwByZX9enSlZWKyhn3Ef659ox7IOKAF3RhSy7pV3cH/nu/qf8AZHp7UwSRm4xM7ylh82DxI3oOegqRzIQdxRJWTlU4EKen1ozIywmJViJGI0JPHqT1oAUtJmTzsqu3MpUkbR2UGkjkXeyhjE7jlmlGET0HvSHYoG0GWONsKG4E0nrx70jLhiGeFtp3TEE/M3ZRzQAkBj8wtCzCQ5WNeB5ad2NKWUIDAp2/dgG08n+JzThv2SI42FhvlIk+6Oy9aQmUgAkpJKMbgM+XH/iaAEEgSRVhVnCfLHxkO/djx2pBIq/O8isIm+UMeZJfXHoKajsrKIWRd6lIQ3BRe7c+tMV5AYjCFOGMcOACPduv1oAfI4SPYp3BPm3f35D/AIUwbW3FhIwUc4/ic9v5VLlVXcmNkZ8qIFvvuercfQ/rT8CEBSVlS35Y7W+eQ9v1oAaII4WHnZbyl3Sc/eY9BSfaY1VEO4bD5jkdd3YU0iQMVOMRfvZCEPLHoP8APtT44ZS8SyAHd++kyMY9M8f5xQBCpMrjzGlO755Ttz9BUwWOJIfNYfOfMbJ529v6U7mSIL8qvctk4OcIPw/zmkJeRHMaNmdvLRuRhB1P86AGrPHKGADMZJN7YH8I6Uo/fnAi2+fJuyVz8op8jn96d6qT+6jBP5n/AD6UpKwlniETCJAikYHJ696AFdRKsjlVHmyhFPTgUSt5iz9QhdYh8tIBKGCEqn2dNww5PX2zRDwLeMZL5MjK/H8x70AJdCER3ahnYYWPJTOP096W4kVWuOHbbGqL8vT9KRPNlEZdCqTyljlR0HuPpTpXLrJtkUiSULjPBA44B/GgBJI4zLMGhI8u3B+8Mkc9se1J5axS2ykOpEJ4VAfTpxT5Xik+2KsZLbRHkH29j70oUR3Q8zyw6w9y6jqKAKUcdtILRpGBGDu3OMZ57YqTyMQMUEKr54Jww9R7U6IzD7GVkZtxJ2iU45BPp71KQslo4kVGb7QOWJJJ3euBigBs6yL9uwynKg8duPpSGSU3gUwu4aHsx9R7UXVtAovyIlyoGD5jrg7ewp4hVbwGMupMHGGY/XFAEUMkTLZKHdHKkbXU5GB7jB6UxmuYIz+4SVTNnckR3KM+mKkgOIrTzAkgBYKWR+vI55o8oC1n4RBFJu/5aAdvegCGa38/7UzBVIIA/gI/SmyQXhnbybiKU+TxvkG76e/1rQk3LLcjCqGiB+cnafoaqmSaSZY4cNujwFlcMh6+2aAEt5NQilt91qsgEZUbWBPTvk+1PhlUpCJ7QxhHIZiSuB/LvUUUcqGGaSaElX2cRDjPpzTjbTiKZRcupjYOQkYHH+RQBp20IeNljRtgY7d5yR+NWGWJBgnJ/ur1qpp6Kty6hpD5w8wEmtXywq8gCgCASP5YAPkp0wOtVyFY7VBJ9ScmllkLHAH0qzaQkKCR1oAGsy8A2SMj9frWROl3G5VstjvmujJwAB0qvdQrIM9KQHOs8uPmY/nRvJ/jb86vy25B4AxUBiCtjFMRHZ6gZLcIzfvEO3nuO1RS3jknLH3rNdjBdOvbdg4qfmZ+OvemBI1yx7mmiY9MnNTxWLMck/pVqO0VO2fqKAKSPJno2PpV6FHOCykVOsYXoB+VOPHU80hiA4OMfhT8kiojJgjjFG/B6/hQBMpIOc1bhvCikY3YOKzS5HPpTlYjmgCyyHPNVri4ihIDNknoACSfpim3d4trIqFHdiOi4wPqe1Z6XkjFSbq6jJ5YNEpAHbpyP60DGS3ayHP2y1cBujpwnsMn5m96h2rIzYisWzwcS5
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
oAvfZIG0p7nZiZpCm9SVIUHoMdPwqHUbC3guWhiEiRpB5iqJWADZ69etFFIZi/aZxYW7ieXdcOBKxcksNpOPb8KYdQulkvGExzbriLIB2jbRRTAt2GJvsCSqjLcZeXKj5zjPNWJlU2t3OVXzRIYw2OijsPSiikBZ0+1tzfpEYU8tIiyrjoc9atLY2502CbawkncCRhIwLDJ44NFFMRXuIVtriTyWkURgbB5jELkHoCawTdzs9tGz7knfMoIB38Z5oopAWradm1GYFYsIgC4iUY+nFbEFjbGOxQxDbP80nJ+Y7c9frRRQBLJaRIuoyqZBJAv7s+a3y/Lnjn1rBvbmZYra38wtE25mVvmyRzznrzRRQAkN5M6TSP5bPuKbjEpIUDp0rWe1gjSwEcSp67RjOB39aKKALZtYhDf3YVhPGMK4c5HH1rJhLTXUNvJJI0QBfbvPUEYNFFAD43Z7W6kY/vGcqWxg4BwBn6VWW4d9QjRhGyopCgxqQOcelFFAFy3himsrcSQxnzbgB/kAJGTWibO3F1qDCIAwxDyyONvBoooArG1hF1YQhMRvEWZdxwTxzVCWNFtpiBy05UknORnpRRQBptBEbmZ/LXdHAuzj7uQc/yrOjhjzp8W3CTndIASNx25z+dFFACXU0sUOoyLI+8PsBJzhQOnP1NSwxRyzQI8aERx5XCgY7dvaiigDRh061OnF/LYM8uGw7DPzY9fSpp7G3juH2hxtjBH71uOT70UUAc5c3dxDDbBJn5Izk5zwT3qfTJ3vLfUGuQkrJgKWjXjj6UUUAWLe2glvbUNGoARj8vy87faonaQW+oOJZdynj943H60UUASSys09sxwSIyQdo45FUI7qUwwKShDy5bKKc/MfaiigDYgt4Wlkk8pAyouNo2jv2HFQ2iCSDTw5chpAD859DRRQBYns4EurzYrLwvRz/d+tY1zPLBFB5UjKFPAznHymiigAsr+6mj1AyS7ivA4H9ykM7J9mISLOwnmJTzt+lFFAFvVALe0upIUSNm2g7VAByvp0q/5MTS2LmKMMc5IUAn5faiimBPFp9pINQ3wqce5/u1HNYWwTTWEe0kclWI/hoopAZN3I9tJexwyOqZHG4nqvvUUV1M8+nxuwdHYBgyg9veiigDTuLWApfp5SAKmRgYIOPWs6wu5mksyzKxKNksint9KKKAJQQdPn+SMfvM8IB/IVag4uoJB99gQT+FFFAG9bjI+lTNxwKKKQIbS5xRRQBUnAznFUn5bJoopiG55IqaEkZIoopgXoyTGM0/0+tFFSMSNi0fJzzikkAB4FFFMBpAxTT1oooEJmloopgf/2Q==" alt="Альтернативные материалы для строительства дорог: что используют в мире" title="Альтернативные материалы для строительства дорог - что используют в мире" /></p>
<p>Эксперты рекомендуют применение переработанного пластика для создания долговечных и устойчивых к атмосферным воздействиям покрытий автомобильных трасс. Исследования показывают, что такие поверхности в два раза превосходят традиционный асфальт по стойкости к деформациям и растрескиванию. В некоторых странах уже делают шаги к широкому внедрению данной технологии в общественную инфраструктуру.</p>
<p><strong>Стеклобетон</strong> – еще одна перспективная замена классическому асфальту, которая собирает положительные оценки за счет своих светоотражающих свойств и уменьшенной склонности к накоплению тепла. Эта особенность делает стеклобетон идеальным выбором для городских условий, помогая снижать урбанистический &#171;тепловой остров&#187;.</p>
<p><em>Применение резиновой крошки</em>, полученной из использованных автопокрышек, в создании поверхностей трасс, привлекает внимание благодаря своей способности поглощать шум и увеличивать амортизационные качества дорожного покрытия. По последним данным, дороги с добавлением резины обеспечивают более мягкое и тихое движение транспорта, что находит одобрение среди автолюбителей и экологов.</p>
<p>Инновационные исследования показывают, что использование <strong>геополимерных композитов</strong> на основе метакаолина не только снижает углеродный след от производства, но и значительно повышает устойчивость дорожного полотна к химическим и физическим воздействиям, продлевая его эксплуатационный срок без ремонтных работ.</p>
<h2>Применение переработанного пластика в строительстве дорог</h2>
<p>Современные технологии позволяют использовать переработанный пластик для создания долговечных и устойчивых покрытий. Отходы пластика, преобразованные в гранулы, вводятся в состав асфальта, повышая его качество и снижая нагрузку на окружающую среду.</p>
<p><strong>Преимущества такого подхода:</strong></p>
<ul>
<li>Улучшение эластичности покрытия благодаря пластичности компонента.</li>
<li>Снижение количества трещин и выбоин на поверхностях.</li>
<li>Продление срока службы покрытия благодаря более высокой износостойкости.</li>
</ul>
<p>Технология включает смешивание от 5 до 10% переработанного пластика с традиционными битумными связующими. Этот процесс не только улучшает характеристики асфальта, но и способствует утилизации пластиковых отходов.</p>
<p>Экологический аспект является особенно значимым, поскольку каждый тонн переработанного пластика в асфальте спасает природу от накопления значительных объемов мусора. Исследования показали, что покрытия с добавлением пластика меньше подвергаются усадке и размягчению в жаркие периоды, обеспечивая лучшее сцепление с покрытием.</p>
<p>Использование переработанного пластика в сфере создания покрытий улучшает их эксплуатационные свойства и является значительным вкладом в сохранение экологии. Эксперименты и практическое применение данной технологии в различных странах подтверждают её эффективность и экономическую выгоду.</p>
<h2>Использование стекловолокна как армирующего слоя в асфальтобетоне</h2>
<p><img decoding="async" src="data:image/jpeg;base64,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
NQ27BnO4ZQYBX1Hp7UUUALE+4EjcrEhQwc5ABxwetLaHMmeQ3zZIJGf/AK9FFAFo26hwI8p8gIOTkfT86iKJFh9oORiiipGf/9k=" alt="Использование стекловолокна как армирующего слоя в асфальтобетоне"></p>
<p>Применение стекловолокна в качестве усиливающего слоя в настиле из асфальтобетона позволяет значительно повысить его долговечность и прочность. Этот высокомодульный компонент вступает в реакцию с асфальтом, образуя покрытие, способное выдерживать высокие нагрузки и атмосферные воздействия. Сетки из стекловолокна эффективно предотвращают образование трещин, тем самым увеличивая срок службы дорожного полотна.</p>
<p>Особенно эффективно стекловолокно демонстрирует свои свойства при ремонте и укреплении дорожного покрытия. Укладываясь между старым и новым слоями асфальта, стекловолоконная сетка обеспечивает высокую адгезию и уменьшает риски деформации под действием интенсивного движения. Это также способствует лучшему распределению нагрузок по поверхности.</p>
<p>Применение стекловолокна является экономически выгодным, так как обеспечивает более длительный интервал между ремонтами дорожного покрытия, снижает потребность в энергоемких асфальтобетонных смесях и повышает устойчивость дорожного настила к климатическим изменениям. Кроме того, упрощается процесс укладки асфальта, что позволяет сократить время строительных работ и обеспечить более быстрое возобновление движения транспорта.</p>
<p>С учетом вышеизложенного, стекловолокно в роли армирующего слоя становится оптимальным выбором для проектов, требующих повышенной надежности и долговечности дорожного покрытия, а также для зон с интенсивным движением и жесткими климатическими условиями.</p>
<h2>Применение геосинтетических материалов для укрепления грунтов под дорожное полотно</h2>
<p>Геосинтетики, включающие геотекстиль, георешетки и геомембраны, значительно улучшают свойства основания под дорожными покрытиями. Эти компоненты повышают устойчивость грунтов, предотвращая их деформацию под воздействием нагрузок.</p>
<p>Геотекстили – один из наиболее часто применяемых классов геосинтетиков. Они выполняют функцию разделения слоев грунта и агрегата, предотвращают перемешивание и сохраняют объемную стабильность, что критично во времена осадков. При укладке геотекстиля между слоями почвы и щебня, вода свободно проходит через текстиль, тем самым предотвращая уменьшение несущей способности дорожного основания.</p>
<p>Георешетки применяются для укрепления дорожного основания, особенно в местах с слабыми грунтами. Они эффективно распределяют нагрузку, уменьшая вероятность колеобразования и просадки дорожного полотна. Использование георешеток способствует уменьшению толщины строительных слоев, что позволяет сократить объемы использования дорожного щебня и асфальта.</p>
<p>Использование геомембран при строительстве дорог препятствует проникновению влаги в основание и улучшает его эксплуатационные характеристики. Геомембраны также защищают дорожное основание от загрязнений и химического воздействия.</p>
<p>Совокупное применение геотекстилей, георешеток и геомембран значительно продлевает срок службы дорожных покрытий, снижает необходимость частого ремонта и уменьшает эксплуатационные затраты.С учетом экологических и экономических преимуществ, выбор в пользу геосинтетиков становится оптимальным решением для укрепления грунтовых оснований дорожных покрытий.</p>
<h2>Эксплуатация композитных материалов на основе резиновой крошки в дорожной индустрии</h2>
<p>Резиновая крошка, полученная из утилизированных шин, служит исходным сырьем для создания новых покрытий. Применение этого типа компонента позволяет существенно снизить износ асфальта и повысить его устойчивость к механическим повреждениям. Продукт демонстрирует высокую эффективность в поглощении шума, что делает его идеальным для использования в населённых пунктах.</p>
<ul>
<li><strong>Улучшение дренажных качеств:</strong> Смешивание резиновой крошки с традиционными асфальтобетонными смесями способствует улучшению водоотведения, что минимизирует риск аквапланирования на дорожных покрытиях.</li>
<li><strong>Снижение образования трещин:</strong> Резиновая крошка придает асфальту большую гибкость, предотвращая образование трещин при температурных колебаниях.</li>
<li><strong>Повышение срока службы дорожного покрытия:</strong> Благодаря своим свойствам, резиновая крошка увеличивает долговечность дорожного полотна, снижая необходимость частого ремонта и, соответственно, затраты на обслуживание.</li>
<li><strong>Хорошая сцепляемость с дорогой:</strong> Поверхности с добавлением резиновой крошки обеспечивают лучшее сцепление колёс транспортных средств с дорогой, что способствует повышению безопасности движения.</li>
</ul>
<p>Применение резиновой крошки значительно повышает экологичность процессов благоустройства дорожного полотна. Переработка старых шин в резиновую крошку способствует уменьшению объема отходов на свалках и снижению загрязнения окружающей среды за счёт утилизации потенциально опасных веществ.</p>
<p>Применение резиновой крошки в композитных покрытиях – это не только экономически выгодное решение, но и значительный шаг в направлении устойчивого развития и экологической безопасности в дорожной инфраструктуре Казахстана.</p>
<h2>Базальтовая арматура как альтернатива традиционным металлическим сеткам</h2>
<p>Базальтовая арматура активно заменяет стальные сетки при укладке асфальта и бетонных работ, предлагая долговечность и устойчивость к коррозии. Этот выбор становится все более популярным в силу своей прочности на растяжение, которая в пять раз выше, чем у стальных компонентов. Базальтовые волокна производятся путем расплавления природного базальтового камня и вытягивания его в тонкие волокна, что обеспечивает высокую теплоустойчивость и минимальное водопоглощение.</p>
<p>Применение базальтовой арматуры в дорожных покрытиях значительно увеличивает срок службы дорожного полотна, так как она не подвергается коррозии, которая часто встречается в стальных аналогах из-за воздействия солей и агрессивных сред. Помимо этого, базальтовая арматура обладает низкой теплопроводностью, что предотвращает преждевременное разрушение покрытия при температурных колебаниях.</p>
<p>С экологической точки зрения, базальтовая арматура также выделяется благоприятным профилем. В процессе производства выбросы CO2 значительно ниже, по сравнению с производством стальной арматуры. Это делает ее предпочтительным решением в условиях ужесточения экологических норм и повышенного внимания к устойчивому развитию.</p>
<p>Интеграция базальтовой арматуры в проектирование дорожных покрытий позволяет учитывать специфические нагрузки и условия эксплуатации, обеспечивая тем самым более точное соответствие техническим требованиям проекта. Кроме того, легкость материала способствует уменьшению затрат на транспортировку и ускоренной укладке дорожных конструкций.</p>
<p>Также стоит отметить, что более высокая начальная стоимость базальтовой арматуры компенсируется на протяжении эксплуатационного периода, благодаря снижению расходов на ремонт и обслуживание дорожного покрытия. Таким образом, базальтовая арматура является целесообразной инвестицией для улучшения качества и долговечности дорожных сетей.</p>
<h2>Использование бетонов с добавлением золы угольных электростанций</h2>
<p>Применение золы от сжигания угля в качестве добавки в бетонные смеси обеспечивает улучшенные эксплуатационные характеристики и приводит к экономии цемента. Зольные добавки улучшают прочность на сжатие и снижают пористость бетона, повышая его долговечность и устойчивость к агрессивным средам.</p>
<p>Исследования показывают, что использование золы в количестве до 30% от массы цемента может существенно увеличить время схватывания бетонной смеси, при этом не снижая качество конечного продукта. Эта мера также способствует снижению уровня углекислого газа, выделяемого в процессе производства традиционного портландцемента.</p>
<p>Зола угольных электростанций содержит активные силикаты и алюминаты, которые вступают в реакцию с гидроокисью кальция образуя дополнительные гидросиликаты кальция. Это приводит к увеличению плотности и, как следствие, снижению проницаемости бетона, делая его более устойчивым к коррозии и износу.</p>
<p>Золо-цементные смеси используются не только в благоустройстве пешеходных зон, но и в основаниях для магистральных трасс, где требуется высокая прочность и долговечность покрытия. При этом, экономия на цементе и снижение вредных выбросов CO2 делает эту технологию выгодной и экологически ответственной.</p>
<p>Переработка и использование золы как сырья для производства бетона не только решает проблему утилизации отходов ТЭЦ, но и способствует сохранению природных ресурсов. Подобные практики демонстрируют современный подход к использованию доступных технических ресурсов с максимальной пользой для инфраструктуры и окружающей среды.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://aktaustroi.kz/alternativnie-materiali-dlya-stroitelstva-dorog-chto-ispolzuyut-v-mire/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Как сделать дорожное покрытие более устойчивым к нагрузкам</title>
		<link>https://aktaustroi.kz/kak-sdelat-dorozhnoe-pokritie-bolee-ustojchivim-k-nagruzkam/</link>
					<comments>https://aktaustroi.kz/kak-sdelat-dorozhnoe-pokritie-bolee-ustojchivim-k-nagruzkam/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:15:40 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-sdelat-dorozhnoe-pokritie-bolee-ustojchivim-k-nagruzkam/</guid>

					<description><![CDATA[Оптимизация смеси асфальта с использованием полимерных добавок значительно повышает его способность выдерживать механические воздействия. Полимеры, такие как SBS (стирол-бутадиен-стирол), введенные в стандартный асфальт, обеспечивают более высокую эластичность и долговечность покрытия, уменьшая риск образования трещин при температурных колебаниях. Проведение геотехнических исследований перед началом строительных работ позволяет адаптировать состав асфальта под специфические условия местности. Это включает анализ[...]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,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" alt="Как сделать дорожное покрытие более устойчивым к нагрузкам" title="Как сделать дорожное покрытие более устойчивым к нагрузкам" /></p>
<p>Оптимизация смеси асфальта с использованием полимерных добавок значительно повышает его способность выдерживать механические воздействия. Полимеры, такие как SBS (стирол-бутадиен-стирол), введенные в стандартный асфальт, обеспечивают более высокую эластичность и долговечность покрытия, уменьшая риск образования трещин при температурных колебаниях.</p>
<p>Проведение геотехнических исследований перед началом строительных работ позволяет адаптировать состав асфальта под специфические условия местности. Это включает анализ грунта на предмет его несущей способности и устойчивости к морозу, что критически важно для предотвращения деформации и разрушения покрытия.</p>
<p>Применение георешеток и геотекстиля под асфальтовым слоем также способствует равномерному распределению нагрузок и предотвращению разрушений от динамических и статических воздействий. Эти материалы улучшают стабильность основания и значительно продлевают срок службы асфальтовых дорог.</p>
<p>Технология глубокой стабилизации грунта с использованием цементных вяжущих или специальных эмульсий может значительно увеличить прочность основания под асфальт. Обработка грунта на глубину до 50 см создает прочный и устойчивый слой, который снижает риски деформации вследствие эксплуатационных нагрузок.</p>
<h2>Выбор материалов для усиленного дорожного покрытия</h2>
<p>При разработке поверхностей, предназначенных для высоких транспортных и технических нагрузок, основное внимание стоит уделить использованию модифицированного битума. Этот материал обладает повышенной адгезией, долговечностью и способен выдерживать экстремальные температурные колебания без потери качества. Модифицированный битум также эффективно сопротивляется образованию трещин и растрескиванию за счет добавления полимерных модификаторов, которые улучшают эластичность.</p>
<p>Использование цементобетонных смесей является ещё одним решением для условий, требующих особой прочности и стойкости. Цементобетон устойчив к истиранию и хорошо переносит постоянные динамические нагрузки. При выборе компонентов для бетонной смеси необходимо обеспечить соответствие зонам использования, особенно при проектировании в местах с высоким уровнем осадков или сильно меняющимися погодными условиями.</p>
<p>Для усиления структуры покрытия на площадках с экстремально высокими запросами на прочность, таких как развлекательные и логистические комплексы, целесообразно применения геосинтетических материалов. Они предотвращают деформацию основания, образование колеи и способствуют равномерному распределению нагрузки. Геотекстиль, в частности, помогает улучшить дренаж и предотвращает смешивание нижних слоев основания с верхними, что значительно улучшает эксплуатационные характеристики покрытий.</p>
<p>Для мест с высокой интенсивностью движения, например, на подъездах к деловым центрам или широко используемых парковках, рекомендуется использовать высокопрочные асфальтобетонные смеси. Такие смеси должны быть обогащены полимерными добавками для повышения износостойкости и долговечности. Асфальт, укрепленный таким образом, менее подвержен образованию колей и трещин, длительное время сохраняет первоначальные характеристики при эксплуатации.</p>
<p>Выбирая материалы для поверхности, необходимо учитывать тип нагрузок, климатические условия и частоту использования покрытия. Правильное сочетание компонентов и качественное выполнение работ гарантирует длительный срок службы и низкие затраты на последующее обслуживание и ремонт.</p>
<h2>Применение геосинтетических материалов для укрепления основания</h2>
<p><img decoding="async" src="data:image/jpeg;base64,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" alt="Применение геосинтетических материалов для укрепления основания"></p>
<p>Геосинтетические материалы, такие как геотекстиль, георешетки и геомембраны, повышают прочность и продолжительность службы оснований за счет эффективного распределения нагрузок и улучшения дренажа. Эти материалы действуют как разделительные и армирующие слои между различными видами грунтов, что предотвращает перемешивание и потерю устойчивости.</p>
<ol>
<li><strong>Выбор материала:</strong> Выбор типа геосинтетика зависит от специфики проекта, включая типы грунтов, климат и предполагаемые нагрузки. Геотекстили подходят для разделения слоев грунта и обеспечения дренажа, а георешетки лучше использовать для укрепления основания путем равномерного распределения нагрузки.</li>
<li><strong>Установка:</strong> Правильная установка геосинтетичеких материалов требует тщательной подготовки основания, включая очистку от органических материалов и больших камней. Материал должен быть уложен гладко, без складок и повреждений, затем прикрыт слоем плодородного грунта или щебня.</li>
<li><strong>Контроль качества:</strong> В процессе укладки материалов необходимо проводить постоянный контроль качества, чтобы обеспечить их целостность и правильное положение в соответствии с проектной документацией.</li>
<li><strong>Расчёт толщины слоя:</strong> Толщина геосинтетического слоя и его характеристики должны соответствовать расчётной нагрузке и ожидаемым условиям эксплуатации. Общепринято учитывать не только вертикальные, но и горизонтальные нагрузки.</li>
</ol>
<p>Применение геосинтетических материалов для укрепления основания помогает значительно снизить вероятность проседания, трещин и деформаций, а также улучшить показатели водоотведения, тем самым увеличивая долговечность и надёжность инфраструктурных объектов.</p>
<h2>Технологии укладки асфальта для повышения долговечности</h2>
<p>Укрепление асфальтобетонных слоев начинается с изучения состава материала и его адаптации к климатическим условиям использования. Применение модифицированных битумов, содержащих полимерные добавки, значительно повышает сопротивляемость асфальта температурным колебаниям и механическим воздействиям.</p>
<p>Технология тщательного уплотнения асфальтной смеси способствует её долговечности. Уплотнение должно производиться горячим способом сразу после укладки, при этом температура асфальта должна быть не ниже 120 градусов Цельсия. Использование современных катков с вибрационным и статическим режимами позволяет достичь оптимальной плотности всего слоя.</p>
<p>Эффективность укладки также увеличивается за счёт применения геосинтетических материалов, таких как геосетки и геотекстиль. Они служат дополнительным армирующим слоем, распределяют нагрузку и предотвращают деформацию асфальта под воздействием транспорта.</p>
<p>Профильное миллингование – ещё одна технология, благодаря которой повышается сцепление нового слоя асфальта со старым. Миллингование удаляет изношенный верхний слой, обеспечивая лучшее прилегание и сцепление между слоями.</p>
<table>
<tr>
<th>Метод</th>
<th>Описание</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Использование модифицированных битумов</td>
<td>Применение в смеси битумов, содержащих полимеры</td>
<td>Повышенная устойчивость к температурным перепадам и механическим деформациям</td>
</tr>
<tr>
<td>Тщательное уплотнение асфальта</td>
<td>Применение катков с вибрационным и статическим режимами сразу после укладки</td>
<td>Достижение оптимальной плотности асфальтобетонного слоя, увеличение срока службы покрытия</td>
</tr>
<tr>
<td>Применение геосинтетических материалов</td>
<td>Встраивание геосетек и геотекстиля в асфальтовое покрытие</td>
<td>Дополнительное армирование, распределение нагрузок, предотвратление преждевременных деформаций</td>
</tr>
<tr>
<td>Профильное миллингование</td>
<td>Удаление изношенного верхнего слоя перед укладкой нового</td>
<td>Повышение сцепления между слоями за счёт более качественного прилегания</td>
</tr>
</table>
<h2>Использование модифицированных битумов для повышения сопротивления кручению</h2>
<p>Для повышения показателей прочности асфальтовых смесей рекомендуется введение модифицированных битумов. Эти битумы содержат добавки, улучшающие эластичность и вязкость материала. Использование битумов с полимерными добавками значительно увеличивает сопротивление асфальта к деформациям и трещинам, вызванным кручением под высокими передачами нагрузки от транспортных средств.</p>
<p>Среди полимеров, часто используемых для модификации битума, выделяются стирол-бутадиен-стирол (SBS) и атактический полипропилен (APP). Они обеспечивают асфальту улучшенные реологические свойства, увеличивая его долговечность и устойчивость к низкотемпературным трещинам. Особенно актуально это для районов с резкими изменениями климатических условий.</p>
<p>Практика показывает, что стойкость асфальтового покрытия к растяжению увеличивается на 60-70% при использовании модифицированных битумов по сравнению с обычными марками. Также, это влияет на прочность конструкции при различных типах динамических нагрузок, предотвращая предвременное разрушение покрытия.</p>
<p>Для обеспечения наилучших результатов рабочие характеристики модифицированных битумов должны быть адаптированы к специфическим условиям использования, что подразумевает рабочую температуру, тип и интенсивность движения транспорта. Тестирование и подбор оптимального состава битума позволяют создать идеальный рецепт для каждого конкретного случая, гарантируя высокую производительность и долгосрочную эксплуатацию асфальтобетонной смеси.</p>
<p>Таким образом, интеграция модифицированных битумов в производство асфальтобетонных смесей является необходимым шагом для повышения сопротивления к динамическим нагрузкам, продления срока службы покрытий и улучшения общих показателей надежности дорожной инфраструктуры.</p>
<h2>Методы тестирования прочности асфальтобетонных покрытий на этапе проектирования</h2>
<p>Метод анализа конечных элементов используется для определения реакции асфальтовых покрытий на различные типы нагрузок. Этот метод позволяет моделировать сложные взаимодействия в многослойной системе дорожного покрова, что способствует более точному предсказанию его поведения под воздействием транспортного потока.</p>
<p>Расчет модуля упругости асфальтобетона является ключевым параметром для оценки его жесткости. Величина модуля может быть определена на основе испытаний образцов под нагрузкой и служит основой для прогнозирования срока службы покрытий.</p>
<p>Разработка прототипов с улучшенными свойствами и последующее тестирование на трассе или в специализированных центрах исследований позволяет оценить влияние реальных условий эксплуатации на прочностные характеристики покрытий.</p>
<p>Проведение испытаний на усталостное разрушение с применением механического оборудования, имитирующего наезд транспортных средств, дает возможность выявить слабые места в структуре асфальтобетонных покрытий и скорректировать состав или технологию укладки в соответствии с полученными данными.</p>
<p>Использование данных методов тестирования на этапе проектирования значительно повышает вероятность получения надежных и долговечных асфальтобетонных покрытий, способных выдерживать повышенные нагрузки и обеспечивающих безопасность дорожного движения.</p>
<h2>Организация дренажных систем для предотвращения разрушения покрытия водой</h2>
<p><img decoding="async" src="data:image/jpeg;base64,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" alt="Организация дренажных систем для предотвращения разрушения покрытия водой"></p>
<p>Первый метод &#8212; это строительство линейных водоотводов. Эти системы включают в себя устройство канав, желобов и лотков, которые быстро отводят воду с поверхности в близлежащие водоприемные устройства или дренажные системы. При этом важно учитывать угол наклона канавы и материалы покрытия, чтобы обеспечить максимальный сбор и отвод водных масс.</p>
<p>Второй метод &#8212; установка подземных дренажных систем, которые включают перфорированные трубы, закладываемые под основанием дорожной одежды. Эти системы собирают инфильтрирующуюся через асфальт воду и отводят её на безопасное расстояние от дорожной конструкции, предотвращая тем самым подмывание и размягчение основания дороги.</p>
<p>Третий метод заключается в использовании геотекстиля. Геотекстильные материалы помогают улучшить дренаж, делая отвод воды более эффективным, и сохраняют целостность основания, препятствуя смешиванию основания дороги с осадками и грунтом.</p>
<h2>Управление нагрузками на дорогу для продления срока службы покрытия</h2>
<p>Регулярный мониторинг веса транспортных средств способствует оптимизации условий эксплуатации асфальта и других асфальтобетонных материалов. Установка весовых комплексов на въезде и выезде позволяет контролировать и соблюдать допустимые параметры нагрузок на колеса и оси.</p>
<ul>
<li>Применение разгрузочных карманов для тяжеловесного транспорта, что позволяет сократить сосредоточение высоких нагрузок в определенных точках.</li>
<li>Организация временных ограничений движения для транспорта с высоким давлением на оси в часы пик, что уменьшает вероятность преждевременного износа дорожной структуры.</li>
<li>Использование систем автоматической индикации перегруза помогает водителям и эксплуатационным службам вовремя реагировать на превышение допустимых показателей и предотвращать повреждение дорожного полотна.</li>
<li>Внедрение технологий на основе RFID-меток и датчиков давления для непрерывного сбора данных о нагрузке на дорожное полотно. Эти данные могут использоваться для планирования ремонтных работ и повышения аккуратности распределения транспортных потоков.</li>
</ul>
<p>Применение геосинтетических материалов в строительстве дорог также помогает распределять нагрузку от транспорта, тем самым снижая интенсивность деформационных процессов в дорожной одежде. Инновационные георешетки и геотекстили стабилизируют основание и повышают его несущую способность, что в свою очередь снижает вероятность образования трещин и колейности на поверхности.</p>
<p>Кроме того, регулирование дорожного движения и оптимизация транспортных потоков через системы управления трафиком могут значительно уменьшить избыточные нагрузки. Программирование светофоров и специализированные приложения для смартфонов, информирующие водителей о наименее нагруженных маршрутах, дополнительно способствуют равномерному распределению транспорта по всей сети дорог.</p>
<p>Внедрение вышеупомянутых мер позволяет значительно увеличить срок службы дорожных покрытий, сократить затраты на их текущий и капитальный ремонт, а также обеспечить безопасность и комфорт дорожного движения.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://aktaustroi.kz/kak-sdelat-dorozhnoe-pokritie-bolee-ustojchivim-k-nagruzkam/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Как определить качество битума перед укладкой асфальта</title>
		<link>https://aktaustroi.kz/kak-opredelit-kachestvo-bituma-pered-ukladkoj-asfalta/</link>
					<comments>https://aktaustroi.kz/kak-opredelit-kachestvo-bituma-pered-ukladkoj-asfalta/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:15:39 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-opredelit-kachestvo-bituma-pered-ukladkoj-asfalta/</guid>

					<description><![CDATA[Одним из ключевых этапов планирования строительства дорог является проверка подходящего состава вяжущего материала. Прежде чем приступать к асфальтированию, необходимо удостовериться в соответствии характеристик битума установленным стандартам. Первым шагом здесь станет анализ пенетрации, который позволяет измерить способность вещества противостоять механическим нагрузкам. Температура размягчения – следующий критический параметр. Этот показатель помогает оценить поведение битума в условиях высоких[...]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,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" alt="Как определить качество битума перед укладкой асфальта" title="Как определить качество битума перед укладкой асфальта" /></p>
<p>Одним из ключевых этапов планирования строительства дорог является проверка подходящего состава вяжущего материала. Прежде чем приступать к асфальтированию, необходимо удостовериться в соответствии характеристик битума установленным стандартам. Первым шагом здесь станет анализ пенетрации, который позволяет измерить способность вещества противостоять механическим нагрузкам.</p>
<p><strong>Температура размягчения</strong> – следующий критический параметр. Этот показатель помогает оценить поведение битума в условиях высоких температур. Чем выше температура размягчения, тем лучше битум справится с летними температурными нагрузками, не теряя своих эксплуатационных свойств.</p>
<p>Не менее значимым является <em>показатель упругости</em>. Это свойство указывает, насколько хорошо материал сможет восстанавливаться после временной деформации. Испытания на упругость осуществляются с помощью специализированного оборудования и должны соответствовать нормам ГОСТ.</p>
<p>Завершающим этапом проверок является оценка чувствительности битума к температурным колебаниям. Это исследование необходимо для предотвращения раннего разрушения дорожного покрытия под воздействием изменений погодных условий.</p>
<p>Таким образом, применение точных методов и стандартов проверки обеспечит долговечность и надежность дорожного покрытия, повысив его эксплуатационные свойства и безопасность для транспортных потоков. Чтобы достичь этих целей, следует строго соблюдать технологические процессы и стандарты испытаний.</p>
<h2>Проверка соответствия марки битума проектным требованиям</h2>
<p>Чтобы обеспечить соответствие используемого битума проектным нормам и стандартам, необходимо провести ряд специализированных испытаний. Эти меры содействуют верификации соответствия материала нормативам качества и прочности на стадии его подготовки к работе.</p>
<ul>
<li>Используйте метод пенетрации для измерения консистенции. Значение пенетрации, выраженное в 0,1 мм, показывает глубину, на которую стандартизированная игла войдет в битум при определенных условиях. Подходящий диапазон укажет на возможность использования материала в проекте.</li>
<li>Измерьте температуру размягчения по методу Кольца и Шара (Ring and Ball). Этот показатель помогает определить температурные границы, в которых битум сохраняет свои укладочные и эксплуатационные характеристики.</li>
<li>Проведите испытание на вязкость для определения текучести битума при повышенных температурах. Вязкость должна оставаться в пределах, указанных в технических условиях проекта, чтобы обеспечить качественное сцепление с агрегатами и долговечность покрытия.</li>
<li>Оцените устойчивость битума к старению с использованием метода Тонкой пленки во вращающемся чашке (RTFOT). Этот тест показывает, как битум будет вести себя при длительном воздействии тепла и воздуха и является критерием его пригодности для дорожных работ.</li>
<li>Контроль прочности на растяжение может быть проведен для оценки эластичности и возможности растяжения материала без образования трещин.</li>
</ul>
<p>После завершения всех испытаний соберите результаты и сопоставьте с техническими требованиями проекта. В случае несоответствия показателей стандартам, повторите испытания или подберите альтернативный битум, который полностью соответствует всем необходимым параметрам.</p>
<h2>Анализ вязкости битума при различных температурах</h2>
<p>При изучении вязкостных свойств смолистого вещества для дорожного покрытия целесообразно проводить измерения при различных градусах тепла. Это позволяет определить его способность оставаться управляемым и эластичным в широком диапазоне климатических условий. Вязкость должна быть достаточно низкой при высокой температуре для облегчения процесса распределения материала, но в то же время достаточно высокой при пониженных температурах, чтобы предотвратить деформации.</p>
<p>Для тестирования используют вискозиметры, которые измеряют сопротивление потоку. Рекомендуется проводить испытания при температурах 60, 135 и 180 градусов Цельсия, чтобы точно оценить поведение материала в условиях летней жары и зимних холодов. Оптимальная вязкость при высокой температуре поддержит необходимую текучесть для работ, тогда как увеличение вязкости при понижении температуры предотвратит растрескивания и вытягивание вещества, сохраняя его целостность.</p>
<p>Измеренные значения следует сопоставлять со стандартами ASTM D4402 или AASHTO T316, которые служат руководствами для поддержания установленных параметров вязкости. Соответствие этим стандартам гарантирует, что вы используете материал, пригодный для использования в дорожной инфраструктуре и способный выдерживать различные нагрузки и температурные изменения.</p>
<p>Также ценно контролировать изменение вязкости в динамике, проводя регулярные тесты на протяжении всего периода хранения сырья. Это поможет идентифицировать любые отклонения от исходного состояния, которые могут повлиять на конечные свойства и долговечность дорожного покрытия.</p>
<h2>Испытание на растяжение для определения упругости битума</h2>
<p>Для анализа упругих свойств применяется испытание битумного материала на растяжение. Этот метод позволяет выявить способность образца восстанавливать первоначальные параметры после деформации. Типичное испытание включает нагрузку образца до заданной длины и фиксацию изменения формы после снятия напряжения.</p>
<p>Использование устройства, называемого дуктилометром, стандартизирует процесс тестирования. Образец нагревают до рабочей температуры (часто 5, 15 или 25 градусов Цельсия), затем медленно растягивают с постоянной скоростью до полного его обрыва. Длина, на которую битум способен растянуться до разрушения, называется его пластичностью или упругостью. Значения пластичности выражают в сантиметрах и используют для оценки подходящего применения материала в дорожных работах.</p>
<p>Высокие значения пластичности указывают на хорошую упругость битума и его способность выдерживать значительные деформации без разрушений, что особенно важно в условиях переменных температур. Стоит учитывать, что показатель упругости зависит от исходного состава смеси, поэтому выбор исходных компонентов должен учитываться в ходе подготовки материала к работе.</p>
<p>Внедрение этого метода измерения упругости в оценочные процедуры позволяет улучшить долговечность и надежность дорожного покрытия, обеспечив качественную подготовку и экономию ресурсов на последующем ремонте и обслуживании дорожных покрытий.</p>
<h2>Оценка температуры размягчения и хрупкости битума</h2>
<p>Используя метод Кольца и Шара, профессионалы могут точно узнать температуру размягчения материала, что влияет на его способность сопротивляться деформации под нагрузкой. Для проведения испытаний забирают образец которому дается форма диска. Этот диск помещают на металлическое кольцо, а затем нагревают с стандартизированной скоростью. Шарики, обычно стальные, помещают на поверхность образца, и фиксируют момент, когда шарик проходит через образец под собственным весом.</p>
<p>Оценка хрупкости также играет ключевую роль в анализе пригодности для использования в различных климатических условиях. Используется метод, при котором образец охлаждают до определенной температуры, а затем проводят оперативное трехточечное изгибание. Наименьшая температура, при которой образец ещё не ломается или не покрывается трещинами, считается критической и указывает на максимально возможное сопротивление хрупкости.</p>
<p>Эти параметры позволяют точно оценить поведение образца в эксплуатационных условиях и выбрать подходящий тип сырья для дорожных работ, учитывая как температурные режимы, так и нагрузки, которым будет подвергаться дорожное покрытие.</p>
<h2>Использование спектрального анализа для выявления примесей в битуме</h2>
<table>
<tr>
<th>Элемент</th>
<th>Возможные источники</th>
<th>Влияние на битум</th>
</tr>
<tr>
<td>Сера</td>
<td>Нефтяные остатки</td>
<td>Увеличивает жесткость, сокращает срок службы</td>
</tr>
<tr>
<td>Кислород</td>
<td>Воздух</td>
<td>Окисление, пористость</td>
</tr>
<tr>
<td>Металлы (например, ванадий)</td>
<td>Примеси в сырье</td>
<td>Коррозия, изменение температуры размягчения</td>
</tr>
</table>
<p>Работа с этими данными обязательно должна проводиться в лабораторных условиях. Преимуществами спектрального анализа являются не только высокая точность, но и возможность обнаружения примесей в очень малых концентрациях, которые могут быть не видны при других видах анализа. Это делает спектральный анализ идеальным решением для контроля чистоты битума, необходимого для долговечного покрытия дорожного полотна.</p>
<p>Применение спектрального анализа требует специализированного оборудования и высокой квалификации персонала. Обеспечивая тщательный контроль и профессиональный подход, можно значительно улучшить свойства используемого материала, а также предотвратить преждевременное разрушение дорожного покрытия.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://aktaustroi.kz/kak-opredelit-kachestvo-bituma-pered-ukladkoj-asfalta/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Разновидности асфальтобетона и их применение</title>
		<link>https://aktaustroi.kz/raznovidnosti-asfaltobetona-i-ix-primenenie/</link>
					<comments>https://aktaustroi.kz/raznovidnosti-asfaltobetona-i-ix-primenenie/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:15:38 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/raznovidnosti-asfaltobetona-i-ix-primenenie/</guid>

					<description><![CDATA[В строительстве дорог важно выбрать подходящий тип асфальтовой смеси, определяемый нагрузками, климатическими условиями и бюджетом проекта. Для автомагистралей с высокой интенсивностью движения рекомендуется использовать высокопрочный асфальт, содержащий модифицированные полимерами битумы, которые обеспечивают устойчивость к растрескиванию и колейности. Тонкослойные покрытия применяют для восстановления изношенных дорог, позволяя снизить стоимость работ и время на проведение ремонта. Эта технология[...]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,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" alt="Разновидности асфальтобетона и их применение" title="Разновидности асфальтобетона и их применение" /></p>
<p>В строительстве дорог важно выбрать подходящий тип асфальтовой смеси, определяемый нагрузками, климатическими условиями и бюджетом проекта. Для автомагистралей с высокой интенсивностью движения рекомендуется использовать высокопрочный асфальт, содержащий модифицированные полимерами битумы, которые обеспечивают устойчивость к растрескиванию и колейности.</p>
<p><strong>Тонкослойные покрытия</strong> применяют для восстановления изношенных дорог, позволяя снизить стоимость работ и время на проведение ремонта. Эта технология подходит для городских дорог и улиц с невысоким движением транспорта.</p>
<p><em>Каменно-мастичные смеси</em>, благодаря использованию крупных фракций каменной крошки и увеличенному содержанию битума, обладают высокой стойкостью к механическим повреждениям и долговечностью. Они эффективны в местах с особо тяжёлыми условиями эксплуатации, включая перекрёстки, автобусные остановки и места с высокой стояночной нагрузкой.</p>
<p>Асфальт с добавлением резиновой крошки является экологически чистым решением, превращая отходы в ценные строительные материалы. Помимо экологичности, такая смесь улучшает шумо- и виброизоляционные свойства покрытия, предлагая комфорт использования в жилых районах.</p>
<p>Выбирая тип асфальта, важно учитывать как эксплуатационные характеристики материала, так и специфические условия его применения. От правильного выбора зависит долговечность покрытия и безопасность дорожного движения.</p>
<h2>Классификация асфальтобетона по маркировке и составу</h2>
<p>Асфальтобетон классифицируется по нескольким основным показателям, включая маркировку и типы используемых материалов. Определение категории материала зависит от его спецефических характеристик и сферы использования.</p>
<table>
<tr>
<th>Марка</th>
<th>Основное вещество</th>
<th>Плотность, кг/м³</th>
<th>Прочность при сжатии, МПа</th>
<th>Температура размягчения, °C</th>
</tr>
<tr>
<td>АБ-1</td>
<td>Битум</td>
<td>2300</td>
<td>4</td>
<td>50</td>
</tr>
<tr>
<td>АБ-2</td>
<td>Полимермодифицированный битум</td>
<td>2400</td>
<td>5</td>
<td>70</td>
</tr>
<tr>
<td>АБ-3</td>
<td>Битум с каучуковыми добавками</td>
<td>2350</td>
<td>6</td>
<td>60</td>
</tr>
</table>
<p>Маркировка асфальтобетона начинается с букв «АБ», за которыми следует номер марки. Этот номер указывает на уровень плотности и прочности материала. Важно выбирать тип бетона в соответствии с условиями эксплуатации дорожного покрытия. Например, АБ-1 применяется для покрытий в регионах с умеренными климатическими условиями, тогда как АБ-2 и АБ-3 предназначены для более жестких условий, включая высокие температуры и большие динамические нагрузки.</p>
<p>Выбор марки асфальтобетона следует осуществлять на основе технических заданий и проектных документаций, учитывая такие параметры, как ожидаемая интенсивность движения, типы транспортных средств, которые будут использовать дорогу, а также климатические условия территории.</p>
<h2>Особенности использования тонкослойных покрытий в городских условиях</h2>
<p>Тонкослойные покрытия представляют собой эффективное решение для поддержания гладкости и долговечности дорожного полотна в условиях высокой транспортной нагрузки. Эти материалы отличаются повышенной адгезией к основанию, что значительно продлевает срок службы дорожного покрытия.</p>
<ul>
<li>Оптимальное применение тонких слоев часто связано с необходимостью минимального вмешательства в дорожное движение во время проведения работ, особенно в зонах с высокой проходимостью.</li>
<li>Тонкослойные покрытия подходят для ремонта поверхностей, где нужно быстро восстановить изношенный верхний слой, не затрагивая основание.</li>
<li>Благодаря своей устойчивости к ряду воздействий, включая химические разрушения от реагентов в зимний период, тонкослойные покрытия обеспечивают длительную службу в условиях частых температурных колебаний.</li>
<li>Использование эластомодифицированных составов позволяет значительно уменьшить вероятность растрескивания, повысить эластичность и устойчивость к усталостным нагрузкам транспорта.</li>
</ul>
<p>Для улучшения экологической ситуации и снижения уровня шума от автотранспорта, во многих проектах применяют шумопоглощающие добавки, которые встраиваются непосредственно в состав тонкослойного покрытия.</p>
<ul>
<li>Активное внедрение данного типа покрытий проводится на магистральных дорогах, а также в местах с большой концентрацией пешеходных и велосипедных дорожек для обеспечения безопасности и комфорта.</li>
<li>Выбор толщины слоя и типа битумной эмульсии должен соответствовать специфике эксплуатации дорожного полотна и предполагаемой нагрузке.</li>
</ul>
<p>Тонкослойные покрытия используются не только для укладки новых дорог, но и для капитального ремонта старых, что делает их многоцелевым, экономичным выбором для муниципальных служб и дорожно-строительных организаций.</p>
<h2>Преимущества и недостатки пористого асфальта</h2>
<p>Пористый асфальт выделяется своей способностью пропускать воду через свою структуру, благодаря чему поверхность быстро сохнет и уменьшается риск аквапланирования. Это особенно актуально в регионах с частыми и обильными осадками. Благодаря своей пористости, данный материал способствует уменьшению шума от движения транспорта до 25%, что создаёт более тихие и комфортные условия для жизни.</p>
<p>Однако у пористого асфальта есть и свои недостатки. Основным из них является его низкая стойкость к зимним условиям. Поры в структуре могут забиваться солью и песком, что приводит к снижению срока службы покрытия. Кроме того, требования к поддержанию такого типа дорожного покрытия значительно выше, чем у традиционных видов, что влечёт за собой увеличение эксплуатационных затрат.</p>
<p>Использование этого материала рекомендуется применять на определённых участках дорог, где минимизация шума и быстрое удаление воды стоят на первом месте. Несмотря на свою высокую начальную стоимость, пористый асфальт является оптимальным выбором для скоростных трасс в местах с мягким климатом или на парковках, где низкий уровень шума способствует повышению комфорта.</p>
<h2>Технология укладки высокомодульного асфальтобетона на автомагистралях</h2>
<p><img decoding="async" src="data:image/jpeg;base64,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" alt="Технология укладки высокомодульного асфальтобетона на автомагистралях"></p>
<p>Укладка высокомодульного асфальтобетона требует тщательной подготовки основания. Основание должно быть равномерно уплотнено для обеспечения максимального сцепления с асфальтовым покрытием.</p>
<ul>
<li><strong>Температура укладки</strong>: Бетонную смесь необходимо укладывать при температуре не ниже 140°C и не выше 160°C. При нижнем пороге обеспечивается хорошее сцепление материала, а верхний предел предотвращает перегрев и разрушение связующего вещества.</li>
<li><strong>Оснащение техники</strong>: Для равномерного распределения материала используется современная дорожно-укладочная техника с системой автоматизированного контроля за раскладкой асфальта.</li>
<li><strong>Скорость укладки</strong>: Укладку следует проводить со скоростью, которая обеспечивает непрерывность процесса, но исключает преждевременное остывание материала. Оптимальная скорость – 6 метров в минуту.</li>
<li><strong>Уплотнение</strong>: Уплотнение выполняется в несколько этапов с использованием виброкатков. Начальное уплотнение происходит при температуре смеси не ниже 130°C, окончательное уплотнение – при 90°C.</li>
<li><strong>Контроль качества</strong>: После укладки необходимо провести тестирование покрытия на прочность и равномерность уплотнения. Обязательными являются проверки на наличие пустот и неравномерностей под поверхностью.</li>
<li><strong>Защита от воздействий</strong>: В течение первых часов после укладки поверхность должна быть защищена от воздействия атмосферных осадков и интенсивного движения транспорта.</li>
</ul>
<p>Применение данных технологий гарантирует долговечность и надежность асфальтового покрытия на автомагистралях, сокращает время ремонтных работ и обеспечивает безопасность транспортного потока.</p>
<h2>Спецификация асфальтобетонов для регионов с резкими климатическими условиями</h2>
<p>Специальные составы для дорожных покрытий должны быть адаптированы к экстремальным температурным колебаниям. Использование полимерно-модифицированных битумов позволяет улучшить устойчивость материала к трещинообразованию на морозе и деформации при высоких температурах. Также важно интегрировать антигололедные добавки, которые сокращают необходимость в применении агрессивных реагентов, способствующих ускоренному износу покрытий.</p>
<p>Для участков, подверженных частым заморозкам и оттаиванию, рекомендуется применение высокопористых смесей с улучшенной дренажной способностью. Это предотвращает накопление воды в покрытии, что может вызвать его разрушение при замерзании. Специализированные технологии, такие как каменно-мастичные и высокомодульные смеси, эффективно справляются с нагрузками в условиях региональных перепадов температур и интенсивного движения.</p>
<p>Дополнительно, для обеспечения долговечности дорожных покрытий в условиях сурового климата, применяется гранулированный шлак или гравий с высокой морозостойкостью и малым водопоглощением. Это существенно снижает риск появления трещин из-за замерзания воды в порах материала.</p>
<p>Проектирование дорожной одежды с использованием специальной подосновы, содержащей геотекстиль или геосетку, также помогает уменьшить деформации и предотвратить повреждения от морозного пучения. Такое решение актуально для зон резко континентального климата с сильными морозами и значительными снеговыми осадками.</p>
<p>Выбор оптимального типа покрытия требует тщательного анализа климатических характеристик региона и нагрузок на дорожное полотно. Соблюдение технологических норм и правильный выбор материалов позволяют значительно увеличить срок службы дорожного покрытия в экстремальных условиях, обеспечивая безопасность и комфорт транспортного движения.</p>
<h2>Методы тестирования асфальтобетона на износостойкость и прочность</h2>
<p>Определение износостойкости и прочности асфальтовых покрытий начинается с лабораторных методов, таких как испытание методом Гамбургского колеса. Этот подход позволяет оценить способность материала сопротивляться растрескиванию под долгосрочной нагрузкой и его способность взаимодействовать с водой. В процессе тестирования образцы подвергаются воздействию стирающего колеса при постоянном наличии воды, что имитирует наихудшие условия эксплуатации.</p>
<p>Испытание кисточным станком, еще один метод, заключается в оценке сопротивления дорожного материала деформации под воздействием многократных нагрузок колес транспортных средств. Образцы подвергаются вращающейся щетке под определенным давлением и температурой, чем моделируется долгосрочное воздействие дорожного трафика.</p>
<p>Для анализа прочности проводится метод трехосного сжатия. Этот тест позволяет изучить способность материала выдерживать сжимающие нагрузки без разрушения, что критично для высокопроходимых участков дорог.</p>
<p>Также используется пенетрационный тест, где оцениваются прочностные характеристики битума, входящего в состав покрытий. Определение глубины проникновения стандартизированной иглы в битум при определенных условиях дает представление о качестве и возможной продолжительности службы дорожного покрытия.</p>
<p>Финальный метод – это измерение модуля упругости, который демонстрирует уровень упругости материала под нагрузками. Высокий модуль упругости означает, что дорожное покрытие будет лучше сопротивляться деформациям и трещинам.</p>
<p>Выбор метода тестирования зависит от специфических условий эксплуатации и ожидаемой интенсивности дорожного движения. Важно точно соответствовать стандартам качества, поскольку это напрямую влияет на срок службы дорожных покрытий и безопасность транспортного потока.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://aktaustroi.kz/raznovidnosti-asfaltobetona-i-ix-primenenie/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Как выбрать материалы для ямочного ремонта дорог</title>
		<link>https://aktaustroi.kz/kak-vibrat-materiali-dlya-yamochnogo-remonta-dorog/</link>
					<comments>https://aktaustroi.kz/kak-vibrat-materiali-dlya-yamochnogo-remonta-dorog/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:15:38 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-vibrat-materiali-dlya-yamochnogo-remonta-dorog/</guid>

					<description><![CDATA[При восстановлении участков асфальтного покрытия оптимальный выбор составляющих зависит от нескольких критичных параметров goods Основные из них &#8212; долговечность, скорость отвердевания и сезонные условия применения. Композиции на основе холодного асфальта признаны эффективными для экстренного устранения повреждений в холодное время года, так как не требуют дополнительного нагрева. Технологии с применением горячего асфальта обеспечивают лучшую адгезию и[...]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,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
MRnHXLZrNSszTluNa2c9YiQevGage3iPDRRn6qOKuQPdFMywKfeNuRV6F1m/dlFdtvCuBn8TVe1E6LtcwWsbViSbaMn3UVGdMsyP+PdB7gkf1rbmstwZkRo2X7yNyPwNZ7koxVwQR2rWMlIylCUdyl/ZdrjCrInriQjNH9nRqMLcXIUc48yrXmClDL1FUIqfYpVIKahcAjpkg1U1K3njtt8t28ybx8rKBg+ta+5T09ap6xg6a+OoZT+tILle3vLiWzis7BR5oXDyOPlTn9TVll1hXG6W0kwBxgjNGkEf2cgAx8xyfXmrz9h7Cs4fEVLYombUk62kDj0WSlF3egEPp2WPTZICKuZHTNBYKpbPQE9a0eiJjZySMu7l8yX6mqx5pWJMp9hTTXiyd3c+2hFRSSFzx70zfjg0tIy7h70iwLgnimSIDz0pCGU8ilVgeKuLcdUY1aUaitJFcrg01hxirDDB+tQt1OK7YV1LRni18BKGsNURDKZx0PUUgwenHsaeRzTSKtwT1RzQrOHuyV0Iy5GKrs6FVDfe3AEEZ471Pgr0OKgkKxXAnOeDyo70Q5k7MmsqbjzQ0fYZeIYmRQoAZTkAdOagcYAO0qD0461cnZJkjkJ2sw5GCTjNVZF3MAhJHQZrU5BIpNvBxgmun0x2nKZO4e1cs8To4DFfwOa6LT5v7NsyGQm6biNT0+pPpUyGjUd2vNSWNSdlunzHHQn+vSrhB9QPwqqb1YIk8y3kTeM/u13DPemDV7XJD+bGQP44zzW0EkjGcm2XeTzmkJx3FVF1axYH/AEhVx/eBBpy6jashYXEWB33VpZEXZZ3ccUbs84NQreW7LuE0RHTO6nieP+9H/wB9CjlQrsflv7p96M8n5eaTfkfdGPr1pdzf3TT5Q5gzznAoOAMYApPmz900m4/3SaOUOcU7c54o2qemPwpvOehPrR8x/hxRyC5xSinPNNMQxw35UYbHQcUbWHORRyhziCEZ+/WFaKGv4VOP9cOvTrW+FYsMEc+1YFpgajBntMM/nWdRWRpB3OtJmdWjkKbDGQcepz+lZP2FOmVyO22thoh5jPn+Bh19aoFG9TUUUncqq7FQ6fH6D8qT+zoiM4P4Zq3tbGdzcUpjOPvMPrW3KjLmZTGnRjsx+jmj+zYx2lH/AG0q5sIYcmgxnHWlyIfMUxpsXrKP+B04WCL/AMtJvwarJTqSRj60FBnhvyo5B8xB9lA+7cTj8jStbuU2m9fB7MmamKjpkn6Gl2An+Pj3pcg+YiAu8/LqBx6FCMUxvtgOftcb891NT+WvGFcn60hjGPuv+dLkDnK7NenAaSJv+AimYutmMQsOc7lGaueVnB2HHrmkMIJ+5n3o5A5ykTMRgwW5/wCAim5YLhrS3B9kFXvIGPuj8aPs4A/1Y/KjkDmMXUkRrN9ttGj9dygcVlafIqyMr5II4HfNdc9qsiMhjXmuNuoXsrx4zwyHj6UWsF7lqWXyVEEahJJDjHUqPf3q0kyxzxQ4UjZkkgVRh8iQbwMTDtnqaSVJmuV2oTsUBv60hFlrnyp3glCdcozLxj0NQXBRAWQOhbjaTnafanXHlukbTjDLwAP4hVKeUuxJGPQelADWmkHR2H400XEx/wCWhqNjVvT9Nnvy3k7QF7seKRfQhE8x43k/hT0luXO1WLH0C5rTi8O3G4h7iBMdyTWlp+jR2btI8yzOeOmAKLBc58fbs7Qj/TZUipqI5WJ/wXFdUYIz/c/A0n2aMngJ/wB9UWFc5U/b1+ZoX+u00hu7g8M6nHqTxXV/ZlI4Gfo9ZWqeH5pMzWaZPdNw5+lKw7mWLy5HQr/31SC5mzg4/wC+qqSxPDIY5Y2Rx1B7UzvQO5qeYm7G6lDKR8rZNZPnODnNSxvIIWkVjlTzU3NlI2oNTeAIHSMoDgnnNXLjUIVBMJ8wnpkYFc205mxgEBRz7mpUclcZrB4aEndo61jqkVa5YmlMjFmYt9artknhsClJ46daTgcV0JJaI5JVHJ3YoNWLOVVkAIGc8ZqqSD3qa0VWmGRkfWhkXOmhUPCGX8R3qK6tVuIzCzmPDbkcfwn/AApbfMajuCMjHapLh1hQSn/V7uT6VmBjutzpkg+2ITGTxIoyp+hrciuohbG4DB0I4x3NQSEX1hNboBK7xnAB79qzvsN3p2nKLnaN78IDnHHemt7huWrG5efXbR5Dn95gDsKr6hMyX9xtc/61uh96qwTvBcLNHjfGcrn1qmJmMkm85JYkk9+ab1dy1orGwmuzp8oVQo/GrkGvkt87BfwrnM96XdQ0h2OtttalZ2DMjIeg24q0LmFyWIXk559a4lJGU5DEVdt76UyBT8w9hWbgacx2EUiZ+Vv1q5beWJ/MIySMZrnrIyy4LK/XOcVroG2fMAB/tGsWrG0ppqxuTFFs2O77w496wtS8skAcSBQ2PbOP51ZjlDRqhk3BfugVlTSm412YRHckUG1s/r+uK0hL3jnatFojKkjjNRlCeRVn6d6COe9dZylfYT9ar6in+gS+oAOfxrQGPXH0qC/QGwnGP4DQIraI3+gkZ6SH+lXpgxIYelZeiPi3mUdpAfzArXHKCsY/Eay+ErgOfbFEgbypOQAFJqxtwKiuwRZ3GP8Ank3H4VuZLRmIkgkYuDw2P5U7NZdhciMiMnMZJCk/yrRT7i854rya1Lkd+h9bgsUq8Nd0PpKXrSd6wO4UtjqKQhMZNL1FNKkHIoQDW5HFRPF3U1ISSenHSg1adhcqe5VYEHBGKTrU7cjkVGV9K2hUaOOtg4VNyMiq9zGrLk4z2Jq2R7VFcQ+ZEQTgdTXRGqnueTWwVSF2tUZ3mybQC3IG0c449KkQw7iZG6dMDioXQtMVOeDj6CkXywrA7ic/KR0rY80nieE3EXnjERcF9vJxWhF591eTRWWGkfOZHHQdgAe9UrJInLBuZByox1+ldv4TispNKS7RUW4DnzATkr6H8qTERaXY3dnFIJ5Wbc2drZyvarhDEDIyauXF6HnEcREifdlbA4J6DcarzIYpGQ54NbU5aWMais7kLRBuTFGceqiojZwOxLWkBPrtFWc57daXdzkitTPUpNptmSSbOLPstMOkWJ5+zAZPYmr+e45FLkd6LILsyzolmT9yUD0DnFH9jQgbVnu0Un7ok4rUz79aXOep5osguzL/ALKdQVTUbpV9CQf1oGn3qgqmpuVJ/iQZrUzx2P4UHB7ilZDuZi2upqhC3sTA92TkUnkasoK+fbuDxkjBFafGPenYAosO5lFdYQY8q2f3zilWXU0GJLGJz6xyYrT6Cl6txk0WEZYutQjZS+ksQOux88VgGZre585kIMT7yhPPBziu1UZcYPeuPhVW1OJXUMpnAYHuN1ZzLha5uRa+JIRI1pMgck5Rcimf2xajGVmAHfZW04yGRQRtJxjgGsohxwVHrzRQXNewVpctrjP7XsBwZWxj+4eKDq2nAgfaMnHUA4pxUfxRLz7mmNDEefKVT3OAa6OSXc5/ax7Ev9o6eV3C6Qj9aFv7N87JlbHPWoTa2hPNvzjltq1GbCxZuYv/ABwUuSQe0iXBeWrHCsrHt8woF7AzEDaT0xuFZx0y1JP7s4zweR+lKdHtv74H/AjRyyHzx7mh9qQcbPwyKRrjH/LPH41mnRos4W4JPT72f5imHSpAABcuyDtkGjXsDa7mp9okxjygKY08p42hfoKzP7PutpCXEuw9sH/GgWF2v3J5x7YNF/IX/bxpGaUc5INMM8hGd7e9UGtrtPnF1KXPXOaYy327cbhuBjjgflT5vIP+3jQ812/jb86aZHHV2/Os57i9VfmlUc9lGTUbXsy/eMbe/TH5UvaLsPkfc0WYnnfx6k1R1G0W7TepAlXofWq/2zg5UNnnHSk+0oeihfxOalzT0sNQkuplsrxuVdSpFKJXAwJGx9auSNBIcNv/ABfNN8i1x8wcH1DVjc2sU9+DnPNMY5NXfItSP+Wg9wwNAtbXPEzn8BRcdinHEXPPC+taUdwIIwkfAHpTPssIXP2hiew2Af1oFtGQMXG1u+5MD8xQnYTuyT7a/TJ/Ol+1v25qFrbB/wBeD/wE0v2ZsZE6H6A0+YXKycXkin7qn6046lJjAt4vriq/2WQjIliI46nBpFtZc4Dx/i2KOYfK0LcXksjZCLGPRRgVVaWU9Xb8zVhrWYgElBnoN4pos52yVTOOeCKVwRUJJOSSfrQOtWhZTnpETn0INNNrKp+aJwRxyuKRRn09ZGVWUHhuDTKKgstQpt4z1FPU4OKjibKink81YEgPNGaZ+NFAC9alt1Zpl2cEHNQ5/KpbZwkqk9M80mxnSQ5MSEt2qxFLjcrDIPqOD9aqxXCyKMFflHWraRi6hKRuElHKMen41kMnt4oIiWtoljDn5iv+FUtfQ/ZEcPna+OvrWXdajd29y1usrW/l8NgfePrTZtUnuoBDJOJUY90wQR0q1sIqgsWOR27VVYlZW+UdatqcMfpVeT7596OhYbj2Ao3N6L+VN/HmnDikMC7noR+VSpc3KDCTMo9uKj70fjQOxu6f9okAMt1Iw9Aa37eNCBkFvqc1z2lucCuitvujngc5rCRcUTXNwljZSTYAKjCj1btWb4chaRbyZskldmfUnk1n6xqIvLgRxn9zF0/2j610uj2v2XTY42HzuN7/AFNNe6gtdlHyn46fnSeW44/TNNN3aN8jToMEjAfoasKFA3Lk4/GunmOblIdrjnFR3CubWdSD/qz/ACqwWOSAWOenGBUMyXckXlwTxxgjb88Zb+tHOHIY+gnK3I/2lNbSnCevP5VkaVZXdjd3MVwucqpVkGVYZ7VsW7MfMG3cQeeahNKVxtaWDdx1pCFcFXHysCD+NTZIXLxFc+gpAUJwU2/UVrzozcWcFPBJYXslu7Dcn3c9GH/6qs213hijg8/r9Ku+L7dFnhuFGfMXYfYiueWWQAx5yCe/Y1lJKSszenUlTalF6nQo/wAoYnINSdaxoL3ZIY5OB+laizIQCh49K4KtFxd0fS4TGRrqz0ZN0FRsz8gil3Zpx5FYbHciHcQKCQevWnMtNK1ZY0ijFLijFMVhu2l2g5BHFOoouHIjIuY3jdkIxnnI7ioHVlGRGQnrXQGya6TZtwf4WPasgLIty0LjAUkMD2rspVOZWPmcZhfZT02ZHa/NcJghXH3Sa7H7No9ugkkvC2VDHacfXgVyEcTRSkgZPI56D3pW8w3MYZw+7+E9/wAK2PPaOysdZ0PAit1mVCerDP48+tal26NdSBGyFIB/KvOYIhcXWzy3bLYAQ4x7/Su7gup5JVTyFSLaFyxyzEDGc1SfK7kSjzImPTrzRgHpigMJFDJyO1GAeorpWqObUQKCelOxxntRgDJFGAM4oEAHoRRtzzSgcelIQc4z3oAMcCm4HBOadggjnNBznHagpDQOePyoLY96dyf60gHHGPzpAN3EfwkD1NKHP4e1GB0zRjAzkigByNkjrwfSuTh41SIn/n4H/oVdagO9c9zxXIqcagvtcD/0Ks57Fw3OxQjzWINRSSoo5XJ9KVSfOb5uOePxNKyKxwc1NDqOtqUmkDDKrtHrTCVbvV028JXayA00WVuOkfJ4ye9dSmc3IUS6A4Dpu7fMKUkbcqcj/Z5qydOh4AjjwvYrR9hAGAEA69KrnJcCA4zyMHrzUZba3ML4z/D/AIVa+xyHoVAo+yyjpg4NPmQuRlZ3O7Hlsfeo3lZcYtnYEcHirJtbgHgfrS+ROM/L/jS5g5fIrF5mdQsK47lm/pTx5u3kKPQhj/Kn+XMOWUD8KURuP4SM+1CaBojLS78iTC+mOacztyC7U4q3ZSBTJFI55z2xT0JszNu2dwxYg/XjI/pVJlYZ+QfTitC5dVIVgSTniqLmLbkqxI65NZs0jcr/ADZ+ZQRn0FNBHVo1P4VKChwTuHYYwacioBtG/wBR8vSosXcgXHaNfpjmjC5/1Q/UVKVRycyEZ7YxQFXPysuKdh3IiEJx5Q/OmMseP9X+RqxIoxyR0655phjJXII65HPWpsO5XxEDjb/49QQmOAfpmpmiJJG0E+1N8vIPAz04NKw7lfGDwcUbT1B4+tT+TjoMH86b5WfXiiw7sjwx/iP50uWA+8aUJnsfSk8vjjNKwXELP/eP4Uu6Qd8UBOvUe5pNuDww/OlYdxfNf1/Sl82Qjk5+ozTdueRmlABGByaLDuzNop7jDGmVkbNWdiWJsZFTgZFVkOGz1rd0OCOa3nklRXZSAu4dKipU5I3N6FH2s1EzMccGlCFugz9K6FkTp5cf/fIp0R2MCqqMeiiuZ4ryPVWV+ZzbqycMCD6GmKWDDk/Wt7xJHEtvBOqbZZSSx9cVz5DDkNwa6Kc+eNzzK1Lkk4m3psU0q7gwAz0zzWxaQMP3xcKo98VD4c02H+w7y4urcO5JMbMOQAvaqyzMFwvyg+lKTsb4TBPEXd7WH6ppkl7evMJAuVAAI4OB61nnSLyJ8lVKgZ3A8VrxeVLFh/vDr8xGRTi9up4uWQHjiXNXFtowxND2NRxMEZLZx1FV3HzVYxhsehIqGQZbPtVGQyikJxSbqRQ+img5707NAGtpb4UZOB3qa+1UyRG2tyQnR3Hf2+lYwdwm0E47irFjay3dwsUS/Mep7KPU1DXULmr4fsTd3gkdf3MOGb3PYV2SsSwPvVGwto7O2WGIfKOp/vH1q6DWEpXZtFWPONWjaLU7qPGFEzY/OqolkQYEjgegY1seJlki1q5ZYj5eQS2zI5FZEpQHaFH1JIP5GuyL0OKSsy9a6/qFsm3eJlH3RKM4rRi8Txt/x8WrI3rGcisBkTZuDKT14b+lJ+7BCtkY6svNPlTBNo6uDX7Jsf6Q8fpuWrf9r2DFVe6iZzwCMk1xiRRYJMwIxyCpH5GnlLfzP3MpQEdzyD6VPKkPmudos1vIxENxG3GSu7NTbCw4x+BriXgYWyIgZyzfeUAge2RUa3V0gZBI67uCNxA/KmhHS+JrWWfSWcrkwsHz7dDXDyAq3IrQ8+4bMfnSNnhl3ZBFQSwyEKGyV5Ix6etDBFZWG3aw+X+VWLadkwM4AGeTTFiUrIojZiBu3dCo/rUbREFArB9wB47e1JlqTi7o1ob5ZF5IBq0sgPQ1giNmDEuF2nnPFLFPMhARs+xrnnQT2PVw+aShpUVzoRzQVrKt9RAbEuQfUdK04pUcA7uD6VyTpyhuezRxNOsrwYbTTkglc/KhNW4thOIwC3qaY164YqRwKz5n0NeeT0SFTT3+9I6qPTrUwht4cYG9h3NV5rhkYAdxnmmeaWA3MFHc0rSZm1Nq8noaNtuup1QDCKeSKz/FWnvFci9tlykpCyYHRh/Q10VhAba0ZXVVdzkfSpHhjmDQzLGyMOmCM16WHo8kXfqfN43EqpO0Nkebwsyb5XP0TPWnXDhiHZCvHGMdfrV/V7B9Iu5FwHV+Y5ccMPT61m3EYKJLGSyvkscdD6VscdzZ0Ka0Gn3YnikMp+4VGcAda6HRmWZgit5hRd5OeqVwiXUoVQG4ToRweas6Zqc+nXy3FvnCggox4ZT1BqXG4XOm0S9NxdahBjIRy6EdMZwa1t3y9R9c1yemSPaRnUVg3LDkBEb+JjgDH0rrkT5AwhXDAEcDIz2rWEmtDKcVuMaQLj5uT79aTzgAOGFTnCrkxkD0x3oUqyk7SMdsda05iOUgExOcIT+lL5jEZCdfwqb5DgMMfWl2qQcDP40XDlIQctgqMeu6jggDP5VJtRsgOp9qUwjpuouhWZEUUqF3UhjVz3+oNS/Z++aTySDwRmjQNRgCgnHP9KeOvf657UeUynHU0gjcjGDiquhWY9cFwcEDjmuOYf6eox/y8D/0KuwRXDDJNcdJzfnnH7/r/wACqJlw3OtjyJeTnJPHpUwAJqDDCWP5uVPJPQ1NUUdmVW6C4A9sUYAxjPFID9KXPOSefStzEUAe9AB7EY96TPegHBwSBQFhSCMbSOfWl244pMgDpn3FLnjbweeaB2Aj1GfftQM++aRmwOR14wKUHBwcmgBPwo6tjvS5w2aUHjmgBBg9QPxpGCnGQMfSngg89fqKOM45oCxVlgQj7gz9AcVVexhY/NAGHrV9mGeOF9PamN93k5waljRmtp0JC4iCgdBjn8aadPhbqpHrya0WLE4yAy8kUuenHOORUlaGTJpsLD7rGmf2TDn5GYZ6dDW0TyDtz+NNzvzkL170ahZGIdKQn7
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
wjPU5716J51iI/ul3/ACsc4BPPXt1qTDFCwyvygMR8uPzpFSGBfLmRi+SuFH3PYY70xVjUoGzLgbWRsj6H3oESF5VCoUeJRkKxIJU9ycdqVcESS8llIzhSPy9vrUcaCRiyfKWYrjt05wKkIfeu5cMoIYEDkfyoATbGJcBAxJyxzx7kUxLhZJ3iUSCJwXZscY9M1KufKEjIGJIA5GM+mKaFlkbDcbGIAPy4HrTGxkl3bxIUILEgKu1cscn2qwCvmGNS5VhhpE4wfehJi8LI4jDBNoOwA/l6+9QeY7+WshLkDAYHrSESrFFE7i3UqgOZVYfM3ue9PZYvO84J8gXA8s4ycfy9aibImLbQw4CSbiRn0NTtvjJSdG24AYccfX60wGpujjUGNi/Uqo7e1OU4UtEWAbliMDbS7wIjsTC4IXJPy+tQxRDe8yLIzlcH5sbV+goAtK8YXy8KhXrLzlh/jS+U4VcuBuHHHNU5bsxxtEUaZxyEAwf8KnUh1MZYqWx846hewx60CHeU8YbZgsRg9gM9uaRJzEY05dUG0jcSV9DTppEkjI8xcIMA7cb/AGNIEjePErzRbhzhQR7cigBjSDYpfKgthmxn/Jp7QPCfkKOGAOAQRgdz700mVSsSufKQ7vmPBxUAaExuWUGVn45I47HFAFwyyCQR4cfxBcdffNIshjmaaZdidAQM++R61BFL+78rGFB+Zs9fwpPnRSPMysQyGwNwH0oHcuNdeWCYUZlY/eUZHTqQKoTaPc6qI5J9SZ9gP7kwhCAfrxn3qZlZYDG6zKjx7iycHHXPB4pC8rFJVciHgqTgmQd+O1ILXLmjaLBpZJtA/mAHDPKGHPqBUsNtdmRXmkE7qxwzoFQAn2547Vm200tq7NbmSQO2djDHPt/9atK11ErsWaEJKw+cqOKNQsM1KG3LSG+ktRHncFkHzcf3ecflXJhl1W+khgsrhLHbtXguIyDw2ffPNdeq28ts0aiMqmfmePO0Z9aladUjiRSI48cspwBSvYLHIx+HL2OFn+0WkMbMVcjjb2+U98+lTXWgyRh5PtBmReJIVgJwc9VHYV0N9NaGJo52hkiUcqxGAOxFUZ7mWedIIZ3hWLaVdMkP/eAb+dNNsLI5aSO9WFg9hI8Zk+XcCd/GMAdj3qSO1SzhZjHdwSp83kTEKWHqB3robpZrKC8lt5mg84h2kZd+Md1A6HFWoEgZjcIftO9gfMbvx2z0FVzE2OUns9Sgf7TCr3FtcRhuBxjsCO5FRzWsa7S0JhSJtxlTJHuMducV0cltLdX7SCCLyo5P3fzHYB/ENuev1qvd6TcvcKtvGhJO/wAxpuVHcew9qLhY5+O6tmUyBfLdW3AM4GSew9BVyUjlVnt0dwTLs+YdtufxqW70fUJo4vtD2rjJZpCdvHucfrRd6VqMckufLnGwLtK8Njpz2p3QrMbJBPKfskSx/aGAZYmYE+uQex9qimeGSLa5VjtIOCRnHfHQ/hUDWr28m9ogzHIJVThSe+4ckCq9zdJD5RsWcCJejDIRjnPWmItQ2CCOOeJ8SgZxI+4EevHTtxUyZjQxoVQs+4bcOGAGMY981jRSSgbhMC7EKFz69jViK8+zyusiRJh1B29scZGKANC2n3wSFIXSMPiMFS2Pbjn8qeZx9q8uERzJIxLFn2tjHP0P1qlbPDd3ISCVkuN+6Ms21Sw5JPuatzRR3epebEyW1yfmcOuQ3qc9/wAKAJtNmLTTpkb0JeISEfLjOQffFJbM0wMBhVXYMxG3Chu/Pp9KIotgeG4aR7d5CZQRg4x2b8KrRqtpIUjhuDFgsduWCjOASPp3oAmtowyTGBZklBBKPnCkdSD3yKYwXc7ZAw24ggg7WPI4H1pspH2gNDcMywqFRPMJ+vvUt1KUhjcO+7oqsx577vegBx8uWVbm3xwQYkXrheCCafOZJIlzCFR+pkYndnsMelQm+tjY7pZJAJGxMFA3McdcVYVjFBiFmeNosRu4JAJ4De3WgCoI1MslxC3mC3GZCCNxBGAB368U+3ctewx3g3Iykn5csuR8uce9NSyWaMm2KJPyWwwwNo9O+aLZZ47h7qW8zsjyVwBkY6e3OeaAIZIXmnaZDM7JId6xuGGPUfj2xV2SCS3MPkmaWJR08zBX1/Hr9KriFbNftEk0u2U5ZopNxYent9akkdoiJZ/LRyzMhOQCe2COPrQBMknkmEXdu7RgZTC5BJz1PUVEtk8bOYJGTewEsbjcCBzkH0HoajtZL2S52SyxxtMpcKMbXwOmPWnpA05kuluWjKPgQseVJ6/n+tADhPJNcpIE2sCyiNhgrnr8vcGhhKojSMqCkuQrxEHp9314qK92Ownedo5SNqLyceoA7CrU6PAY3haTarEvCeSxxknnt9KAKnnJJcSFVxKjDfGg/wBaDxgZ6GnzKIb1HjkQYbYWkjIY99p+nSnWzPe27zwJyrgSIPmyDyPfg4pk0yzReZNKTHC+cPkjLDn3INAFmfC2x8mZWmHCKAckdTn2x2qBJmZA8LwPFJGS0YkzjB6AHkUqzLPBJ9kmEbhsRsWJEfsM9j2NPjklijBkEcrowGwDb+P4UARCIxMYLNPOtwRLLEXyPoM1YCsBEkUfkKy5Cg5Td3B9TjrTLi5himZJoyRGcCccEqeQQepHaoDcK1v58MjrIhG1GGeT3+vrQBYNvJGPLTzCSpZS4B5OP0x0qmGliBhdAkeTGTu2l1BzkD1FTGaRLVCXeKSSUNkH/Vjvj/Pehb5CZre5kW4TrvWL/Vkdx7nigBTcBoGlZ5Io2T5CzZCsPVT7frSf2hHeLBLnHluu5dh+YgcsMdKS3eGa5+zKYm+bcMruVu+30FPtZLVHw9i0qOxYxwMyNGMnn0xQA8yNC/nyOiMWfC4AWT0wfXii7uPNullmQ28uxWH8IYd+e34dcVVvINNMkoSVwyfOQz78HPPHepr1Lea1E7RyyKoDDYRjA7kUACh4rxpFkgZFkwIR/wAts/yp6W6skkOx5LZiXO3nZ+GeevaoFjiQw3MbOkaqSpj9Ce/cU+ScTRQTw3QE0R+cYKck+3oOtACyW6iZJDmRSfkjJAKHAycenvUzOWMDAvDMVPmBvukgfKB6E/lUE8wubh7iJ418gFefr68cc4pbmMzrPBKyMSBIEQkMV9Bjg80ARTiCK3h2Svbvy24kkBs44GOBj8qEkMsXm293vDSbNkkZPPU/N0ApVExsi+8eWhXMgX5l9cqe2KsxMrxNbCK3bOHVx8oZepOPX2oAZFcM0Twt5KzRyblkIxz/AHWqSYO0atEpWRX+ZNxTPBIII4pu3yofOG53DbvLkADDOR/9f3qu0EkMG5GuVWYMrFXDKpHf8fTrQA8IvlfZ9haMHcwKEHdjn60RW/2aK8hZIvLbO1kzl+4OD2oPmeQs7jzmdsNIyc/L6rx9KUKodLlWlhmH3lTBCsfu49QaAHJEGJthJLGqgNCznIz/ALJ9DTlS6tlGGa6WbL4bopBII475pj6i0csLymKO3yVymCc/3sfX+dLJKVcPvLxuoICZIH5UAN1OzEaCWPJUcNnt6GsTAOTXV32E025LcgRkc+tclGCdo7E1x4WblT16HoY6CjVuupuWy+VYFu5Qn6VSUHFa6Qq2nvnK5AHqagS3hT+DP+9zV+3jDciGEnWV1sVEQt0BJ9qnWzlIy2FHuauBgowAB9KYxLDrgVlLGSfwo7YZbBaydyAW8Y+8S36Cr0Cx7NuR+VVAOalBC/WuepUnLdnXSoU4bIvBUA4UCm8n7tQxyEkAjirABAJ7Vyu63N9iAl93HarFtvaRR3qJiCTzgDkk1fsIMkOWHNXGnKeyIq1IwjqyeONpH+UZqhe4t790LlgEJyB04z+NbqhUG1BgfzrF1iFV1CKfYDJgYJ9uuPX6V6NDDqnq9zwq2I9o+VbFZHdLVfNUr5vDKh2so9CfXvUkrh8TFW3oNuTgFBnrVVoxLwZVkcMSFbHP1qSNVZnZXaLgHygeOPXPauk5yRVEd5Nh4iOisVxg/wB73qQASKR0UAF3wRk+pxUZZ3YSLIvnHJVmO3cPTpzTnPmTSPO7IW2goucnH8PpigQI7kk3UaMxc5CZwPQihpJI1TenlsXxuQ5IHqfSmlh5u9FXCHOCcED3FJvRzudwgBy4Bz17j1oGPlghkdohMIhFlw33ge+elMjaQsjPOJCerDqB6VJIWS4KFiI35JAxnj0pEUK4EyhoVTcvIBA7Ej1NACxxKxbzIjKqnKg5+Y+uaV3maWdhMHQj5UZflUjp0qOJpXV0RW3Z6Kc7x6VJHiRjHG+1yO54+h74HrQA3fhEzIW7E9hnv781PGu0uHYunJIPzYPqfWlaNbeELOsZlzjcr8N7n0quEKPsjZPu/wCsBOB7UAWFIZGTYEdh94EnP60jxh7hJ0ixcAbSQmMj3yah+0F7dwzMsseFZMAEe/0qUHMLKyMJAoOfvKB/QUALtNxJvMce2I9QuOfbmn7UKqS+2Qknf7e1NEr2+Y1USbjnbyQBx8xHSq/mRxPKnzOSM4ycsfX0xTEWVJj37ZDg8HK/pSBmeVjFGHG4MUU4OPemviNUjCYYHcA7EA8dRSeYbgoI/nm/u7MfjmgB6sXBlILRsSylmJA56e1JuVXzOrAHjbnp9DToJ2RW8pQGX7wwML9M9aRUk89wmYz95uMjHrQBJEE3RlJCASyr82NvuQe9RMxEzN5AaX+8OASOvFEjgAAfvAp64yCfcetKjgfvJI2K8k5bBUnpjPUUAP8AMDRbTtD4/vbdx9/ao44i7hQR+6HygHIHqMZqRk86IlUwVADMTnH4UxlSOD92/l5PAwQF980gCOJ5RLGp2BPu7mxtbtg9KPLjYrFIxj6MWDEkMO9RSSGKTyWdnRiCxU5DH+tSSRyxIzRyLJG33lQ52g+xoAkjYRq65ZpBkdfvD39ajaMNGI9ud/I3HqPp6U6GZ2by4ZF3Ku0bzggexNBfa23y9zEY4Ibp/KgBs9pbsn+lWiStyQu08AfzqaCxt4biCTzmDxqQIwSAPXatAYpGDPE6AdWPUZ/zipVmaSONoyMxjhmfnb3H1oAUI1s/mAs7Fc7Rhd2enJ6Cle2lYiS4Jki2ZCB8Efl3qI3byvgswYIeGOMc96mF8hZTJBhgOHIyqmlZjuhIbTyo8CCJEkbc+1iW5HUn1qw4XzQkkQCY2hvM4PuaSO+HnH9xsDYwdw+f/CpGmtVY+a5R8/KCmNtKzC6Gy2onjeAorY5XIB2H/PY1DOzyO5iCMFOxu2DjofQdeaPtaNeur7RKBkMEIB/GlmaPe8wnHmcA47D0x60WYGRJaNLb3AvLhZICD5ccSkBfYdzzWefDu+z8qCe4XziN3mDC59xXRMkariafKrjZtjy6k+wpscXkqJDMZGPVDISzY6VVxWOD1TRrrTZfKlaOTA3fuznA9T6VRkAKqUXGBgn1NeiT2rfbViWKSZQcN5rbfl6/e7jPaub1HTt0jpa6Vsb+8Jdxx/IVSZLRz9vxIDzkcjB28/Wr9xceXbqkhIncnzCP7uc/5xTL/TJrQo7BvJbADHGVPoRUOo20ltOiySrKWRWBHTHYUxFw6y/lNFFGfmcMcsdpI4zj8q1EedphNDIqSwoCVySUIH3sdwQcYrmzdt5bJsT5urbeakMlvGEaKSXLLiRScc/UdvagDXliRZPPvbeCSMKrSMmVwx5xx19KcbzT5r4okps4j8ybgHCHb0J64Pp2rJt7t7cspbzY5UI2bs9f61daONobeZlXePkLbNx3DsR6YoAu3MKeTOZBHJGVB/ckAhQefy9aIlSz8yNZ5ioXIVzlvbK9u3Sqpv7feC1q0ak7S+zqB0H496mvorG6gD20jPHFgMzcbVHv1OM0ATR7BZeZOwZmJZ5ExkjHJ/PFQ/aS+J4zaI27I3J8xTGD9fxpmmm28pvs8iFlJj2MDlgehz6ZpjRWUyStaIFmjU5Tb8xb1APGKAJWgikn3LN5AVc/u4iQw9DU0wgWeJIoEe3csTGEOMEdTVWCW73gXkBihOM+UoBJ7H8/SrKPLb7nDNc4IMiDGY39D2I6fSgBb6BI4W+z27sgKtEjuWBXvtHaoEe5W5jVY5AiryuzK7M859c1PbrcvqayJHG1vEAWjc4wT129+opwnWeaS/QhVlbbLGM5UEYyPpzQBBDeJNvjYTLA+XjL8lj04JpkYmdJY1uHQxgl1kQ7Q3QDcOlLJBLDarcQurpFkKhjwVUnvnkk1HKrW8iSu+EkjY4Zc7/9kj19/pQBds5pXVxfwPbzgbUljUBWB/vCq7zxfaYzLKoyrK6hQy5PBaljmtoYElQy+VKmGVzvCN15+o9Oaj0+a0mu2gumT7O0YKJGN20+mTzmgC7BELRY44JUkYLkquACM/e+vpRM/nzySFiEi24mX7yDHU+oqs5iQhgWVfKIjcR8sMYJPoemKnMbi1jSO5iST5VdXGHYfU8evNAC2wNsqxyRCSIIxIKHa/PYnocc56VT2NatHf2sCzQOAHcLuKnuMZ9PWrdgbpYShuPtEThgCrjMPGeQaqT3IaJJop/Kxja4OQGHY+x6g0AMgmtWeQzThS0gZQ6nDDP6cflVrddRz+U8Od0TAOj8beqkE8556024giu5N0sUUxkwPMhPzBvTHpRLpjLp0k0dwpZC0ZKsTv8Ap/WgCVozHdCV4irFVTdjAdSOrY79sj602S4u4pftJllMb5i2oM7fUEehFNW2kmtLcb2Me3a2wECPAzyDVayu2uTHGWQSDIG5tox7Ed+/NACiVIoYHitlaNJDh2G3cPX36/pTjKkElwsiSLOwHlt1JUng56YxxzVqG5WNbdZY5TAWYZcg7+cgEfXvVXUIrlbn7WZA0cbAmN3GVyfQfw0AXHhIs50KvcpwyDG38MCqVpcmQpagtDO2B+89ex+h6EVJHNKFllhkjYzEndGxATjAHP48U+cKw8qdJckYt3Yhnz1+90IzQAqSXNrc/Mls6xvz5mcN2Jz7+9E4uEvVQh4o3fnymDbMjPDenemBVUrJdb3JYgvsJJPfd6fTnNSSxAJvh8otu2kLwHXqcev0oAfdb41WVLbzZQmzenViepbHWmtK5tIvs6wtkbJI5QQw9/pUSNB9ot38lxmMq5ViueeDj16U6V5miaaZGby3IaOQcsM+v/16AHIY5jhJ5Qu0qI1YZPcc9setFrFJGfJieNopnIdGGMe5PcU2eJre6tZ7OGAswOZG4Qk9jz1HSrEMaqeFdJcEYOWCnP6/hzQBFLJcCAB41WRfkuAW5YDhT+XeoYIzGrIIi21N4zIGUHJx36YPWrccjyTF5D+8Vxu2L/rPbB6Ef1qCSDzXkSS2CJJukUqMFfQE+nHINADHMk0ylbFYZ1GcqVG4joM/5zT3nleFXZDG3TdGm7cec5C9OfWlSzAt3DSlRIRsO35UOc4yD61PbwzuNqXALH5vMKBcj39ef5UAGuTY0d17yOo/rXOQ8yIO+eK2/EhlS1t4nK43FsL9KybKISXUZAyAOahKy0NHJyep0avssEXB5bn8qZgEZqS4ytvAjHqC1VGbHevMq+9PQ97C+7SVyQsBTk2nk9KhV415eRc+lNku06KCf0oVGctkaSxFOGrkTEjdhRijaFG5mA+pqo1y54GAPYUzcc5PJ966oYOT+JnDUzKC+BXLvm7uI1Z/pVhJpFhwwVD6nkis8XMgXaqqvuBTAryEl2P1NbxwlOO6OKePrT62L8CJLMMzGQ559K37ZcYAIxWLpsWxemc1twDA4HWtWktjkcnLVlvPvWXrAP2u3dCS2wgAdauzXMVuWaVgAv61j3N6l1PvcMqQrkbW+bmkNbkO5WVN4YSMcAleMUQssd1JLsycbSTIRtb/AAp1tL5ZCLLM8JBB2D7g9OaFfOZkD/I20FgCD/hUlgdkcMnnwBWwGGG+Ue5HUe1IGEcEK4VHTJkYkncO2aS5gjnEbpM6lnLYXgqexb1HtTTI0tyxkWGSYrlgQSD2HHY+1AEszoz78RqgGWAb7xz60v2lUdjICpIwqOMpz3ql9mnAW4W4VPLAVSufLyf4TV3544GW5ZWQBcbsbXf145FMRJbllCMgE/ynafvEAccZ6c1GApTF0m0oAEWRTuGf5+tEqhbobtqKwAU9CCee1JJiTbHG7CUjLrI+3I7Y9KQxdsZV5fLLeW+QVOFYenHIpuI2l+0eW
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
AV55z0JoAjecP/HsIGGBOc89QamjDgqUZWUkkKQdv4+9VoZIp7kWzLH9oKsUVmwOOxPr/hUis1vbf6qQQnO6Xb0OenHUe9AEw3hzLcsoZeA3dfYGmWrhIXjMO4A5DMMficU1W8pykEksiEDI2bg3+yR1H1pVEcGGJKx4JdRlivoDQFgjIYHa8gGMISTg/j2+tSm4e5vI5HA85U2Fm5wPQehqBFla62o2AEwGV8Aj0zSRRMD5jlPJJ4c9vbNAFhiZZeVAMRJdyMlh6GgFoiG2yK0nzlGXI69/X1qLafMyi/O6kEFyCRjOKWM/6NGUEgjiByT8+D6YPpQA4sw8p4SwmaQ8r0A9CKkkldZGdmDzo3OMc5/SobSVEZt4aJWXqCAG9ev8qVCFmbcgjlA3Bo24cdhzwDTEILTZIo2qsQLOsezDKevDe9WHuHYQqUMUzEYkLblx6E0gkeVHaQq3k8II0zx3LLSqVMKzQFfs4bop+7749aAHyOqhPLugzPlWON2B6Edai82SAxvHsidj96Ns5HY89KGkj8uUrOHJ+YHB5/rSFkdkTO0gZQOuQcc4zTJJCrMrvExTjByxO9u5+tRyb5JYZNvlsrffQZ2+5FTiVVm89DHmRR8sPJHvj1qONRGxREkKyN0TGduevsaQxYvMuLdQskYZXYyvKcEgddo9SKV7iV4oyWLxnOAMAp7H0BpFVWdpFKnnAjbIJ9v/ANVRiRWb94rRsTkdwQOv057UWAm+UquJCozkLgAfUHvQ0cm0uPv92z1z64pgXMYkwIjndyPlB9iP5U4Ryjb56vtHRlA5z7daYCmeNcBwY1+UqSucH+lI7mRWBKCQ4Hyt/jUsWXX5QssZXGW+Vhz0qJAGjLeYVlifHzDcCKVgJN4llZNsartxkKQCPekikP3HV1B64OVPpzS+bJKrHywpjBO8cBge59qZDnyfMEh8kn7gbEhb6HtQFyzHGPnGF4HXoRUimKNdoVHViOgxgdwKgMuGQFt6rh8OBk5PIyOtIibrjhljzyE5A59PUUrDuaW2IxqylHRuhPOB9KkURy7VkRFP8Pp+FZrC4Lu0p2le4+7kDrTVEqhpPK+VuQUOOaTiFyzNFHCy7Um4PBil2j6E9MVBp8Os+bK99LsgyQoLhyRng8d8UQTFmERVfLB288Z+p7U+CVQZY9xWPtjqD6AdxRYLlbXdKk1JcwRRNLxumKgGQ9gSe1Ylz4U1YebCj2/lM4bdkDn29K6iN3HEcgYgAlV5AH0NWBIHidYjulBztYYJPpzSu0FjgW8L31pAWmtY5zKpCkOf3f8AtcdazZvttrCIZMmPoPRa9CgguLjUEebEEESlTbA7icnqT2zUyQrdecXuIjA2dmUB/Q9DVcwrHmxCW8QLLIk5J3F26r7fjUsdtczSgWjzPJt3/MdpweT+tdrc+ErO4R3Uu0pBAcuNv1FZSeH9Tsb0LFbC5jwEV3kBKD1/woUkwsc9ELiAG6JnI+5M5APUcDFWLC48rZO0yxyrINyTElXX0+laV1Y6pBqJjjTKygb/ACFwHx3GeM4qn51v+7WaIK8bFAWBJUE9eaoQ6aaASzG2+zx+Y25MDeU9RnvSTIjWjw2irguJAqnhxgHbg8g5pNQ0yNY/Os45UCn+DkH0x+NZ09teLaee8u6NX2FN+4qR0yKANS6e2DxAbwqptV2TKjPJUj096jnikt3dpII/s4yFWMn5Qe4PtVC2v2hQ212koic5YqdrAe386ttfo0scql5WlbD7jjfxj7vv7UAaNzLHaQ2sxmjdAQAyg46cg+uf0qqrpdcSTkRuxHmxLtGByAR3OaWMsYjG8EMlsMH5AT09uucGlmELSRtEgXzCFRpH27c8duvHWgCEwzAkq5iYkNJuzznoMVcC21w08JkKSqwjSRGwDjrjPqKknguYX3SSRyQsAVaOTcpI4z64qlJMpR4pIzvL7wRz+IPagB6D7XiCQjdtbknaT6Fj/F0pqmN1tkDwBV/eGLk4P8QX0pvlRSsstqf38EeVjDcYPTr39qZp0BUm5WHy05KmQfeGeQD60AG65Mr77USREbGVXwcKR6HnA/nViWeBnO8yxZcMJWbf8vTHoee1MuElMs8E0bRO53K4TllPT6YpAktssNqNrQKN2WwcMf7p7g+lABukS+WNZI28roem5fbt3NQlGgmjnt5lDMG2mTPBGcqPQYNS+ZP9lYtbRKVGAfvBjnk4p3l74WZJdpkAEkMuSgx3B7Ef1oArO13JNKZIQgKq25eMhfQ9M1dZXR3uUhTEi+YoZgMOPb19qJIjbwLAqrwc7XY4dSe3Ueme9VwIre4n2xtbxBwypKA+wnrkd1oAto6SKztsD7fMlXr97r+PtTzHZxTLHuZY3AO5jznHQH/GqUKxRCaNpfKbefklxsLdcZ64I7066CLAyTLHKFAIYPjax44I7UASXMiwyjzpCkqD91JL8+wj1+o6VEreRCpkChX+YSQnqaliifyYFRGc873flh6ZHQjBpqRG7neNEdljH3kjBJ7dPwpgc6AAV9zW3kR6ZcP0Pl7fz4rIAG9R71r3ylNGbj7zKKhlIybJ2WdccnsMZrsLSym1Kze3mOyJxjPXnt9Oa5XTjHDL5kiqeMZbPB+grqLTUJTEYon8luxKZYccYHQVE5NbDS7nHXED280kMqlZI2KsD2IqGt7xHZbZFuo381WUCV/9r396wq3i+ZXIegZozSGinewhaKTNSxXMkX3dv4jNPmAISFcE5rUi+bGO1V4tSjI2zwBh6irIuLVhmFivqp4ppiNC0up42wwDJnp6VtLLmMHsa5yC8RGA6j3rZjnDJGo7g9KGCI5yfMJ7UMSyFCOpAOWxirBCnAYcGkYo0TkRrM8fIB/i9vrSeqGtGQvY3fnrtnCmIZ4A+6e+fWi4MNzGzhJt+ciRjkvk/wANSo6yRKZLghByYyOc+hHpVea5cXKXknmDYflPACj0xWCNdCb7283Ee0soVjvJYj6etMYW8TIZFaKAAnkcdP5mppZXMRV2YRPlmkdATuPTnsDSxWrRReYRHIAQS0qgnB7DFMBgEBYhGmjiIyhCg446c9DVe0jgClJGuWz22Aken4Vbj8y3jaeRHST7ow5/d9+FqsjTPIzLdsSDuXy2Cnn2oAe9u5YrITI/8IJwFHpU0O6GzYFWaZl+XAU7j788U6Bh5sqyzS3CqNzfKAQcdajMcco3nCxR98ct9femIW3MdzKWhHlNGm0IVO4/QdOtNIMG22kRGUggHAHJ9fX6UB5Y5mkifA6FV7j396bE7W0zy71kDqDt2gA//XHtSAs+X9kmUK4jZiAiryBjucdKgDRefkxh5ZDgkI2VPrkdaI41kvX8iRykagq4wvOOh9frTolV5ZX8siTdjdHkDA7+9AAtx+9cPhzMMsWJBJ7jnjOBTm2nIYEKCBsc9O+Q386WBYJTvLxQoX+Rm+978dKJg80jxmTzkAwrbe38hQBG3ltHMA7hwcrznfnsD7VLHI8arMy/P0wFww9c801g8yv84gKALwg+b/GoxKIoR5x/euf7nXH1oAmmYBI1idT5ZZsuMZJphUrLs+bDYOSCRgUWFyEaUSPG25SYleLkn0qKONIhHCssoVWL7icEE9aAuSujOQ8IQLg5BkwPao/O/eB49wljwNuCVAoMZRTK9uFJOAwbO+l8xHBEkDKQp2bWOWPqfb6UANEKs4VFXew/u5JGeQKWVnbTxAVKMZMbyeAv0qNFRwjiXfj7vzZH19anVm2bGTzBJjKnPDeooAYyKWUJgbeAwJJ4pFhcplDht2fLHJx7etEaz/amaDY4VTkbenHB4othKoUHZIjnhWBBLDtnsaAHRsLsCR4ypjG3g7QfQkd/pSRRLIAPlDYySByR/KnhRMgeFQmwsxTgCM/Qnmp99xb2P203C+ZKdoV16euD60AMZpZBvTEr26llUABT25Hc0lrJLu8zhDIhZojgDI/UU14Gkus7SskalnYMRuHbj6d6b5sT5YxyFySS3XAxxk0AI8G2VS6TvGTuAVfuN35PYUSrdQzH5JJ4V48xFG7/APXT43SZImaRimd0exypJFPydvyCUyL/AKyQHIY+voadxWDfKLlZIpx5rLjcAcEHsfpRt2bFDCNRIzAxrhSR1PripZVjlsni3nyy24SKm0q+KigRI5tkhJOzKSK529OhHWgLDYTI8A2jcznLRtkkY6nn2qznfGVgVwhXEkUj5K47rnpVUSLIhBWWORSMbWO3Oc5HrTZR5szBpXzjDN13f73qaYhyFmZXDOkkaAJwCW+vrU8p8lWkZ1CN1b1/yaI2jEILzsu4hVPQA/X0qNSpUzBCZVbJZAMbR2xigQ+dJRFHGJYpPN5VQxyKSWZmElxtd/L2hnPA9OT2p0wW2RHjXbE5G7IHI9BTGB8oznEit8khZMZ46N7igBsm+yijHlymOTJXjcME9eDViQw7mRUR4wAzZJyBjqO9ItwwtmEbZ8tcjMn+r/3abIskcSFm83zE+Z2HTngcUDFUASOqtuThgB2Hc596PkAWZQ4RiRn7x6fnmldgJS7q8ZICtkAdfQ9qWOViNhcENnludvtkUxD4lVTHcRxvKkeQQEJBp/ml7xWhBVvvFwMA57VWkykA2SY3LwM9s1MX8yHPlhiBhE54/wAKLASBA88iTtGVBBHyY5PWmNLFDePEwCq3yhtpKofX6GmWbTSRSPJbFHhXI2yAtnvUf2uNt6hk3CMMsaA4b356H2pAWJ/kUI05lx0K5wR6e9PDLKRtkdiUxhTnH596i+fb5boA5XKlew9hSQr5TSXbMJF8rHkZxhscGmAvzBuHCE/I6EfdPr7ipz9rjiCsYW2j5ljbg5rOFykssYu4pYZW+46vww+oq47pFtkQmNgcc9/X6mkCZaLIP3iLtO3a2/jnsKjt7icO250IU7Rk/MPSoln81XkjZpEYbd/QrjsaV3R1UquCflZTwfrRYLlmSd5cSsowq7d398iooJWMolDbD90B16/Q04EmNWeKNiMLkjBP4jrUNy0+5kkDGMn5Y2IwKVgJ7WYwLgx7lBPy7xkVMJJ0BS35Qtnc3Ye4qmBGZS8cYJZdrCUAg9+vrUsXmGUkTbGUcDOd35UmirluNPNdJZfL81TiNg2R+APeqmo6dFqu/wC1SeUFG3fGRn2H1zThJOSRIXCYyAvTNHmzyOwjmMQkYEdCAfelYLmVe6BMVVLe6JdPvP5ZLKR2wKpaja3dvFLcxSRSrvDMseV2kf3h2PtXVc3EDo0rxyNlXdSAfwIqGzt7a0aeKO2wGbdI28vvPqc96LhY5OC5trqAJMYGjb5njLYYegAqve6U9wu+xbOxSM4xuXPr0/Ku0vtOtdQshHHsilTlJAgzn09a5K+0Oays3S7uYVjRyUDyEMufTHXNUncTRmW011aXnmXKtC4Un7g6EYzirOnuIWC3CW9xEQR8/QDHBBPTmq0drDf281wbqVrhAdwdNwYeoqCBr6SDy4j5aJ1zhTg/zFMRcElsZdsckLICSseSuMe/TJx1q5cJbu0E25fJkBy6nLIvv7ZrBSxm34ZNhDAHJ5H4Vba/uIGVJYlREbYxMfJ+o9aYF43PkqyGFJMEDKyDdg91x0pLhoFSKFY5lEbF9pP+tU9cZ71Ua4tjHK+I2V/lUGMZz9eoqaeW2niVLZ1byQAgY/MMnt644/KkAMZbbUP9FvPtKTIGXflePTnuPQVNNGFhnEbYeRtzRCQMOOpA7mlsAHiZJEHnru3b0G0j6euaZLbwLFl90xKs3Aw0IPQg55oAZfDKBZPPEaDaNgzvHUA+lRWgMm+3jEhTaG8t1ALY7fX0qeQzLA8Vu/2hcD5pcgH1xn6+tV4VWKVXuodjD5Vbdkk56gdD9KAJ4rom2WFIZBncRv6hu559qkvkV444LhnnRGJVgSGGRyTx0qO8kuHiRrmVGik4DYONwPbHoKRzKojmuXG1uMpwxA7Y/WgB0sBe6ZJEaUrtAm43EDvnvTpZTBBKhCv5r7ApGMD/APWKiedh5d2JJPKDbXGepPr/AJ7VLbn7RteGZJHgXBiC5EgHTI9eTzQAjXEzy4eJsqCjFG4BIGD6/hS20cpcIX2yqgBA4yM9etMuJ59nnGNWlLfvI153DsRS3lvE8EMu4whgCPMQkDPOFPXHsaYGRZx77tM889K3b63lubCCC2272kLHLY6CsfTQGvVzyBXSXltIIIVQfu9pZiPXNYyepqloZ2mQQwXIMJacnhpfLztIHIGat2kRkuG2kKOR5m4A59KrJ5kUWJJcMw2j5Mlh6irccix2bMtvs3Mu8sDxz0pPUELJAJNLufNUAGM7SpySR3xXHnjrXT6jdtLFLBawy+dIwBcArkehFcw4IYg9Qea0p7Ez3EopKWtCBKdSUdKa0EW7Wwmu43aEKSv8JbBpJ9PvLbma3kQeu3j86fpt0sMjiRsBlwD711GlagskeySTcoHHOaegjkImODk11ug4k06Nz94ZGaj1bSIXjNzaxjf1wvRqsafaywWkRI2xBckHqSaALiRGRuBgAdTT30+BSGBdWPUr/FVe0vTc3CohIRSQw6GrtzNHFANx3MeEXqSaegGWSqyb4R93qxOenqB/Kp5DLcxgo8ZbOPJCfe9+nA+tQrPGZSsa+RNIu1yMHJ/pUls7faWCTmPeMMdv3vpk9awZsht3KkgRYbnYAvzRnldw6Z9vemzTN9k+eaKOMyDMa54PqCeD/TNEbhrj7PGqRKw3YIDDr1OO4p8d3tuFnGy4REIIZcA8/eI7UguKY7hrFpfLjaJeYxt+fjsaruF+0QsbYpKYlZSuCp56/wCOetEUtxFctdRiJt7k4bkqfZc9qkBXmNnKPku8irw2fUdgPamAXryM8JhuY5Y3JDb02MSOvI/lTmiKTLbGOHByN2/7vueOcelRQxKgeKXM0Migb9hBz2GegFWWZEDqFHy/6o7N2D3z/jQGgk8r/bxDG8DRcAyKpUnHv1/pTVnie3aNflk8w7U8skk+pbsO9NSFbiJnSDbChzI8bfd49TUaw/IrAy+ZuBUtLhG9c0EpkqRETKBDukVNxfO0cHsD2/8Ar0JdRQlGcbN7dCcRE+o/umlVSyyKTGU3ZDZyFPoD6elRTyFYntvNDoOSnBz+PrTGSL8xne1hQOT+7ikfaWHc+mD7U6USxSg+VHHGwyVjkLFTj8jTTGdkC+U8zeWcAjiM54APY1ErLlhGMeYeSckA0gJSscoyGDLgZ3HDFfb3oiuXlkMbea8AJwrRglR6UhtpLez88LOGY4QOBt9yPanLcQNbq8b/AL5sDBGMnvzQA7yWFp9pRc268ZJ5x64ppbaxRWMttjK7z8/5d8VHbyApmIxkFh5mBx75z2+lOuEClFhcSDqpfgEexoAlEuVVVQxn7sbqhJIPsaYXeORbaOB55UkAVieYhjJGKZHNK8TxvHwMvH5chYEioruIs0UsExWYndJuBwB/jQInljVGZ3lTyAMmUDBHtjvU3lSyyGaJmQxruPlDdx2PJ71BJDFJIjJJAAmNikA7yep56CpEiSVVit4fnyesu0A9j7igZWgurs2wneHb8/ll2JDBhyOAasJCwu3Inijj2ZLS/wAbew9aJpHY5BMbBRGw7MB644pD5zsg44bau8cnP+etAB82S4ChZcho+u304p7PvHki3WRfvMVHI49DTDI5HlOCu3pkKpGPem3ET7wkhZCcAdOD2B9jQBIs0ULRyFpGG0r8oALN7+gHtTbeVA/mly+3JKZ2EA+x6+tS7j5eWjkbZ/q2A3RrnqMj8agnglmEm+3TchHzgHGD0z3xQBJlUs1ENwJc8q4JAjxngj0+lRTNjLiFolAAzuIUn1/z61Ne27RWccyQ4hBCMIskE56ew96kjkeaRIZkaWNhhkJwOvbPt3oAi+0yTSKyIY3OduXyrjuD6e1PEkMksaebGoAAdJMls+zDtQoLSKZZleIfKCPvjHTNMmthCR59uyoBuzEvLZ78elMBrTr9lMUDKJYpuMHbuT1DHp+NS2rRzvdRuVaQH90vTIHqagZGaSD541Kk5ZiCGH0NTGQi7lu5IUQzLgITt5Axj3z7UXEyWcEjZhk3ACNWzhaYfOjcpPAsigY2Btrqfw60jLOzFNsLncvyE8AdRn0qUpcQt5hRFBbjOfx70xBe7J7WAxCR/m3skuMZ9PrUbSiSKPygbZ4W/fR
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" alt="Как выбрать материалы для ямочного ремонта дорог" title="Как выбрать материалы для ямочного ремонта дорог" /></p>
<p>При восстановлении участков асфальтного покрытия оптимальный выбор составляющих зависит от нескольких критичных параметров goods Основные из них &#8212; долговечность, скорость отвердевания и сезонные условия применения. Композиции на основе холодного асфальта признаны эффективными для экстренного устранения повреждений в холодное время года, так как не требуют дополнительного нагрева.</p>
<p><strong>Технологии с применением горячего асфальта</strong> обеспечивают лучшую адгезию и долговечность. Наличие модифицированных битумных вяжущих усиливает устойчивость нового покрытия к различным деформациям и нагрузкам. Специалисты выделяют полимерно-битумные асфальтобетоны как наиболее пригодные для адресации проблем на загруженных автотрассах.</p>
<p>Выбор состава зависит также от размера и характера повреждений. Для мелких трещин и сколов подходят холодные смеси, которые легко затвердевают без специального оборудования. Особое внимание следует уделить <em>соответствию техника безопасности и экологическим нормам</em> при применении асфальтобетонных смесей.</p>
<p>Для обеспечения качества исправленного участка покрытия решающим является не только правильный выбор асфальтобетона, но и квалификация исполнителей работ. Привлечение опытных специалистов и использование современного оборудования способствует увеличению срока эксплуатации дорожного полотна и сокращению времени на проведение ремонтных работ.</p>
<p>В завершение, акцент на качественный контроль на всех этапах подготовки и насыпки асфальта позволяет избежать повторных ремонтных вмешательств, обеспечивая длительную службу дорожного покрытия.</p>
<h2>Основные типы асфальтобетона для ремонтных работ</h2>
<p>Горячий асфальтобетон применяется преимущественно в теплое время года. Для его укладки необходимо обеспечение высокой температуры как самого материала, так и воздуха, что делает его использование ограниченным в холодные периоды.</p>
<p>Холодный асфальтобетон отлично подходит для очных ремонтных работ в условиях крайних температур и возможности быстрого вмешательства, поскольку его можно укладывать при любой погоде без предварительного подогрева. Этот вид материала обладает повышенной удобностью и скоростью применения.</p>
<p>Полимермодифицированный асфальт представляет собой инновационное решение, которое демонстрирует улучшенные характеристики при высоких и низких температурах, что способствует долгосрочному сохранению качества покрытия. Его применение целесообразно в местах с частыми и интенсивными нагрузками.</p>
<p>Выбор оптимального асфальтобетона обусловлен условиями эксплуатации и особенностями конкретных участков покрытия, а также требуемой скоростью проведения работ и доступными ресурсами для подготовки материала перед началом укладки.</p>
<h2>Преимущества и недостатки горячего и холодного асфальта</h2>
<p><strong>Горячий асфальт:</strong> Асфальтобетон, который нагревают до температур в районе 150-180°C для обеспечения его должной укладки и уплотнения. Предпочтительно его использовать в тёплое время года.</p>
<p>Преимущества:</p>
<ul>
<li>Высокая прочность и долговечность – из-за расплавленной смеси компонентов гарантируется отличное сцепление существующего покрытия.</li>
<li>Хорошая устойчивость к деформациям – идеально подходит для автострад и мест с интенсивной нагрузкой.</li>
</ul>
<p>Недостатки:</p>
<ul>
<li>Необходимость в специализированной технике для нагрева и укладки.</li>
<li>Температурная зависимость – в холодное время года практически не применяется.</li>
</ul>
<p><strong>Холодный асфальт:</strong> Готовый к применению асфальтобетон при комнатной температуре, который не требует дополнительного нагрева. Оптимален для использования в условиях невысоких температур или когда требуется быстрое восстановление транспортных потоков.</p>
<p>Преимущества:</p>
<ul>
<li>Удобство хранения и транспортировки – не требует особых условий для сохранения свойств.</li>
<li>Моментальное использование – идеально для экстренных работ и мелких починок.</li>
</ul>
<p>Недостатки:</p>
<ul>
<li>Низкая прочность по сравнению с горячим асфальтом, обусловленная отсутствием термической обработки.</li>
<li>Короткий срок службы – чаще требует повторного вмешательства.</li>
</ul>
<p>В связи с указанными особенностями следует тщательно анализировать условия и возможности применения каждого вида асфальтобетона, а также учитывать объём предстоящих работ и погодные условия для выбора наиболее подходящего решения.</p>
<h2>Влияние климатических условий на выбор асфальта</h2>
<p>При асфальтировании поверхностей в регионах с переменными температурами рекомендуется использование высокомодифицированных асфальтобетонных смесей. Эти смеси содержат полимерные добавки, повышающие устойчивость к температурным колебаниям, что снижает риск образования трещин и колеи на дорожном покрытии.</p>
<p>В зонах с высокой влажностью и частыми осадками предпочтение следует отдать асфальтобетонным смесям с повышенным содержанием вяжущих компонентов. Они обеспечивают лучшую водоотталкивающую способность и долговечность покрытия в условиях постоянного контакта с водой.</p>
<p>Для регионов с суровыми зимними условиями идентифицируются асфальтовые смеси с добавками антифризных компонентов, которые предотвращают быстрое замерзание и длительное сохранение эластичности асфальта при низких температурах.</p>
<p>В жарких климатических условиях целесообразно применение асфальта с улучшенными теплоотражающими свойствами, что способствует снижению температуры покрытия и замедлению его старения из-за ультрафиолетового излучения.</p>
<p>Учитывая разнообразие климатических условий, применение адаптированных асфальтобетонных смесей поможет значительно повысить срок службы покрытий и сократить затраты на последующий капитальный уход и восстановление.</p>
<h2>Требования к долговечности ремонтных материалов для дорог</h2>
<p>Требование к долговечности ремонтных материалов остается основополагающим аспектом в обеспечении длительной эксплуатации проезжей части. Срок службы ремонтного материала должен соответствовать типу и интенсивности движения на участке дороги. Повышенное внимание следует уделять устойчивости материала к деформациям и атмосферным воздействиям.</p>
<table>
<tr>
<th>Критерий</th>
<th>Минимальное значение</th>
<th>Максимальное значение</th>
</tr>
<tr>
<td>Срок службы, лет</td>
<td>5</td>
<td>15</td>
</tr>
<tr>
<td>Температурный диапазон, °C</td>
<td>-40</td>
<td>60</td>
</tr>
<tr>
<td>Устойчивость к водной эрозии</td>
<td>Высокая</td>
<td>Очень высокая</td>
</tr>
</table>
<p>Не менее важным является сопротивление материалов к химическим воздействиям, включая реакцию на соли и нефтехимические растворители. Решающим фактором также служит способность материалов выдерживать механические нагрузки без потери первоначальных характеристик, что особенно важно в условиях высокой проходимости транспорта.</p>
<p>Проверка соответствия указанным критериям должна проводиться по сертифицированным методикам испытаний, что гарантирует получение объективных данных о качестве используемых составов. Такой подход обеспечит долгосрочную сохранность дорожного покрытия и минимизацию финансовых затрат на последующие ремонтные работы.</p>
<h2>Регламенты и стандарты качества асфальтовых смесей</h2>
<p>Для обеспечения долговечности и безопасности покрытия, асфальтовые смеси должны соответствовать определенным стандартам качества и регламентам. Следующие пункты поясняют ключевые аспекты, которые следует учитывать при оценке качества заполняющих элементов:</p>
<ol>
<li>Соответствие ГОСТ Р 52128-2003 и ГОСТ 9128-2013, которые определяют требования к составу и свойствам асфальтобетона, включая его марочную прочность, плотность, водонепроницаемость и морозостойкость.</li>
<li>Применение испытаний на растягивающее сопротивление при изгибе, которое не должно быть ниже установленных стандартами показателей, чтобы предотвратить трещинообразование на покрытии.</li>
<li>Контроль гранулометрического состава смеси, гарантирующий оптимальное сцепление между частицами и минимизацию износа при эксплуатации.</li>
<li>Проверка содержания битума в смеси, чтобы обеспечить достаточную устойчивость к укатке и длительную службу покрытия.</li>
<li>Использование современных добавок, например, полимерных модификаторов, для повышения пластичности и термостойкости асфальтобетона.</li>
</ol>
<p>Кроме того, для поддержания высокого качества асфальтовых смесей, проводится регулярный контроль за соответствием выпускаемой продукции техническим условиям и стандартам. Такие меры помогают предотвратить преждевременный выход из строя участков покрытия, тем самым сокращая затраты на последующую замену и ремонтные работы.</p>
<h2>Сравнение стоимости различных видов асфальтовых смесей</h2>
<p>Стоимость асфальтобетонных смесей зависит от их типа, качества исходных компонентов и места приобретения. Горячие асфальтобетонные смеси, как правило, стоят дороже, поскольку требуют более сложной технологии производства и оборудования для укладки. Цена за тонну такой смеси может варьироваться в пределах 8000-12000 тенге.</p>
<p>Холодные асфальтные смеси доступнее и просты в использовании, что делает их экономически выгодным решением для небольших поверхностных повреждений. Стоимость холодных смесей колеблется от 5000 до 7000 тенге за тонну.</p>
<p><strong>Полимермодифицированные асфальты</strong> занимают особую нишу на рынке из-за высокой устойчивости к деформациям и долговечности. Из-за добавления специальных полимеров их цена может быть выше на 20-30% по сравнению с обычными горячими асфальтами.</p>
<p>Выбор асфальтовой смеси должен быть обоснован не только исходя из их стоимости, но и из рассматриваемых условий эксплуатации покрытия, ожидаемой нагрузки и климатических условий региона. Экономия на первоначальной стоимости может привести к увеличению затрат на последующий ремонт и обслуживание.</p>
<p>Сравнительный анализ цен и свойств предложенных продуктов поможет сделать информированный выбор в пользу того или иного вида асфальта, что позволит добиться оптимального соотношения цены и качества исправлений покрытия.</p>
<h2>Модификации асфальта с полимерными добавками и их применение</h2>
<p><img decoding="async" src="data:image/jpeg;base64,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
HCsoAyTTZgwTgcHvWaO2DjFNvcWxDfalwCV/i+lb1vdGAEhRk9z2rK0q2upi/2W1kuAPvmPnHtV6Wx1cDCaVcj6pms6lOVR2SJo1IU43b1L0TG6ukV2IAbK4PTFX3hY8LI3PqeDWZpVk8dzuvYJRKFBAYEEHPpWw434Ik+uOlXTp8mjMatT2kroiMZQE7sknqT/AJxR5jiTAyWx6cCpuOcAZzxkdaCNwfkitLGRBhZDlkU465FDFX3KYkwfankBFADZ9iOKam4rtBJwd2T3FFhEDwwkjbEQO5B6U3yo4QCpkb0w2ateW20spB7Dkcj60BNpyxBwPTNLlQGe8Yc7/PZSBgDb/wDWqN7MqoaJo8n1A6Vqjl9pVWI9PSkZUYA7QSe4GaOVAam1F6Cgse3H0ppPNHUUrFXF+Y//AF6WkJGaM8U7AO3CgvntTMjvRuA6UCHZPpS7vaoi5xTd+aAJi9MLk0zd2o5NMBxc03JpQtOCZ60ARgE05VJNSBMGlA9KAGBPWlCCn4pcUANwKXHHHFLkCgkUAGAPegAU3J9KOc9aAHcDk0hYZwBSBecml4FACc0uDRS0wGkfLXA+IpvO1qfByEwg/AV3V3OLe2klboilvyrzR5GldpG5ZyWP1NJbiGmm4yQKU8d6mt7dp4biUZ2wIHP5gAVTGiWJccrwR0rYg8h41YttYe9ZtuNy5AqwRtXFcjnZnpqnzK6di5dAOyurBj0wKpyAh1474ojJjcMDVqS8UAfuxvzwaXuyd3oC56a5UrorkNnofypDncD6VOL1s8oPzqOacO27G0Y6etXCMebRkVqk3BqUSjbRDHnP1Y53elXpZAsClc/eBGD+oqOKESIDgbMdahe5RZVWIDYhzXSzzi0IklUux3K3IzTkgjHIUClQIYmEbAjqCPeliBxjdmvPrSfM9TspJcqJFiUEHHIpwQAdKdSZrA1E2j0FNkBKHHB7U/NJT21DcQSvtBEjgH0Y1CWdGY+ZIEOTgE9aeg4K+hpSBV35WTa6K+4uuVc88ZBqjd5VTk9+KvSW4LFlJBPXBxVWWBGOCSSDyc1vTaM5rQitCfIOem7NXb9g9lKEGRkHA+tRIgZWVeKs2sQAOepPNOdr8wknaxz+9ll3qcMDkGtGO7E0BUDDdMelN1KxNu5lXPkk9B2qkXYLkfKM8VtaNRXMbuDsaypseM++KmnbCe54rLiunZlB6/pUzzSzAYHI9KxlTd02aqatZG1EgRAo6CpBVCK7ZI/3ysW/2RSDVoP7snXH3a5nTk3pqbc6SNCkNUTq1uDjEn/fNQzaorgCEN75GKaoyb2E6kS6p4pSarpcx7Blucc1Ru9TGCkR3H17VcaTbFKaSNOGVTcqgOTgmtrT+BIfpXI6GzPqDOxJOw811tj/AKmT60ShadhRneNy7n5vwoIywPpTV6D6VHbgedId+WZuVz90Y4+lNoLkxJ28d60skr1rMzxWkvKgVrR6mdXoKQcdAT602h9wORnPtTctnnjNbMyQrD8agkBAIBAXHcVMzhQM8j6c1FLImzPzfgppAUpJBADHtLADKgDr7Go9sYB80EuTzt4z9PSru5BgBiO5Ge9NPlyKDuEqj2HX2qhFSSKeSApCoKOpUlzzjHFFjALe1S3kkyq98dTVshn4BwM9+KhwkTmNnUjH3SaAv0JyNhyHIGeQBTTGMYCgk9B1OKh3rvLK25scEZIx700SFB+7LNu4XaCT70xE+xT2G49OKo3mPtZ2jAwKe0s+VzB8q5J3Oev1/pVKSZ5JS0gAY9gMYoAt2+DJjOODUzZUOp3MMHnOeMVntKUjYhd3bGcUom22TYhIzxuU8A4osFxgOOTwKRLiCSG6XerhI8tg9K5ueSe5lZdzyc8KKsos2n6Vchxsa4KoqnqR3ppaiKcLqZ8ngY4zUtwymIgGqfSlHPWnya3HzXOg8PqVs2YEglzyK2RJID/rH/76NZWiDGnR+7E/rWjk1IiSS6CjbNMd3VdzVJC29Ny4Kk8Y6H8aztQSa5gaOGEPuxzxkc+tSWMM1taorMQUGCinIOaB9DRIymFPOeSOpFMQlUwU2455PWmQx/e+9lhyTT2gLIDs3J23N/MUxDt6ZErqQg6cZJpXVDwoXbnkn+dRshbAYspx1weP8KRowxXaWY9fmoAdwdvylSDj5v50gUkMFkGF796FRsoDJtjB9M4pAGWTgqMjPK9KABdykFQ3Xn3pWfKh0yQex4pNjsBuKnPAOSKbJHLuCrMBgc4ANAGmWpC2OtRkk0h6daQEm+k3k0ylz6UAOzSYNLgmlC+poATb75oA9KeAAOlKBmgY0D1p22jNLmgAxS0fjSZoAdmjNN3c0mSegoAfuxSbqb160vSgAyc0vbJNIeaB9aAFyDS9qTPpS4pgHWik60tIAopelMY7jgUAZviGTZol2+cZXaPxNcFj0Nega0kFzYS2smdzDK47MOlcNNZTQybGjJP+xzmhCKwUltoGSegrsrTRZLfwvdxGM/aJkLsAM4xyBVbwZpim9a+vYT5MQPlA/wATf/WrtJr15EMcSiNSMYHWqlorAjzW0wAAeMgYqcRfNkk1SWZY2aKUbWViM/jVsSAr1zxXFOLTPVpVIyWgrcGqd1Pi6hQHgHJq1uJGTxWVcP5kzMPwqqUbsnET5Y6GswIbjvS7vKRpSm4pzimQyGaBWQ4cjA+tOjjEcLK16qygEoQpIB9M1VONndmWIqJxUV1K0t/9pRlI8leoVe9PtrU/ZnuJCFXHGe9SLeyBf9KKyr/C4UY/GnC4kmRXb5FByqgfrW8pKKOSEHN6BcD7M6/Z23hkBOOc1FFcTI3K5+oxVy0ge4nkViquygoCduSTnAprW7ROyyF9ynBVj0rB2S95G0nd+6MW9bODGNvsal+1J6GmBV9jntT1SMHlR+VZPk7FLm7jxKrDj+VORyFAOMe1NVYy2BGPfigRK2cofyqWo9mO8hDIqyE54IqOS6jU4Byaju4nSSMRo/PJGD0qKaEkqU+dW9uQfSto0otJmbqSWhKZ2fgcD1zUR+XqQPqarmKQsf3Rz6inC0kkZY1tzIx6KK1VNLYzdRsljlVZCCwwe+asLOBjBGc+tZ0ljdrIysDEAfunqKr7ZEmVHOc9qHTTBVGjpNySxkNhgRgisW9sWikURrujPQ9cfWnxW/HyErnnANWFVYlyzkn1NTTgovRjnK+6KqWEiQlt4z121ZtWQRKegp0Zed8L93uas/YLcx7Nr4/3uaVWcfhbHTjJa2GBkJ7VlXQEd2Qo4btWt/ZdtkYEgx6PQ2mWzEMd+R0+as4ShF7mk1KStYwmkG48d6TzT2AFbZ0i1JzmX/vqm/2Raf3pR+IrX2sO5l7ORhs7N94k001ttpNqASJJfzFMbSoFG4O7exIqlUj3FySItCGLpz/sV1OnHMTj/arnIIDbtmMBd3HLZq5DqyaYgjmRpGck5Q9B+NZyjzSui07KzOmpsaKhc8bmOTWAnie3zzDN+lOPiW3z/q5R/wAB/wDr1LpsaqI3S3zVpqcgViWnm3sXmQgbePvHHWttRgDPXFaQjYicrjzkjgZNQOuDnGDU4oKgg+9aEEQPFL7dqTG0/wA6XHFSMY0YxgDFV38rzFQoSSeSB/OrefU0wjHIH4UAQPAkirtRTg5GegqJ4kUkCHIJ+8FHFWW2s4GW9aaw+YENjBzgHFO4WISpKjOM59CAfaiSRUXJ+7wfl9f8KUlAC7O3vz1+lQy3SREoqyP/ALozj8aYiV5dhOSW7gAHFY853XLHtVqa5nZ2MdrJzg/j74qv9kuJZy8zeXv5J21SEPto1YnzFDLx944q1NBDFaymNAA685zUcCeSQEbc3fPApbuYmBlCDGOSeKXUDMhVI1xGoUewrM1x8yxJnopJFaMbZFZGsZ+2ZPQqMVUNxMzzRSEVpaBYteX6uQGjh+Zs9/QVbdkSbGlDGnQcdVzVskBck4FZV9qD20rxwqmAxCnsBWTPczXBzLIzD07flWdrFHX2zRtEGAVxyd3rVoBXUspyG4JA5xWBo+orb20URkCBc5DA859K293yAuxcHkFRgGhxa1EnceQ2N8juSOzHsKJQpUFT6deuaZI8u4lCpGeVA5I+tOLZJ3opK8gg9aRQBM8sQGzyOmTTQyqmGYDJ5bHIpORIWBUHqSTnFQy/KSvODg9c0xGh5Ebrn7VbYY55amtbLjKXNsW9N+BWZjnJoHJyRQFy2UKEorKzD+IDrn0xTHDj5irDPYDP60kG0x/McMAePUUnmgqCAwHowxQBfyD0NOAzQUB7CjYPUikAu3BpwHtim5cdMH60bz/EpoAf+NGaarKehzT/AK8UAHNLikyPr9aTdmgB2cUZ49PpTSeaBQMXPFGc0UUwAdcUvTigdORR0oAOtAGKKWgA+lOGB1pv40oFIAJ9KBk0oApTQAAUZxxRnjmlit5bhsRqdvc0wI2Jc4Xp61LFbuykopIUZJ7VcW3trQZmYO/90VHcX0jRlIgI1xwKTA5ZrjzZGbacscnLVBLOkLEkdfQ5qCQ/O6vlW54rG3NnO45+tJag9DrdP1i0EMMUsio2ws2egOelalvcwXKb4JUkXPVTXn/2jfxIzEnvmo47iQTBFdhkgDDYqrXFcbqKeXqNyhGMSt/OoELqfkZhj0NaF/bTWVyYrxVMhG7cTnI+tVsR4LADaewamrdQ16ETzzyYRm/TFXLO0tHjd7gzHaOqkAE+lJFZRyoJEldD0wVz+tTtAIrVlFwrYGCoUisuaK0Ro1KWshbeINCSg2ZPAz0HpU8dvC65c4xwR70yA5iAPAAGCPSp1ieZikEBmcjcQO3vWMlKUtzSNkircQeURsG5HGCpHamEiWMhRhQcZNE0kksqLKhQLxyDTSAQ4Urg8nbnNbRhdLnF7VwuodTWsba0axUzxZZ87AWPyj0+tXC9uyOZY0mmiABZuSV7f4VhtNJMOcqyHbgOO2BmmqhEvM21pRsIk7DscjtVMyNmK/tB+78iEbechRVhdSt/lwkYQnghRmuefT54w2SH905qu6Mp2knjtina4rnW/wBpQqduVHoRiqkuroswAcY9a5oq56ZNHkSHqcfWiwXN+81yN4WQNvzxzWUs6kvjjI3VB9nULlnJNRs8aNhOpGDRsFic3IHOTzRFfNHIrBsEHrTf3LKDsWpN8K4Kom70xRcLC3NzPeXDSKjEHjNRLZ5kEs0nI6AU97sAHGMVUku89OTQBckuAi4UDjvVVrkO+GyaqyuW6mk3AjOecUWC5pw6nFFhSjcegqwNXt/7r/lWEDzzRxnIrJ0Ys0VWSN/+1rb0f8qP7Wts9X/75rCBPrQM+tL6vEftpG6dUtyDgtn3FM/tKEj7xH4VjgE96XYx7imqEUL2rNU38X9/9Kje+QjhvwqgIXPp+dDQSKu7AIHXBqlTSE5ssPcs2OelQXMhkdMnlRRHJswdoODnBp10sf2jfCQY3XcozyPY+9UkiW2yMDmnBaRacKok7PQYlcxOzY8teBnqSBW+K53w/GktwWeMMYkUqT/CcV0IqUUPFOPIweajHrzTgeaYiNmyMdQKBx3p0ik/MvXuBTAee/41LKHj1IpjcHFL369KWkMj4PXJNR8H5AhOOxH9ak24bK8e2OKZIu4bSzAE9QcYoEGxFYEKD9RULKQhYFAF5A7CpiC6hRu4Pc4P1qOSPLB2I2DO5cc0wIWZBymTIRyOD170qMu4qTIAOd3U/lVjbiPbGFBxgA//AFqgxEhJAAcdRQIidxGqqx83IJXeMFvpUF8wWCTMRVsAE1LJepEq7tu0HAC8kj6VnX+otKpRFJQsMZ7CqQFFD71S1l1JhT+JVJJ+taSSoGwUIP8Au1fitrSdVkubTLgkb2T8s+1OOjJ3OKrp/CcAjt5Z2YjzHAAHU4//AF1zcihZ3VeQGOPzrtNJeCHS4BFlpCobai8g9zTm+gJGNc6dJcXLEyBVyeeuanh0u1iALKZG9W/wq31c06lcZgTXvkX0+GcKG2hB0NbulXkcsAIkTzOrRk9PpWVc6BdteSSSGNY3YkMGyeegxWcyzWU7ROpSRG5B6irk21ZbEpdTtDJJjY20Z5UYINRSeYGYorbOAV3c+9ZltrEssCRNGu5jjf3rS2uysrg7scms7lCOSoUnCg9Ah6emR60jFTjbn8asx2scqmQKAiAEtu7ZqvcIkb7UII659aEIhBH404nA5qMHnOOaGb8aYi1C2XjXAbA+b2p5VR945B6DtSBW8pH2EYGPz70kkYIySdoOMrzk4pDNDrRS8CkyMdaAFFGfem8+tGKAHEKTkj8aaVIOQ5H607vRQA3D+oP4U4Fu6/lQKUCmAm8DqpH4UCRfUCnYAFGAevNAAME8HNO71GY09KTyz/C7CgCUnA96SmBX9QaeCw6pQMUClA5pPMUdQR+FAkQ8BqAHcYpRSAZqeG1mmPyrhf7x6UAQ98U9ImfBA49atMltaD5iJZP7vpVeW4klPJwvoKQDxFDGd0zbvRR3p0l45XbEPLT0XrVXnrikLBetAC5zTR83PakGWOSMD0p+fwoAoXmkQXbs+94y3XbVeLw1YpgyGSVhnOWwD+ArY470ZFGwGYmgaelr5Hkhm/56n7+fXNQ6RYWsVopNostwjMrSFRywOMgnoK13cIjMeigk1W0/H2CJwf8AWDeT6k807gcz4yidbyCV2yXjwcdBg9q58KAMt27V0/jG4hzbwj5p1y2PQGudEYVCW+Zz60LYQ2V1BLRMUX0UmnRPMxADFh/tnA/M0GNVYAcgDkmnLtHWiyC7LUUb7TsaFc/w+YT/AEoQTO52bgc8bSahWTaMCl+0uhGxivqRRZBdll5bhV2SNKwB+6WJ/nUfm7dsm8q6ngY5NNS+wSXQOT3NEVyI7glgj7vmII4FMBFdWYsyrknPpU2bZ0AeGQEHO5JB/Iirq6jalVJt049ql8/TZcGSFB9OKQFGJrZDkT3CHGPmQH+RqYi3nkDNdRFcch1ZSf0q4bTSpeQHj/3XqneLFZSKI4kuImG4bmIb6ZFKw7iujABoVt32/LtEgO4fQ1VmF0qYkiESZwGcirNrJpFzKsc8dzasxABBDr/iKuf2BDNqFxYWd3uCoGm7bmz0H0osO5guImJMk7t/uDA/M1GIrNjjMqn13A10A8Gi5DfZr8hlOGjnjwQfwqLU9Hh0eJV8lJZtpO5ucjHJx2oEZU9vizT7Kgk2ZMkgPzn8PSs7zG/vGpre4kgkDKxGKu3FpHex/aoSsLZxIvbP94UxGUTnrSUpWkxQAhOaKXFJigAoopaAClpKWgBwNWrKAXAuM5zHEXGPUVTpQSOhI+hoAlEnvT/N+UjNV8UmDTAdnC4pIxSYYnrTkGMikBKOlOHNNHSnoMsKAOx8O28xJn3kQ8jAb7xHqK3/AHFZvh9dujxZ7lj+taealFC0DrSA4PNLnmmIXNNdAASBk+1Lmg89vzpAQ54wRjFKGz0pz7RweD6Co+QeBmpKFJ+b+nrSMM/X+VOBBGVINDDnNAxnltuUhyAB09aaoUbgpPJp2cEkgkdhTZWCxF1VunQcE0CFKdDzx0qvcW5uAFLbV746mrCsSmHBB6Yzk00kDgBhn0oApDSLYDHznHvikOn2ynZ5eQRkksc5q1IdsYBkCnH3iP1rMub14lTypVkz1BGc1SuxD766XTVi3RBgeCR/DWPqWrxvbhbU43HLh85z61ZmvXmTE0ML9vmXNZskELyHciqzdumPpVJCZkcls9zXaaQFTRo3DYPl9x39qwY7K2VlLrKwzyF/xrSS78pFt4oykfPfPX1pNagh6tkmn5BxzUCNkn61KMdemD1pAaQZJCRcRq3JIKnoMelc34hhA1NWXneg5zmt+1vbbcpc7z/FECAGx3yaw9Yka51UqqLuxhQnQ5prqA7RokN2ueQoJxjNb8apIxKs5PI+7nAqjpdk1siyowZjkPg8fSrzTNyoJO8ZAx+lJAOEmIisIdoycNu28kd8CqU77yx69qtb88eUQeCVJyMd65rU7mSK/uDE5A3Y6YH5VSQi+0yRqWkYKPU1Sn1WIcRBnPr0FZMjvIdzsWPqTRCu+eNeuXA/WgR2kci7QvG4KMgHGPX2Ip4k8tFZCWY8HtVeIeXPILgEDoFA4qZVEwKxkcEk55pIZePXmjrSE8UZ54pgLS9OtJyeppwAHWgBBTgOc0HApC3pQA7gUmab
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" alt="Модификации асфальта с полимерными добавками и их применение"></p>
<p>Полимерные модификаторы значительно улучшают качества асфальтового покрытия, повышая его эластичность, устойчивость к деформациям и способность выдерживать перепады температур. Применение таких модифицированных асфальтных смесей обеспечивает долговечность покрытия и снижает затраты на последующее обслуживание.</p>
<p>Один из часто используемых типов полимеров – стирол-бутадиен-стирол (СБС), который вводится в битум, делая его более упругим и сопротивляемым к растяжению. Этот вариант особенно эффективен в климатических условиях с сильными колебаниями температур.</p>
<p>Этилен-винилацетат (ЭВА) также увеличивает адгезию смеси к покрытию и препятствует образованию трещин при низких температурах. Полимер добавляется в битум в процентном соотношении от 2% до 8%, что дополнительно улучшает устойчивость к истиранию и понижение насыщаемости водой.</p>
<p>Для регионов с высокими температурными перепадами и интенсивной автомобильной нагрузкой часто применяют модификацию полифосфатом аммония, улучшающую огнестойкость и термостабильность покрытия. Это значительно нивелирует риск возникновения пожаров в результате аварий или длительного пребывания транспорта на солнце.</p>
<p>Органические каучуки, например, кратон, добавляемые в состав асфальта, способствуют повышению трещиностойкости и вязкости асфальтового покрытия. Такая добавка делает асфальт более мягким при низких температурах, одновременно предотвращая размягчение при высоких.</p>
<p><strong>В совокупности, использование полимеров в асфальтных смесях позволяет значительно продлить срок службы автодорожного покрытия, снижая частоту проведения восстановительных работ и связанных с этим затрат.</strong></p>
]]></content:encoded>
					
					<wfw:commentRss>https://aktaustroi.kz/kak-vibrat-materiali-dlya-yamochnogo-remonta-dorog/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>
