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	<title>Дорожные покрытия &#8212; Компания «Актаустрой»</title>
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		<title>Использование полимерных добавок в асфальтовых покрытиях</title>
		<link>https://aktaustroi.kz/ispolzovanie-polimernix-dobavok-v-asfaltovix-pokritiyax/</link>
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		<pubDate>Thu, 30 Jan 2025 17:26:57 +0000</pubDate>
				<category><![CDATA[Дорожные покрытия]]></category>
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					<description><![CDATA[Расширение срока службы дорог и улучшение их эксплуатационных характеристик требует внедрения современных технологических решений. Одним из эффективных подходов при реализации дорожных проектов является интеграция синтетических модификаторов в строительство дорожного полотна. Такая технология не только повышает устойчивость материала к температурным перепадам, но и увеличивает его гибкость, что существенно снижает вероятность возникновения трещин и колеи. Синтетические модификаторы[...]]]></description>
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AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACUtJS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSUVxOu2utWlxLPI0l3ZsxI8snMY9MUAXb7Y15cHcB85qFeDgj2zVGx1GCWJQpBK8df51ewCp5JB9KzZSEYcD60rDPf8AOjIHzEEgUHcRh8EmkMQlsrj8aMHI3cGlLYPAP0oz8u49qAGgAMMZwe9Wm2g7eSCedtV+MgcljyKuAqCMt856igBqIVUgEcdB0xQOrEk4YDvxTiNo+fGRxmlAwxJPGOnYUgGAqAr5IA7U5cMAwOB+VL8rgZAyT09KBzjGf909qAEXIYjC4yBk/wBKUBvmP3hnjNImMlQmD3Gc04r8gUYJBzmmA1ckrtbg0H5htwfoD+pojwM8Abug7/jT14568fhQIhZUydhXpgj1FOjA58tvu8EEUrbPMGVGc/ex1NKiOSc/L2xkc+9AFjTgftiEnJwQeOlbdYtgp+3JuPQcAVs1cdhMWiiiqEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJS0lLQAUUUUAFFFFABRRWLr+r3OlIZY47Zo1XcRLLtd/ZRQBs0tZMniCxt4oTdO0MkkYkMZUkxg92x0qf+2LH+0I7ETqZ5E8xB2I+tAF+is631zT7m2ubiGcNFbEiVsHjFRQeI9MmgnmWcqkABkLqRjPTj3oA1qKyU8Raa8MkvmsqxOqOGQggt04qxLq9lDJdRyzhDaqrS7hwoPSgC9RWbb69p1xFNItwEWAbpBICpUdjg1Jp+q2mol1tpCXjxuVlKkA9Dg9qAL1FZE/iXTLeeSGSVw0ThHIjJCt6E1Jda/ptpcmCa4w4xuIUkJnpk9qANOiszUNe0/TZFjupSGZPM+VS3y+vHaku9f02zdUmnwxUOdqk7VPQnHSgDUorJk8RadHdramSQyv8AdCxkhh6g9xUq61YvDDKspKTTGBDtPLg4x+lAGjSEZrN/t/Tftn2X7QPM3+Xnadu7+7u6Zq68wVioR2I9BQBi6v4VtL5zPbH7Jc/30HDfUVzU/wDaGiyeXqEOIycCZeUb/Cu+8yZvuxAf7xpkkEk8ZjmMZRuCu3IP50rjOStruOdF2sM/WpiCOR97PFTar4UYIkmjlIWQHMTDh/xrEjv5bWYW1/E8MgP3X4z9DU2C5qMBwV6etGBkOOnfFNR0lGUb9elOC5X5jk/zqSgHzMPm6HpVsggllOen+c1TRiG7c9auO5I2FQNwwB6igBxwSdzDOcn0FIjO5ALeuflzn05poBb5R8oHf3p5DlFGQB39qAGvtAP94jOelOXJVWXO31HJpqnJyFIH+0f5U/JBTbxgHjrkUCAsFGFyT3A6ikAAbzEJ3AYxnigYVj2B656VFJcwRO26Vcgfw96AJyWbsAe+KRtrMGIOV9+1UpNVhj3dW9OwqodXldyIU3MRgBQWNOzC5tMSTnPBGPpTGkijb94wU46nvWYlrrN5jbbSqp7uQgq1D4WvpCDcXUcY7hAWNPlFcSfUVhG61l/eKeCBWnpXiGK8mS2mAS4bpt5Df4U2HwpYpgzPNMf9psA/gK07bTbK0INvbRow6MF5/OqSsItUtFFMAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBKWkpaACiiigAooooAKwvEOm3mpo0EMNk8bpt8yYHfEfUVu0UAclc+Fp1uVlj8i9DQLDILhmU5X+Ljr9Kde+GbqWS4ltpIYpQIhbEZwm0Yb+ddXSUAcsfDd3HFeWltJClvdCJGY5yqqMNgepp154duZW1NYjFsu/JWMsTlAgwT9fSunooA5K48LXTw38QuPNFxLC6vK5LEL1yf5U+XwpIX1FYJgkc5iaEuxchk5+bPbNdVRQBy9z4dvNVF5Pfyww3E0SxIsWSoCnOSe+TV7QdKksZZZp7a2hkZQmYWZi2PUn+VbVFAHM3Ph+7lt9VjV483d0syZJ4AI6/lSXegX7NqFtbyW/2XUWDSO+d8fHOB3rp6KAOavPD11dRX5aSPfJbi2txzgIO7H1NJcaFqKS3X2SS3KXsKRSmTOY9q4yPWumooAxIdEkt9U0yaOQNDZ27QnP3iSOtZlt4TmhFnJvHnxXhmf9423ZkngdM111FAHLDw7fGIac0sH2AXP2jzAD5h5ztx06966miloATFFLRQAlVdQ0601G3MN3CsinpnqPoat0UAcNf+G7/SyZdOZrqAc+WfvqPb1qtaapHMphcFWHBB4YH6V6DWVrHh+y1YbpU8qYfdmj4YfX1pWuBgpgnKvn0xVxgeMsM9KxrrTdU0eQCRDc25OFmjGSP94VPHBq13zHazYPGX+QVPKO5fLMgQvIkZ+vWiS/tU+7Jk49MioofDOoTcz3EUXsMsa0IfCdmvNxNNMfTdtH6U+ULmPJrCIoXavH941Gl7fXbYtIJHz0Maf1NddbaRYWuPJtYgR3Iyf1q6AAMAAD2p2QjjE0XWLshpUWIesj5P5CrsHhInm5vWPtGuP1rpsUtMDIt/DemQnJt/Nb1kYmtOKCKEYiiRB/sqBUlFACYpaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooASlpKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEopaKAEpaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEpaSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEpaSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEpaSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEpaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==" alt="Использование полимерных добавок в асфальтовых покрытиях" title="Использование полимерных добавок в асфальтовых покрытиях" /></p>
<p>Расширение срока службы дорог и улучшение их эксплуатационных характеристик требует внедрения современных технологических решений. Одним из эффективных подходов при реализации дорожных проектов является интеграция синтетических модификаторов в строительство дорожного полотна. Такая технология не только повышает устойчивость материала к температурным перепадам, но и увеличивает его гибкость, что существенно снижает вероятность возникновения трещин и колеи.</p>
<p>Синтетические модификаторы способствуют также улучшению адгезии между битумом и заполнителем, обеспечивая лучшую сцепляемость материалов. Это приводит к уменьшению риска выкрашивания и истирания, продлевая период между ремонтными работами. К тому же, добавление этих компонентов делает стройматериал более устойчивым к воздействию воды и химикатов, что крайне важно для регионов с жесткими климатическими условиями.</p>
<p><strong>Заметное улучшение характеристик дорожного полотна</strong> достигается за счет выбора оптимального состава модификатора, его концентрации и однородности распределения в битумной смеси. Рекомендуется проводить предварительные лабораторные испытания для определения наилучших параметров смеси для конкретных условий эксплуатации дорог.</p>
<p>Использование инновационных компонентов в создании дорожного полотна способствует снижению эксплуатационных расходов на обслуживание и ремонт дорог, а также уменьшает нагрузку на окружающую среду за счет сокращения количества используемых природных ресурсов и объемов производимых отходов.</p>
<h2>Типы модификаторов и их свойства</h2>
<p><strong>Этилен-винилацетат (ЭВА)</strong> эффективен в понижении вязкости битума, что упрощает процесс укладки. Кроме того, ЭВА увеличивает пластичность и устойчивость к усталости, делая покрытие более гибким и устойчивым к климатическим изменениям.</p>
<p><strong>Кратон</strong>, третий популярный вид модификатора, используется для усиления сцепления битума с минеральными материалами, улучшения водостойкости и антиокислительных свойств покрытия. Модификация кратоном значительно продлевает срок службы дорожной одежды.</p>
<p><strong>Полиэтилен высокой плотности (ПЭВП)</strong> добавляется для увеличения коэффициента сцепления битума, повышения его стабильности и улучшения механических характеристик.</p>
<p><strong>Полифосфорики</strong> считаются эффективными агентами для улучшения адгезии и водонепроницаемости, так же они снижают хрупкость при низких температурах, способствуя увеличению срока службы дорожного полотна в холодных регионах.</p>
<p>Итак, каждый тип модификатора имеет свои уникальные характеристики и предназначен для решения конкретных проблем дорожного покрытия. Выбор подходящего модификатора играет ключевую роль в обеспечении качества и долговечности дорожного полотна.</p>
<h2>Влияние полимерных добавок на пластичность асфальта</h2>
<p>Применение синтетических решений в строительстве дорожных покрытий значительно улучшает их пластичные свойства. Введение полимеров в асфальтовую смесь позволяет дорожному покрытию улучшить эластичность, обеспечивает способность выдерживать температурные колебания без деформации.</p>
<ul>
<li>Повышение температурной стойкости. С добавлением синтетических составляющих, дорожное полотно лучше выдерживает высокие летние температуры, предотвращая размягчение асфальта.</li>
<li>Увеличение сопротивляемости к истиранию. Влияние многократных нагрузок от транспорта становится менее разрушительным благодаря улучшенной эластичности полимерсодержащих смесей.</li>
<li>Продление эксплуатационного периода. Асфальт с синтетическими компонентами демонстрирует меньший износ и дольше сохраняет первоначальные характеристики.</li>
<li>Снижение риска трещинообразования при низких температурах. Полимеры улучшают пластичность асфальта, что позволяет регулярно переносить зимние условия без создания трещин.</li>
</ul>
<p>Эксперименты и практическое применение стабилизаторов в дорожных покрытиях доказали, что модифицированный асфальт способен выдерживать увеличенные динамические и статические нагрузки. Особенно это актуально для регионов с переменными климатическими условиями. Так, стабилизаторы снижают необходимость частого ремонта покрытий, способствуя более стабильным и безопасным дорожным условиям.</p>
<p>В решении вопросов долговечности и адаптивности дорожных покрытий, применение специализированных смесей считается одним из наиболее эффективных подходов. Синтетические элементы в составе асфальта заметно повышают его устойчивость к различным негативным факторам, улучшая общие эксплуатационные характеристики.</p>
<h2>Технология внедрения полимерных добавок в асфальтовую смесь</h2>
<p>Внедрение модификаторов в асфальтобетон технически реализуется несколькими методами. Основные из них включают предварительное смешивание с битумом и прямое добавление в горячий асфальт. Эффективность распределения модификаторов критична для качества конечного результата.</p>
<table>
<tr>
<th>Метод</th>
<th>Описание</th>
<th>Преимущества</th>
<th>Недостатки</th>
</tr>
<tr>
<td>Предварительное смешивание</td>
<td>Модификаторы смешиваются с битумом до добавления в асфальтовую смесь.</td>
<td>Обеспечивает равномерное распределение модификатора по всей массе битума.</td>
<td>Требует дополнительного оборудования и времени.</td>
</tr>
<tr>
<td>Прямое добавление</td>
<td>Модификаторы добавляются непосредственно в горячую асфальтовую смесь.</td>
<td>Упрощает процесс производства.</td>
<td>Риск неравномерного распределения модификаторов, что может повлиять на качество.</td>
</tr>
</table>
<p>Технологический процесс включает контроль температуры асфальтобетона, поскольку высокие температуры могут привести к разложению модификаторов, тогда как низкие – к недостаточной их активации. Оптимальный температурный режим должен строго соблюдаться в соответствии с техническими требованиями производителя модификаторов.</p>
<p>Для достижения наилучших результатов рекомендуется использовать специализированное оборудование, которое позволяет точно дозировать и тщательно перемешивать модификаторы с битумной основой. Мониторинг распределения модификатора при помощи современных методов анализа, таких как спектроскопия или электронная микроскопия, повышает вероятность получения качественной асфальтовой смеси.</p>
<p>Для обеспечения равномерного распределения и полного взаимодействия всех компонентов смеси, всегда следует проводить предварительный тест на малых объемах. Такой подход позволяет выявить потенциальные проблемы и корректно скорректировать процесс перед осуществлением полномасштабного производства.</p>
<h2>Сравнение стоимости асфальта с полимерными добавками и без добавок</h2>
<p>Модификация битумного связующего с полимерами значительно увеличивает начальную стоимость дорожного покрытия. Например, стоимость традиционного асфальта без модификаторов может колебаться в пределах 200-300 долларов за тонну, в зависимости от региона и качества сырья. В то время как цена аналогичного количества битума с модифицирующими компонентами может превышать 400-500 долларов за тонну. Однако, несмотря на более высокую первичную стоимость, использование модифицированного битума обеспечивает улучшенные эксплуатационные характеристики и продление срока службы дорожного покрытия.</p>
<p>За счет улучшения параметров, таких как устойчивость к растрескиванию, сопротивление колеобразованию и старению, снижаются расходы на ремонт и техническое обслуживание дорог. Это делает использование модифицированного битума экономически оправданным в долгосрочной перспективе. Анализы показывают, что при добавлении полимеров срок службы покрытия может увеличиваться до 25-30 лет, в то время как дорожное покрытие без модифицирующих добавлений часто требует серьезного ремонта уже через 10-15 лет после укладки.</p>
<p>Кроме того, улучшенное покрытие способствует снижению затрат на эксплуатацию автотранспорта и повышению безопасности движения. Такие долговечные характеристики косвенно влияют на экономию государственных и частных средств на содержание транспортной инфраструктуры. Поэтому, несмотря на начальную высокую стоимость, вложения в битум с модификаторами часто оказываются более выгодными для экономики страны в целом.</p>
<p>При оценке рентабельности также необходимо учитывать климатические условия региона. В жестких климатических условиях, таких как сильные морозы и частые температурные перепады, преимущества модифицированного битума становятся еще более значимыми, так как способствуют уменьшению повреждений от температурных экстремумов.</p>
<h2>Примеры успешного использования асфальта с полимерными добавками на реальных объектах</h2>
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
tvLXPU1Wk1kkfKKrvqRYfMTTswui5BC7k5PFJdJ5Skg1RXUnUYUVHJePIuGNFmK6JYp5JD8ozUuZz/Aaq2tysI+YVdTU4gOVNN3DQY3nhc7KiSdy2CMVPLqkbLgKaoPc5bIFJXDQ1o4SyZNNmjEaZqlHqRVMEGoZ715AQKWo7oU3RDYqwJSVGKy6lWYqKYjSkkMcWTVP7c+eOlRSXDOu2oRQgNWG4lkHyqTVoJMV+7WfaXqxYBFaJ1NAudtLUZG0Fw/AWmNY3C88VKNWQchKR9XLj7uKNQ0Ifs1xjkgU6C1keTDNUb6mxGAoqNNQk3U9RaG2mmqV4NQz2apwOTVIarIoxmom1B3bcxJ9qNQ0FuYZIwWzTbQNN1OKjuL4yJtwBUENw0XSnqBotAyt97ip4o0b7xrNN+5HNRfa3ByDigRvfZoyPvUxrdB0IrG+3ygYBpPt03rQBsiFPWnGFR3FYn22X1oN9MR1oA2DEuetLsX1FYv22b1pDeTHvQBueWjL1pEgTPJrEF7MOhpVvZs/eoA3fIj9aBGmMZrMW6cryxpq3L5+8aBmvCke7BrQjt4WXtXM/amU9TUiajKpxk4qGNGxqNtGsJKmuVd23n5j1q/c6nI6bOazCcmqQmKWPrSAn1oopiJVlIXGav6Vbm4kJJ4rNQAtzWxp8yW44pMaGatD5IwDWWBV/VLoTHis7caaEx+MVo6IzfatoXdmszdVvTrz7JcByCR3xQ9UCO9ggmdQdgFWorGYtkjFTaRe281srA9u9aP2mFe4rOxdzO+yyA1DNDOp+UZrWFzCx+8KGkiI7UWC5mR28xTJGDUcm9B8wNbSsmOMVG8KP6U7CuYPnlW5zVq3k39KvPp8Tc4p0FgkfQVLiUmVJpQg5qtlmORWrLZLIaSPT1B9aXKwuY7JJKB97pWlbKVhVT2q/HapGowOwqG4XYwwKcloEXqMAp4kdCBg1Gp5FXAowOKIBIj87HUVTvdUihQ/NzV5oQ1UptLjlySATWhByd3JNdytKQSO1VQcV0l3pbIh8sfhXPyRlWIYYIrRMkj3ZpCMikYYNM3YpgKVApjhiODT9wNJmgCs8LuMEmoHs2rQzShh3oAy/skgNOMEpGM1p8GjAosBkG2lPc0n2OQ9Sa19opMe1KwGObJ6b9ietnAo2iiwGN9jko+xyVs7R6Uu0elAGL9jkpRZvWztHpRtFAGP9jelFk/rWvto20AZP2JqPsLVrYpMUAZX2A0fYDWrilxSGZX9nmj+zzWrikxRYDL/s80f2fWrijFFgMr+z6UafWpijFFgMz+z6P7PFaeKMUWAzf7PFH9n1pYoxRYDN/s8Uf2eK0qMUWAzv7PFINPFaWKMUWAzv7PWk/s9a0sUYosBmnTxSf2cK0sUYosBmf2cKX+zhWlijFFgM3+zxmn/YsjGTWhijFFgM77AKUWI9a0MUYosBn/YBQLADpWjijFFgKH2EUfYVq/ijFFgM/wCwLR/Z6+laOKTFFgM8aevpTvsCelXsUYoAofYE9KPsKelXsUYoAo/YE9KPsKelXsUYoAo/YU9KPsCelXsUYpWAo/YU9KPsKelXsUmKLAU/sa0fY1q5ijFFgKf2NaBaLVzFGKLAUjZIe1J9hT0q9ijFOwFH7CnpR9hT0q7toxRYCl9iT0pRZrVzbRtosFykbFD2o+wJ6VexRiiwXKX2FPSnCyQdqt4pcU7CuNh8yEYjlZR7GpTPcN1nf86bijFOwDlmnBz5zfnU8d7cIc+Yx+pqviiiyC5prrdwq425P1py+ILheqfrWVS0cqC5vJ4lwPmRql/4SaPHRvyrnKTApcqC50g8Tx7uQcfSr0PiG1YZ8wD61xu0UBR6UciC56YOg+gqG8A2g1DDeLtG7rgUyW4EhwDWMtjRbjRV+Nh5YNZ+cdaWa6EUeM81EGVJGhnNKBWA2oSpIgHO44xW1HJ8gLdTWpmOkQMpGK5fWrF0fzAuR3xXVqc0yeFJVwwpp2EedSLUDrXSavpZRy8S8d8VgvGQTkVe4ioSQaUPTnSoSe1AEuaMmo1Y08c0xihiKer561HSGgRY60VCrletSK4bpQAtLRRTAMUUUUgEpaKKACiiigApKWigAooooAKKKKACiiigAopKWgAoBpKKAFzRSUUALRgUlFABRRRQAUUUUAFFFFABRRRQAtFJRQAtFJS0AGaM0lLQAUuaSigBaM0lJSAXNFJS0AFFJRQAUUUUAFFFFABRRRQAUUUUAFFFFABiilpKADFGKWigQlGKKWgBKKWimAUUUtABSUtFABRRSUwFooooAKKKSgBaB1ooHWgDpRKykd+KsRn94vPWmeQRg+1OCkOp9DXKzZFuUfIaguYvMRW9BVluU/CoZSfIXFZx3LZlTs0cqMB901cOptlGYYA7U1o90nIzT/sLzsuF4rZGbNS11CG4ACtz6GrmOM5rOj0lEVSOGHcVfA2JgnpVEjJkV0IIzXIa3b+TPkLgHuBXZIMjJqC7tIriMq6g00xHnjgVXkTnNber6c1rMWRD5dZDglTirEVz8tKrUuzjmmt1xQMl7UhHemqc0/FACYBoB20Y4oxkYNMRKkqt3qSqSxBTwTUyyFRjrQBPSUisCKdTASiiigAooooAKKKKACiiigAooooASloooAKKKKACkpaKACkopaAEooooAKKKKACiiigAooooAKKKKACiiigAooooAKWkpaACkpaSgBaKSloASlpKKQBRS0UAJmiiigAooooAKKKMUAFLSUUCCiiigBaSlpKAClpKWgAoopKAFooooAKKSlpgFLSUUAFFFFABS0lFAC0UmaKAClHWkpRQB1Ed35mOMYA61K78fLyaovETIu046ZrXtkiEYPU1zGo9DuiBPpTGjMkG1etPZ1UYHSi3kAxn1rJbmnQfaWgi/wBZ8xNXlRU6AUAZGcUAHqTXQYjsE96RlycE0fSkJAPvQA4AUmMmmEnjJwKdg9QaLgR3ECSqQ6giuJ1ixa1uGKJ+7Pf0rtnV2bg1Fd2iS27KygkimmI85YVCy45rQv7OW1nKumATwaotVgR5x0pQ5JprYHHc01flNICYHj3ophJBz2oR93QUwJB70NjHFNPPAp2AF96BDcurZHSrKMGFQcmlUnPFMCxSd6ajA8E0+mAnWjFFFABRS0lABRRR2oAKKKUCgBKKDRQAUUUd6ACjtRRQAYooooADRRRQAUUUUAFFFFABRRRQISloooAKKMUUDCiiigQUUUlAC0lLijHFAwooooAKKSloASilooATvS0lLQAYpKWigBKDRRQIKO9LSUALSUUCgYUtFJQIWijFJQAUtFFACUUUA0ALSUUooASilooAM8UUd6DQAUlFLQAlLSUUALQKSlFAHRsjFgVNTQJcsSiAY9aktUSWQKRwBWnDGsTYQVzmpRVWSMpKMNTLOQ5+cH5TxWjdKCwYioFUDsKykrMtao0Q2FB7Uu/cvApqEFQMU/ATtW5kImc5NDYpQpYelKwAXHegCKZPNjKg4NY66lJY3Bguvu/wtW/tUCql3Y213jz1BFKwXHQ3Ec6gowNPZwoy3QVnxaSlvdb7eRljx9zPGavoMjDc0ajOS8T3oncRonA/irnVUnjFejTadbzH5o1POelc94lsI7cpJCAOxAFWmSzl2Azz2phXI4FWNoJ9aaVIz2qgIgOMk0ihs4FSFQE5HNRglUJH3qAJVHGaccZ5qFC3Bbv2qVW9qAF46im+4pSeScU0nmmIfgbc55p6yY4NQkgUvBGKALFFRo/ODUlMAopaSgApaSigAoo70dKACiiigAooooAKO1FFABRRSGgBaKKM4oAKKKKACiiigQUd6D0ooGB6UUYooAKCKKKBBRRRQAdqKKKACjtR0ooAKKKKACiigdaACkpT1ooASloooAKSiloAKSlpKAFpKXtRigBKKKKAFHWkNKBSUALSUYooAKKKWgBO1JjBp3ekPWgAooPWigAope1JQAtFJRmgBc0UnWigBc0d6aDg80tABSik7UooA7u1khkgXy8bh1q+ioEDGuJGpmFiQpQA9K3tGvLi6mKtFIYQOGYYrBGjNho1kYZPy1D9m+fjpVoAAcCnDHrRZMV2iIRsi4UgU/DcZINO3Y96GJJGAPxpgKCcdKaWGOnNG8g88UkW9wWKgfjTEMZuNqnJ/lTHZcEMpOKm+4cgD3xUUu50YKOaQx0a9+maUgEjB60xJCqjI69TTlCk7geO1ACnIqlqGnR38ZRyR7irpalIAx+tMRxN34dntWZ0YOnb1FZV3A0JG4de9elSqjoV25rLubVJg1vJAArjAancDz0jc3OTQwAOM4q1e2slldvFIMFTx7iqpG4ZqgI92W+Y8CpYm/Id6iZE2jBO6jO1MZyfSkBYIyCQaj4IGPxpEkZkwwqTaNgwKYDR6Y/Cg56AU7GPrSDGTg0AA5FOjl+bYRzTAAW9qCQMnOaYi11FApgkwBmnUwFxRQKMZFACUUdaBQAUuKToaOtABR3o70E80AGMUdqDyKKADpzRRjNHegApe1JR7CgAo4NHeigAoPFHaigAoJooPNAB2ooHFGRQAUdKO1HvQIKKKO9ABS9KSigAzR1o70GgA70UUdqAEpaKKACiiigAooo70AFFFJQAUtJS+1ACZpe1J0ooAWikooAWiijvQAZ4ooNFABRjNGeKMmgBO9KelFHWgBDzRRRQAd6KOtHTpQAUpxSHOM0cmgAAzQKM88GkzQApFFFFACDrTh1po60oyaAPQLfR7aJ98qiRzg8jpWj7AAAelc9Dq72+1X/eqRnORxjrWxb3cd1GssBDxuPvDp9KwVjRjriZLeIu7HC/r7VDbX9vPtAba5OApPOaoazORPHbhuANx/Gs2IqSjAlgucY46elFwsdR5fzh8ng4xnipCV3gk/NjgVz9nK0SqouGaSTMjof4ecj/AArcjZcKDICSMjNNO4mh2VL8qdx5x6051DJ+7JRval8sBgwbAHak3LJkBgfpTERRRLGD8zYPXcepp4IJyOcelNMYkICsy7feif5U+8Iz2bHekMXejtsDjI+8tSfTpVS3sxDNJPvO+XG/049PSpogfMbDbh0xjpQIc2NwXbTJ2lBCxgYbue1ObnhiVPY0nlkHJYuB0FAx4UAAFucUhVWOCee1Qy3cSOqvw3Tmpo2XG716UAcnreiXd/qTujAqo4Ncy8TQu6HnacV6e6ZVgDgnvXLeI9GSOFriEgY5Zf61SYjlcFzjHzVGWWE5c5PpT13M5J6dqSWJUJyNx680wEV1PzdM1JvyBjBqN0UgjOOO1ChQq9jimBOcYyRkDtTOp44FPUk8E03AyQBwaBCdOM00NgnjNPC8+oFNIIYYIoGKCWGKlRyAASKgZW3k7jn1pxJzkdf50CLIpagikY8MOvQ1MPSqAMd6Pel7UGgBKPelPSk4xQAtIBzR3pe2KAENKeaBSUAGcdKKXFH1oASgZooJzQAdKM+lHBowelAB1oIFGOaKADpRxRQaADijvQBnjuaMUABNGDRgYyaKADrSd6X6UHgYoEGc0UUUDDNB5o70DrQIOKAM0UAg/WgYY5oNGaB0oEHak7UuOKSgBeKSlxzRmgApKBzS5oASlFBpBQAtJSmigAooFJnjFAATzQaU0lAAeaAKWkoAO9LQaTHFABS9qOlJQAuc0UCjvQAUDp0pM0UAHWjnFHQUckUAGBmiiigAPB4pOaWkJAPegYY9aVc0gYZxRznigDo7PZe20U5h2HlJH6Ee/wBKsWTtb2qwW7yiIE4LdSc80LNEpIkKoGIYADHXjIpN6W4/vBh36k+gH0rmNRbmOPcWwJGbt1JqJj5UiKew57H8KGKhlm2MBGNww3TPrRJ5JSRnwGI5k6Y/OkBJbzQeYRKo8wYVSeuPrWlYRxSWrNcFGZpCwznj0xXPQgXECInzSocLt43Zziut02FrazRJBGjYy2OapIljmihZsiT5duCu7rUVvZi3Z2MhOW4A7CnB0nXeU37D95OmKnEgZA3ADfhVCFeT5cBCT0AxTchFBkyCD3FPIYgcZGPWmzvtATdtLdyM0CGujbyysSD1Bpz7gh2Y3ds0Fm2EgbsdMdTTEPnKVYFccH1FAx53soyQGxz3pIiNp3k7um71oSMRqVLs2OmeTSlT7ccigRG8aTfeGQOeRUp49xUdwjygbJCmCOnensSq/Iu/1HpQMi8+PzChcBvTNVtRtIdQtpISAzgcc9DVryMNvEShh0NOaH5CyookbqwoA81uraWG5eKVdjJw1QyjbIy4yNoOfQV6FqmlJfWwhwA5I3SEciuT1/SmspS6YWA4RT3Jx3q0xGJIrOQynAI5xSKq+YxI2e+aYr+U3yvuB9qlcJIuVO7HX60AKgXBI70pBxxwKa7MUICKpPr1pFZvujp6UwJVwcYOM0yQ7SBtwO9PfaVyox7UMNyrn/69MQzHAG489c0KQSB6cU5gAOuG9KTcoIDqRk8+lIBpLDgHp1qaOTswxnoaiOAdvHPHvSNznBIxwDQBb9OaPeoklKjDjGBUvWqAD09qTFH4UDOeKAFPpSUp68fnSZI7ZoAWk78mgDPUUYFAB7UUfhQeO1AC+lJR060Y5oAMc0vHPJzSDr1o6dOtAB+FJzmlI6UZxQAZ4zRkYpKXlTmgBCSKXPajt9aToRk0AKQaMijvSEZoAWj9KQdM96XnHJoEHJFFA4oJGKACjGDSfWlyKAD2zRQaD060AHaigDjmk+lAC5ycUDGKMDHvQB7UAIevWl7UlLQAA0fWjoM0mfWgBcccGkz2paSgBc0gpaOOaAEyAeTig+1A9aUe9ACc96MEHFKelHWgA5pKXPFH0oASjml9+KTPvQAd6Mc0YzQBzQAdaOnejpRigAzRxigcc0EigApRSbvbijsKADNHWjPNGcZxQAdqKTNL1GaAD+LpSjHpSZpQeaAOo8lGmWJYA7omVXH9egqB7JrmR5p12uAURd2QAf8AGtQIVhw+W6YYc5qnPKBMkZZNn8SkdMehrmNjNnhKyoIww8vo0hwn5dTQTHNlbr/VBQ7kdFx7Vblt7i4iaJg8a9QwxgD0znnIpLayl+zAHy13AnaBuHtk96AHHbDKqfu+QZCWHzKeAoGPauguYGnUqr4cjb0OPeuTmkiMUrMxlKYjVwPvE/07Curtt0sayHyySuF2k8du9NCYWEX2dHgzvCtwenap3iV3xuO4HPJzimSJMylUlGRyAwwD7ZpWile3kErqGI42/wAP41RJKiELtEnbINQusisGkcAHK46/iKsKhIXA+YDqad5QDD5z9PWgQ3YRhQRtIpinadp6np71K4HTJ/CmsGDrtIGOpoAHyDvDY4xg9Aaad+3hcnPWhGBU5ORnvT0YHJDgg9KAGCPexyD09eDTvu5Ge1JMgcKpcjH93rUTQoCsoLFgMLuagYnns02wDpwaz9dmvbO2E1ijyOTzjnH4VqR5UnJyx5ziop4vtKtFIGCZ5wetAHL/APCXXMdmsckH+lMuckYA/Csq51u91G2e2mTeDgghOV9xVnxKyJf7I0Qoihd6Dv6fhTPD9lLdXDOLwWqKQjDHzNu9KoRjwRRQk8lwDwCKbJl7kmFCEAzgdM10tx4bmlmuPs0KRwbsKZnOVx1b8axbyCW2OYoJuTtHBxx3z3p3Agd2cIZiqsvYCq29t33TgVJJDKAv2j5i3TBqN3SNsNjrge1AEnJIKn8M1LkqMEAMDxiqySHeqgEFuRjp9TVlQoJyCEHUrzmmgFwrOMHr1z0pCB1pGAGDjANN27TtIyT+lADgMbjwM+tN3ZOByPanAMQRgY9+c00qu5Rjbg9cUCHncyhVbaCfm706I8dcrjg1Epy7LuOF/KkAwScfe7ZoAt84zR3qGOUFijAhh+RqfNUAZ4pMDFAHeigBeKDx7mjjFIc/WgBfSjOBSHjtR0FAB15zQCKM4GaOvPagAxnmj3oY496XGRj3oAMZ5pO1GeetABzQAH60HP1oOMYHWgdcg0AICe4pcdgScUUAcZJoAQcc0ppM/NgAmjdzyaAAc+uaXt/jQT7UcdcdKBAMk0g78UcYo6AUDDJxS46UYOOlGQDgUAGB3OaAMGjrz2o6eooAOmcmgcD60Z4xxg0nBHH50AFGPek79acOtAhMZpTR1zj1pM9qAF49aMZpD1pee1ACY4ooHU56UelAC9qTbxR+HSjvk80AHajvS/pQTQAYya
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" alt="Примеры успешного использования асфальта с полимерными добавками на реальных объектах"></p>
<p>На юге страны был реализован проект, где использовалась битумная смесь с эластомерной составляющей для поверхностного слоя дороги. Этот материал продемонстрировал улучшенное сопротивление к растрескиванию и колейности, что существенно продлило период между плановыми ремонтами дорожного полотна. В результате, было отмечено снижение затрат на содержание и ремонт дорог.</p>
<p>В западной части Казахстана для реконструкции старого дорожного полотна был применен модифицированный битум, укрепленный синтетическим упрочнителем. Данное решение позволило не только ускорить процесс укладки, но и значительно повысить долговечность и устойчивость дорожной поверхности к динамическим нагрузкам от транспорта. Отмечена положительная обратная связь от водителей, касающаяся повышения комфорта и безопасности движения.</p>
<p>Эти примеры иллюстрируют, что современные подходы в строительстве дорог, включая применение продвинутых материалов с усилением битума специальными упрочняющими компонентами, представляют собой эффективные решения для повышения качества и долговечности дорожной инфраструктуры.</p>
<h2>Регулирование и стандарты качества асфальта с полимерными добавками</h2>
<p>Стандартизация составов асфальта, улучшенного синтетическими компонентами, подлежит строгим регламентам. Регуляции направлены на обеспечение долговечности, эластичности и сопротивляемости материала к различным видам нагрузок. В основу норм и правил, принятых на территории Республики Казахстан, лежат такие параметры, как вязкость, температурная стабильность и способность сопротивляться деформациям.</p>
<p>По регламенту, каждая партия асфальта с синтетическими улучшителями подвергается исследованиям в аккредитованных лабораториях. Тестирование включает анализ на растяжение, компрессию и ударную вязкость. Эти показатели необходимы для подтверждения соответствия асфальта установленным стандартам по прочности и устойчивости к экстремальным температурам.</p>
<p>Важным элементом регулирования является обеспечение совместимости компонентов внутри асфальтовой смеси. Стандарты предписывают использовать только совместимые с асфальтом синтетические компоненты, способные не только улучшить его характеристики, но и не сократить срок его службы. Речь идет о специфических проверках на химическую реактивность между асфальтом и добавленными материалами.</p>
<p>Протоколы проверок и стандарты асфальта с улучшающими компонентами постоянно обновляются в ответ на новейшие разработки в этой области. Это гарантирует, что все материалы, применяемые в дорожных строительствах, соответствуют современным требованиям к безопасности и экологичности. Для удостоверения качества на международном уровне, производители стремятся получить сертификацию по международным стандартам ISO.</p>
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			</item>
		<item>
		<title>Почему в некоторых странах дороги покрывают резиной</title>
		<link>https://aktaustroi.kz/pochemu-v-nekotorix-stranax-dorogi-pokrivayut-rezinoj/</link>
					<comments>https://aktaustroi.kz/pochemu-v-nekotorix-stranax-dorogi-pokrivayut-rezinoj/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:26:56 +0000</pubDate>
				<category><![CDATA[Дорожные покрытия]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/pochemu-v-nekotorix-stranax-dorogi-pokrivayut-rezinoj/</guid>

					<description><![CDATA[Применение упругих материалов, таких как резина, для облицовки автомобильных магистралей значительно повышает безопасность и комфорт вождения. Это решение особенно актуально в зонах с высоким уровнем шума и плотности движения, а также в местах с жесткими климатическими условиями. Используемый материал обладает свойствами, которые снижают звуковой эффект от колес транспорта и одновременно уменьшают износ асфальта. Эксперименты показали,[...]]]></description>
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
3flndvX0FLqWpT29xcWdvNLcN0Jk6L61a8PanFDaSG5PlyE4yRxVBzHKfOVFVpMszevNM5m1KZnDVSbeRJBiQggYFbfg23BLStj5Rn8aoSQRM2dqn3IrT0/QymnrNDMyzM2Rk8Yq6cbs0qStE0NfMZtFRkV5GPGRzXPW9mgl/cHypG4DDt707V5tRjuQZ2SUKMEIOlJYX5RldcIznA3Ec0pu7CkrRKOpfbIEW2uXV1UllIqHTYvtF/CjMBuYAlulWNfmEl6cEHCgHBzzTvDXlDWLUzFRHv53dKg1Ot8RLFFpyrHJsOAGjxwa42UgLxwK6zxlJbqY0ibLnsDxiuPlJpokgc1ctNRmUwwzTt9njYMEJ4BFUXGBk1oaHCk93mYAoo7imBtHxHZMQGZyT1wtSS6/Yq+2R2DLxhVzUkSWXmhDDFnHGAM1OIotwHlqe2SvakMpHxBp5wVlYHuCpqxb69p8kgAnwcfxAgUslnZliTbRE/wC6KjlsLOWIL5Ee0nOAMY/KgLlyTVbVziG7iJA5G7rUBuA8QSG4QyA9iMisnXtKtLbTvMgiCyBgAQevrVfRdKhvrJuGEzE4cH7ooA6iKYyJnJP0FWGEc9s7MinCnqOhxXNjw68DZt72aOUdatrZ61FCWXUVnQH5lYc7e/WnHdCl8LOh8Kf6m4/3h/Kt+sDwp/qbj/eH8q36qt/EZjhf4SPJNRhMl8T7CmR2RI6VtrbCRg+M54qwlsFBAAoq/Gx0P4cTGisM44q3HYCtLy0jXc+FHcninoOMxwu/0HH5mszcopZIOcVMtkDztq9sl2g7EUd9zYx+VV5ZIoxma9iQegGaAGizAp4tQB1/KqkmraWmd1zLJ9OP5VAfEOlx5CW0jn1PP86ANYQIo5PHvxTC1spIMik/UVmf8JGH/wBTprt9F/8ArVG/iC8XOLBY/wDe4oA1vMt+xz9BSGSEgkZP/AT/AIVit4ivyeI4R9WH+NRHXtSOcGEf8CH+NAG6GiY4KuPfY3+FRPJbIpLyKrAgBSDk/TisZtb1P+/D+YqNtXv3OW8pvxH+NAG40tvnLMB9c03fbMeJUH/Aqxv7bvx1WI/iP8aUa1dtwbdW+lAja8qJh8rA/Q5qN7dMcNzWSdYYHMllj/gNMbVrdz80BB9jigZqNbH1H5VBJb5HTmqQ1ODHyvKpP+1kfrUi6lkYEqnP95f8KAHSWvtiont+KsLeg/eVT34bFKbuI8GNsfTP8qBFFrY+xqF4O+K1A8EhIV1z6dKZJAMgdaAMloaiMRFbBtweMqB71Wkh2kgDIHegDOKmm4q48ftUTR8ZxQBBTSKlK+lMIxSGSW93PbHMUhA9DyKsi9t7g4uotjf89I+PzFUKKANJ7IOu+2lWZfQdaqSIUbbzkdQRioFZkbKMQfY1cj1DKhLqMSr/AHu4oAgB96MkGrf2ZLhWktZAwHVW4YVVdWRiHUg+9AC7jSq351FnFGT9KBE24nr1rrvCH/HxZfVv61xwcg5zzXY+EWLXFkT1Jb+tb0ftehy4j7Pqd9XEeMf+Pi6/65f0rt64jxj/AMfF1/1y/pRQ3foPE/CvU4SJS8ir61oMAG4OB2AqnbrJu3IQO2TUjQ55805rI6R5WR5kigQvI5wAOc1uxX0+naetibCQXHzM7HvisezcwXEJVjlXBz+Ndjqt1bxOzyvt+UrgDPUYrjxEveUWro1gtGzjJ18xg5Z/MySzZ65q54fjjOogOodQpLBuazjPhgHQiMfnWlocKXk0xYOsSJyVbGfQV0SsohSV5mzNNBDYXEtvsUN8o2461z7XUESN8+XIxgc1c1DT7O1tgyq2+RuAWOAPpWReCNUREVR3OBzSp7XKrN3syvxIzFmxxxxUlpF5lwoJ4HzH8KgzzxU8TmOKRgeWG2tDAS4lMszOe54qSwthcysHJCgZJFVjV2wuY7dXDZ3PQMkEdzaqTbvvUdQeaQX/AAFeIq3c1btFeaXZGA7ydAKNSsXhdY7lfmAyADnFMQRzRqrjdyR9aZLOzDYvAIwfeqRtnR8wkAe5piztGxEoyfagVi0iXES5hclR/C3Ip6aiR8tzFtJGNwpIJg6j5iFJ5qby0kBVgB3zQBitlmPOR61uaZNE8UcZGZDhRWRcxeVOygfKeRV7w9bzT6kDAwDRDfg9DSCTtFs7c2kAshDJEpULzkVx97AuxzBI5I4jGegFburapLbWjRzRFXYY3AZUVz8M8TDBcUzCim9SslzcxhRKp25wSa7i1u7eS2RIWyEUAdq5XfEDhiMetWNa1Kz+zRW9rgsoBLpwB/jW1NpJ3HVi5NIL66ENxI8wGSTxWHe3n2kgCNVVeBxzUErs7ks5Y+pNMrGTuzZKysKCT1roPDFkJJTPNEZIVODzj9a57vXceErj7Lpc2yJZGPzFS2Nw9s96SGZeuvEb8rbljGoxhux9KyZKs3UpluJJGxlmJ4GKpyvVCIpTxir2ltcpHIYIDICQCc4xWc3Jro/D8kK2jISC5O7HcUDIBPqqHK20a57kDNSC61peVgjYe2P8a0+PMkYAqhTHPc1Bbl4sBhlRxRYRSe61tufsig+u3/69RT6jqtsii4hUZHBC1vCQHAB5NJIofKDiiwHMahqd7dW4juU2DO4fLjParGlaqLC1CtHIpBO117+1acqo9wFn2mM9M8iprhYGKxMiNnkYAIH4UWGVrbxBbSljczSK7dyv5dK1bfUrSWORVuY33KcdiTVGaxt5EAmt4xgcFVxTW0S0+WQR7dnIKHrTjuiZfCzpvCn+puP94fyrfrA8Kf6m4/3h/Kt+nW/iMywv8JHF2cbGEPhQMn5mPFMnv9OtQfNvAzdcIef8a5vVZGM/ltcyBABiJAf/ANVVE8tOVhQHH3pjvP8AhTq/Gx0P4cTdbxFDv26fZNK/95hkk1UfXdUmO3zIYF9Tjj+ZrKkuYwMNM0mP4V4A/pUf24LnyoVH15rI2L7SXNw/766nm9kGB+Z/wpHsgvLoqA95pcn9MVmteXUnWVlHovH8qtWWj3+oEGOJip/jfgfnQBbji0+AZku4SfRY9/8AjTjf6avC/apPTbhAfyrVsvBaAq13cFvVYxj9T/hXQ2WjWNmoENrGGHRiuT+ZqkmM5GGN7kA2+jTyA9GkkYitK20LUJMM1tp9uPRkLn/P411oTpgU4LxTsBk22jCIL5skZI/55wKo/XNXP7OgwOCMHscfyq6FpQtFgKiWECjGzP1Oaf8AYoO8Yq1t9qNvtSApnTrRj80EZ/4CKjfRdOcfNaQ/98D/AArR2+1GOOlAGNJ4Y0xz/qNv+6cfyqu/hGwP3dw+rH/Guixz0owPSgDkrjwVAwPlsw98g/0FZcvgy4U4jbI9wR/ImvQe9GPQUAeX3Xh6/tmx5bH0wwP88VTktb+2G50dR/tKRXrZUNwy5HoaiezgkXBiA/3eKVhHkguZh95Ace1SQ32xuCV9h0/KvR7nw7ZXGcxqD6lBn8xisXUPBoYboCT24AP6HFKwHMC9YnO5W9jxUrXMTMcAqvbdz+op974au7Y/KN34FT+tZUtvc2zYdGU+jDFAGiQj5wQcehqN4uOBVAXDD7y8+vSpo7wgdc/73J/OgB7RD6VE8ZHbirS3CSfeAHHelMYIzn8uc0BczytN2E9KuunByvFQtGcYHSgLlYrgZBBptTMp7ioyppANBKsGUkEdxVxL/eqx3SCRR/EOCKp0lMC+9osiGS2cOo7ZwwqocqcGmIzRtuRiD7VaFxHOAsy7G/vj+tAFfNdr4O/11j/wL+tchNbvEN2NyHow6V1/g7/XWP8AwL+tbUftehzYj7Pqd92rifGP/Hxdf9cv6V21cV4v/wCPm5/65/0oobv0DE/CvU41MJCoGc9TUZdmbCUoYetLEBLMsYPLEAVk3Y6VqbOl6Ol1p/n3CyKzSYQq2M1X1yIQ3awiaVtqgsGbODW9f3UelW9vAAG8leADjce9cje3Lz3kspwxdicj+VcVFznNyextO0VZDTz1rorCSCwt4YnYCSc7iMZ47VjWunG5tGnEuHDY2kVp3bLa2ImIDTvhVYj7v0rafvNI2ox5E5Mg1i48++8tSCkXyj+tYk775Sew4FWHYqjOcknvVOtUrKxyzlzSbCpHOFC0wUpOTTJEFaBiXylDIOB171QQHOQM4q1FKjsPNZhjtnimgZJFHPbyh4JSjDkHNNN/MxJmJkcdzUjSgn5ab1/GgRIDuQPg7W6GmyYWNmKg8dxVSdRHtVWJ79elPuZ5HAUoqDA+6OtADYYGdNwfae1TedcQjLgMopsMihAo5IHNWotrgbjwfWgZSu51nKOowQMEGtHwvOIdU5OA6FaqXlvGELrwfbvVa0mMFwkgONppEzV4tHca1IDYsCFIbA5rj72CGE8MVk/uitTWNYgktlitxmQ4Jb+7XPMxYlmJJPc02Z0E1HUc8ruuCxIFM5oxWrFozCzNzNIFH8KDqaFFvY1bSMxEZzhVJ+lDKynDAg+9aq7EVfKI9xTr2eOA2x2K7DLMGHFFh3K9npE9yvmORDCOS78VcS5t7e2a2iTecEeYTwfoKgnuZ7gfM52n+EdKrEFetO1hBI9V2bJp7tUWaTAQ9aEkeNgyMVI7g0lJSGWDfXJGDK35037ZcY/1rfnUODRg0BoWRqF0P+WzU5NUvEYETHj1qpRS1Au/2pOfvhX+tTRay0fAgQD/AGTisykxT1A6e28S24XbNDJ6diK0Yde06ZfLD7WbIAZSOcVxFSW3/H1F/vj+dVF6omXws9S8Kf6m4/3h/Kt+sDwp/qbj/eH8q36qv/EZlhf4SPN5LaGR97xgtxzUbafanloVP1oor0pRV9jx4Tlbcb/Z1n/z7pR/Z1mP+XdKKKXLHsV7SfcfFZ20bbkgjBHquf51fS6nUALKwHTiiiqUY9g55dx3266H/LZqX+0LsD/XtRRU8q7Bzy7h/aN4P+Xh6P7Svcf8fD0UUcsewc8u4v8AaV7/AM/L0o1O9/5+Xooo5Y9g55dw/tO9/wCfl6P7Uvf+fl6KKOSPYOeXcT+1L7/n5ej+1L7/AJ+Xooo5Y9g55dxf7Uvv+fl6P7Uvf+fl6KKOWPYOeXcP7Uvv+fl6T+1L7/n5eiijkj2Dnl3D+1L7/n5ej+1L7/n5eiijkj2Dnl3FGqX3/Py9H9qX3/Py9FFHJHsHPLuNbUrx1w07EHscGq0jGY4kCsAOm0Y/Kiijlj2Dnl3KxsbVjkwJ+VM/s+0/590ooo5Y9g55dxwsbUdIVpyWlupO2IDHpRRRyx7D55dx32WA/wDLNaQ2Vv8A88looo5Y9hc8u437DbEcwrSf2fa5/wBQtFFHLHsHPLuIbC0/54JR/Z9p/wA+6UUUcsewvaT7if2faf8APulH9n2eP+PdKKKOWPYftJ9yVLO3jGFiAB7dq09BRY9Vt0RQqgtgD6GiipaSi7dhwlJzjd9Ttq4/xIivqkisMgoMj8KKK5MN8Z6OM/h/MxPsNt/zxWkFha5BECg0UV28sex5qnLuOktIJPvx7sf3iTTfsNqP+WK0UUlCPYHUn3Jo4Y4kMaKFQ8kCkeCObAkQMB0z2ooo5I32LdWfLuyM2dswwYVIpn2C0/590oop8sexHPLuH2C0/wCfdKPsFp/z7pRRRyx7E+0n3HrY2ycrCooNhatyYFzRRRyx7Fc8u4gsrYdIVp/2WAgAxLwMCiijlj2Dnl3GGxtScmBc082dv0MSkUUUcsewc8u4z7Dak58hc0otLccCJaKKOWPYfPLuKbWA8GJcUwafaf8APBKKKOWPYXPLuH2C0/590o+wWn/PBKKKOWPYOeXccLC1XpAnT0p5hjEflbfk67c8UUU0kS5y7jPsduOfJWlezt5Tl4gxFFFLlj2K55dyRIo4RiNFA+lNNrBITujWiinyx7Bzy7kf2G1/54LSfYLT/n3Siilyx7D55dx39n2h/wCWC0CztlHEEf5UUU+WPYXPLuSrBEBgRoB/uihoIiMGNCPdRRRU8q7D55dxhtLc9YY/++RTTZ2x6wR/lRRVcsewueXcPsFof+WCflTfsFp/z7pRRRyx7Bzy7h9gtP8An3SnCwtUbcsKgjkUUUOMewOcrbnWeFP9Tcf7wreoorzq/wDEZ62F/hI//9k=" alt="Почему в некоторых странах дороги покрывают резиной" title="Почему в некоторых странах дороги покрывают резиной" /></p>
<p>Применение упругих материалов, таких как резина, для облицовки автомобильных магистралей значительно повышает безопасность и комфорт вождения. Это решение особенно актуально в зонах с высоким уровнем шума и плотности движения, а также в местах с жесткими климатическими условиями. Используемый материал обладает свойствами, которые снижают звуковой эффект от колес транспорта и одновременно уменьшают износ асфальта.</p>
<p>Эксперименты показали, что добавление измельчённой резины к асфальтобетону увеличивает срок службы проезжей части на 25-50%. К тому же, использование переработанной резины способствует снижению количества отходов, что положительно сказывается на экологии. Повышенная трение между шинами и покрытием улучшает управляемость автомобиля, что является особенно важным в условиях гололёда или сильного дождя.</p>
<p>Это решение не только повышает безопасность транспортных артерий, но и способствует снижению расходов на техническое обслуживание и ремонтные работы. Страны, принявшие эту технологию, отмечают значительное улучшение качества дорожного покрытия и сокращение аварийности на трассах.</p>
<p>Таким образом, использование резиновой крошки в составе асфальтобетона представляет собой экономически целесообразное и экологически ответственное решение, повышающее безопасность и комфорт на автотрассах. Резина как добавка к асфальту стала одним из наиболее востребованных материалов в строительстве шоссейных полотен в разных уголках мира.</p>
<h2>Преимущества использования резины как покрытия для асфальта</h2>
<p>Применение резинового слоя улучшает сцепление колёс транспортных средств с поверхностью, что существенно повышает безопасность движения. Это особенно актуально в условиях мокрой и скользкой погоды. Резиновое покрытие эффективно поглощает воду, уменьшая риск аквапланирования.</p>
<p>Амортизирующие свойства резины также снижают уровень шума от движения транспорта, создавая более комфортные условия для жителей прилегающих территорий. Подобное покрытие минимизирует вибрацию, которая передаётся на близко расположенные здания и конструкции.</p>
<p>Использование резиновых материалов содействует рециклингу отходов. Переработка использованных автомобильных шин не только снижает количество мусора, но и способствует сохранению природных ресурсов. Покрытие из переработанной резины сохраняет ресурс покрытия, увеличивая его срок службы перед необходимостью восстановления или полной замены.</p>
<p>Резиновое покрытие также демонстрирует высокую устойчивость к температурным изменениям, сохраняя свои свойства в широком диапазоне климатических условий. Это делает его идеальным выбором для регионов с переменными погодными условиями.</p>
<p>Экономическая выгода от применения резинового покрытия также значительна. Хотя первоначальные инвестиции в резиновое покрытие могут быть выше, чем в традиционное асфальтобетонное, долгосрочная экономия на ремонте и обслуживании делает его выгодным вложением. Меньшее количество ремонтных работ и более долговечный срок службы обеспечивают непрерывность движения и снижают эксплуатационные расходы.</p>
<h2>Технологический процесс переработки шин в дорожное покрытие</h2>
<p>Переработка устаревших шин в материал для покрытия проезжих частей происходит в несколько этапов. Сначала производится сбор и сортировка шин, которые подлежат переработке. Затем идет измельчение шин до крошки разной фракции. Крошка очищается от металлических и текстильных включений.</p>
<p>Полученный материал смешивается с асфальтом и другими связующими веществами. Пропорции и состав могут варьироваться в зависимости от требуемых характеристик конечного продукта. Такое покрытие обладает повышенной износостойкостью и улучшенными амортизирующими свойствами.</p>
<table>
<tr>
<th>Этап</th>
<th>Описание</th>
<th>Основные действия</th>
</tr>
<tr>
<td>Сбор и сортировка</td>
<td>Выборка шин, подходящих для переработки</td>
<td>Отбор исправных шин, исключение поврежденных</td>
</tr>
<tr>
<td>Измельчение</td>
<td>Превращение шин в крошку разных размеров</td>
<td>Использование специализированного оборудования для раздробления резины</td>
</tr>
<tr>
<td>Очистка</td>
<td>Удаление посторонних элементов из резиновой крошки</td>
<td>Магнитная сепарация для выявления и удаления металлических частиц</td>
</tr>
<tr>
<td>Смешивание</td>
<td>Комбинирование резиновой крошки с асфальтом</td>
<td>Дозировка и смешивание компонентов в специальных бетономешалках</td>
</tr>
</table>
<p>Особое внимание уделяется экологическим аспектам процесса. Переработка устаревших шин способствует снижению объема отходов и предотвращает загрязнение окружающей среды.</p>
<h2>Экологическое воздействие переработки шин и применения резиновых дорог</h2>
<p><strong>Воздействие на качество воздуха</strong> при использовании резиновой крошки положительно отмечается многими исследованиями. Резиновые добавки в асфальт уменьшают количество выделяемых летучих органических соединений по сравнению с традиционными асфальтобетонными смесями.</p>
<p><em>Снижение шума</em> также является значительным преимуществом резиновых покрытий. Согласно исследованиям, дорожное покрытие из резиновой крошки позволяет уменьшить уровень шума на дорогах до 70%. Это создает более комфортные условия для жителей прилегающих территорий.</p>
<p>С точки зрения <strong>воздействия на окружающую среду</strong>, использование резинового покрытия способствует снижению гидропланирования и лучшей сцепляемости с поверхностью, что в свою очередь сокращает количество дорожно-транспортных происшествий. Также это способствует долговечности дорожных покрытий, уменьшая потребности в их частом обновлении и ремонте.</p>
<p>Необходимо также учесть, что в процессе изготовления резинового покрытия возможно выделение специфических загрязнителей, таких как тяжелые металлы из состава шин. Однако, современные технологии в области переработки способны минимизировать эти риски, очищая резиновую крошку до безопасного уровня применения.</p>
<p>Таким образом, комплексное внедрение резиновых покрытий предоставляет не только экологические, но и экономические преимущества, делая их привлекательной альтернативой для устойчивого развития городской инфраструктуры.</p>
<h2>Сравнение стоимости и долговечности резиновых дорог с традиционными асфальтовыми</h2>
<p>Использование переработанных автомобильных шин в составе покрытий автомагистралей увеличивает их срок службы и снижает частоту ремонтных работ. Резиновое покрытие, в сравнении с традиционным асфальтобетоном, обладает лучшими амортизационными свойствами и способностью противостоять растрескиванию. Это делает его особенно привлекательным для регионов с частыми перепадами температур.</p>
<p>С точки зрения начальных затрат, проектирование и укладка резинового покрытия могут быть на 10-20% дороже по сравнению с асфальтобетоном. Однако, коэффициент амортизации, меньший уровень шума при движении транспорта и реже требуемые ремонты позволяют сократить общие затраты на эксплуатацию на протяжении всего срока службы покрытия. Резиновые покрытия демонстрируют на 25-50% большую долговечность, что особенно важно для магистралей с интенсивным движением.</p>
<p>Безопасность движения также улучшается за счет увеличения сцепления колес автомобиля с покрытием, уменьшая риск скольжения, особенно в дождливую погоду. Экологическая составляющая использования резинового покрытия неоспорима, поскольку оно способствует утилизации миллионов отслуживших шин, что снижает количество отходов.</p>
<p>Тем не менее, резиновые покрытия требуют особого подхода в отношении технологии укладки и качества используемых материалов, что предъявляет повышенные требования к подрядчикам и материалам, изначально увеличивая стоимость проектов. Несмотря на это, взвешивая все факторы, решение о применении резинового покрытия становится предпочтительным с учётом долгосрочной перспективы и потенциала снижения эксплуатационных расходов.</p>
<h2>Примеры стран и городов, успешно применяющих резиновые дороги</h2>
<p>Применение измельченных автомобильных покрышек для постройки асфальтового полотна набирает обороты по всему миру. Эта техника считается экологически безопасной и экономически выгодной.</p>
<ul>
<li>Нидерланды &#8212; одна из ведущих стран в Европе, активно использующая резиновое покрытие. В частности, в городе Роттердам асфальт с добавлением резины применяется как основной метод повышения долговечности трасс и снижения шума от движения транспорта.</li>
<li>США &#8212; одни из пионеров использования резинированного асфальта. За последние несколько десятилетий более 20 штатов начали использовать переработанные шины для создания более прочных и долговечных дорожных покрытий, в частности, Калифорния и Аризона демонстрируют высокие результаты в плане снижения дорожного износа и уровня шума.</li>
<li>Япония &#8212; в этой стране использование резиновых компонентов для асфальтирования началось еще в 1970-х. Сегодня технология широко применяется для многих автотрасс, повышая безопасность и комфорт вождения.</li>
<li>Испания &#8212; в последние года здесь активизировались проекты по модернизации дорожной инфраструктуры с использованием резиновых добавок в асфальт. Это позволило сократить количество травматичных аварий, благодаря улучшению сцепления колес с полотном.</li>
</ul>
]]></content:encoded>
					
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		<title>Как асфальт выдерживает перепады температур</title>
		<link>https://aktaustroi.kz/kak-asfalt-viderzhivaet-perepadi-temperatur/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:26:55 +0000</pubDate>
				<category><![CDATA[Дорожные покрытия]]></category>
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					<description><![CDATA[Дорожное покрытие должно сохранять свои функциональные характеристики независимо от колебаний окружающей температуры. Эффективное сопротивление механическим повреждениям и трещинам при сезонных колебаниях климата обеспечивается использованием модифицированных битумных связующих и оптимизацией состава смеси. Модификация битума полимерами значительно повышает его пластичность и упругость, что позволяет покрытию лучше адаптироваться к изменениям температуры. Один из методов борьбы с трещинами –[...]]]></description>
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" alt="Как асфальт выдерживает перепады температур" title="Как асфальт выдерживает перепады температур" /></p>
<p>Дорожное покрытие должно сохранять свои функциональные характеристики независимо от колебаний окружающей температуры. Эффективное сопротивление механическим повреждениям и трещинам при сезонных колебаниях климата обеспечивается использованием модифицированных битумных связующих и оптимизацией состава смеси. <strong>Модификация битума полимерами</strong> значительно повышает его пластичность и упругость, что позволяет покрытию лучше адаптироваться к изменениям температуры.</p>
<p>Один из методов борьбы с трещинами – <strong>геосетки</strong>, включаемые в конструкцию дорожного покрытия. Их применение укрепляет покрытие, распределяет нагрузки и увеличивает срок его службы, предотвращая образование трещин от температурного сжатия или расширения. Еще один ключевой элемент – <strong>пористый асфальт</strong>, который обладает повышенной водопроницаемостью и способностью к самоочищению, тем самым снижая вероятность скольжения на дороге.</p>
<p>Важное значение имеет также регулярное техническое обслуживание, включающее осмотры и ремонт поврежденных участков. Это позволяет выявлять и устранять мелкие дефекты до того, как они перерастут в серьезные проблемы. <em>Только систематический уход</em> и использование инновационных материалов позволяет обеспечить долговечность и безопасность дорожного покрытия в условиях климатических изменений.</p>
<h2>Факторы, влияющие на устойчивость асфальта к температурным колебаниям</h2>
<p>Существует несколько ключевых факторов, определяющих способность дорожного покрытия противостоять различиям климатических условий. Прочность и долговечность асфальтобетона зависят от качества используемых материалов, технологии укладки и ухода за покрытием.</p>
<p><strong>Состав асфальтобетона</strong> оказывает значительное влияние на его устойчивость к низким и высоким температурам. Использование модифицированных битумов с добавками полимеров позволяет улучшить эластичность и предотвратить трещинообразование. Выбор агрегата с подходящей зернистостью и минеральным составом также способствует укреплению структуры.</p>
<p><strong>Технология укладки</strong> влияет на плотность и ровность покрытия, что непосредственно воздействует на его способность сохранять целостность при температурных скачках. Профессиональное проведение работ, обеспечивающее нужный уровень уплотнения асфальтобетона, важно для предотвращения образования воздушных карманов, которые могут привести к разрушению материала.</p>
<p><strong>Регулярное техническое обслуживание</strong> – залог сохранения свойств дорожного покрытия на протяжении его эксплуатации. Своевременное устранение мелких дефектов и трещин помогает предупредить их расширение, что критично в условиях сильных морозов или экстремальной жары.</p>
<p>Применение современных технологий и материалов позволяет значительно повысить устойчивость дорожного полотна к экстремальным климатическим воздействиям и гарантировать его долговечность и безопасность для дорожного движения.</p>
<h2>Роль качества исходных материалов для долговечности асфальтового покрытия</h2>
<table>
<tr>
<th>Компонент</th>
<th>Характеристика</th>
<th>Влияние на долговечность</th>
</tr>
<tr>
<td>Битум</td>
<td>Высокая степень адгезии, низкая чувствительность к температурным колебаниям</td>
<td>Повышает сопротивляемость к образованию трещин</td>
</tr>
<tr>
<td>Щебень</td>
<td>Жесткое соединение, высокий показатель прочности</td>
<td>Улучшает сцепление, механическую стабильность</td>
</tr>
<tr>
<td>Песок</td>
<td>Однородная зернистость, без глины и органики</td>
<td>Повышает плотность и уменьшает пористость</td>
</tr>
<tr>
<td>Минеральные порошки</td>
<td>Гомогенность, морозоустойчивость</td>
<td>Активируют связующие свойства битума</td>
</tr>
</table>
<p>Тщательный контроль за качеством всех исходных материалов гарантирует высокую долговечность покрытия, способствует его устойчивости к динамическим нагрузкам и атмосферным воздействиям. Выбор проверенных поставщиков и соблюдение технологических норм при производстве материалов необходимы для достижения нужной конечной продуктивности.</p>
<h2>Технологии укладки асфальта для минимизации вреда от температурных изменений</h2>
<p>Применение модифицированных битумов с полимерными добавками значительно улучшает устойчивость покрытия к деформациям и продлевает срок его службы при смене климатических условий. Разработка смесей с повышенными адгезионными свойствами между минеральными компонентами и органическими связующими способствует равномерности и прочности покрытия.</p>
<p>Укладка с использованием технологии &#171;теплого асфальта&#187; снижает риск преждевременных повреждений. Эта технология включает подогрев компонентов до температуры на 20-40 градусов Цельсия ниже, чем при классическом методе, что существенно сокращает образование токсичных испарений и улучшает экологические характеристики процесса укладки.</p>
<p>Выбор местного сырья, подходящего к специфическим климатическим условиям, обеспечивает дополнительную стабилизацию покрытия. Использование гранулированной резины из утилизированных шин в составе смеси не только повышает его гибкость, но и способствует переработке отходов.</p>
<p>Тщательное контролирование температуры укладки и последующего уплотнения – ключевые элементы, обеспечивающие качество покрытия. Допуски в этих параметрах могут привести к неравномерному распределению или растрескиванию покрытия.</p>
<p>Усовершенствование дренажных систем асфальтированного покрытия сокращает количество воды, скапливающейся в его структуре, что помогает предотвратить излишние напряжения из-за замерзания или испарения воды.</p>
<p>Регулярное обследование и своевременный ремонт мелких дефектов также играют важную роль в сохранении целостности покрытия длительное время.</p>
<h2>Принципы выбора асфальтобетонной смеси в зависимости от климатических условий</h2>
<p>Выбор асфальтобетонной смеси для дорожного покрытия должен основываться на характеристиках климата региона. Различия в составах позволяют поддерживать долговечность и устойчивость дорожного покрытия в разных погодных условиях.</p>
<ul>
<li>В районах с частыми осадками и высокой влажностью покрытия должны иметь повышенную водостойкость и эластичность. Используйте смеси с модифицированными битумами, содержащие присадки, предотвращающие вымывание и размягчение поверхности.</li>
<li>Для районов с резкими колебаниями температур от плюсовых до минусовых рекомендуется выбирать многокомпонентные смеси с повышенной прочностью на разрыв и морозостойкостью. Такие составы меньше подвержены образованию трещин от замерзания воды в порах материала.</li>
<li>В районах с высокими температурными максимумами необходимо использование асфальтобетона с теплостойкими видами битума, который не теряет своих связующих свойств при сильном нагреве и обеспечивает сохранность покрытия при интенсивном солнечном излучении.</li>
<li>Для территорий, подверженных частым и интенсивным осадкам, подходят смеси с высоким содержанием щебня, что способствует лучшей дренажной способности и предотвращает деформацию от воды.</li>
</ul>
<p>При выборе асфальтобетона важно рассматривать тип и ожидаемую интенсивность пешеходного и транспортного движения, так как эти факторы также влияют на требования к долговечности и адаптивности покрытия. Профессиональный подход к выбору смеси учитывает все перечисленные факторы, обеспечивая долгосрочную службу дорожного покрытия в конкретных условиях эксплуатации.</p>
<h2>Методы испытаний асфальта на устойчивость к расширению и сжатию</h2>
<p>Лабораторные испытания дорожных покрытий для анализа их способности справляться с деформацией важны для оценки их долговечности и надежности. Основные методы включают термические испытания на растяжение и сжатие, а также испытания с использованием механических нагрузок.</p>
<p><strong>Термические испытания:</strong></p>
<p>Для определения реакции дорожного покрытия на температурные изменения используют метод термического анализа. Образцы материала нагревают и охлаждают, чтобы определить их термоупругие свойства. Расширение и сжатие измеряют с использованием дилатометров, что позволяет зафиксировать изменения размеров при различных температурах.</p>
<p><strong>Испытания на растяжение:</strong></p>
<p>Прочность на растяжение проверяется с помощью тензометрических испытаний, где образцы подвергаются постепенно увеличивающейся нагрузке до момента их разрушения. Измерения позволяют определить предел прочности и модуль упругости материала.</p>
<p><strong>Испытания на сжатие:</strong></p>
<p>Чтобы оценить устойчивость материала к сжатию, проводят испытание с применением гидравлического пресса. Образцы подвергаются высокому давлению до тех пор, пока не произойдет их деформация или разрушение, что помогает установить максимально допустимую нагрузку.</p>
<p><strong>Моделирование условий эксплуатации:</strong></p>
<p>Использование испытательных стендов, моделирующих реальные нагрузки на дорожное покрытие, позволяет дополнительно проверить способность материала противостоять механическим и термическим воздействиям. Такая проверка включает в себя нагревание, охлаждение и приложение механических нагрузок в соответствии с заданными циклами.</p>
<p>Методы испытания дают возможность точно оценить, насколько хорошо дорожное покрытие сможет справиться с физическими нагрузками во время эксплуатации, обеспечивая его надежность и длительный срок службы. Это ключевые критерии при выборе материалов для строительства и ремонта дорог.</p>
<h2>Влияние температурного режима на восстановление и ремонт асфальтовых дорог</h2>
<p>Ремонтные работы на асфальтовом покрытии требуют внимательного подхода к выбору времени года и погодных условий. Оптимальная температура для проведения ремонтных работ составляет от 5 до 30 градусов Цельсия. При более низких температурных показателях возникают сложности с адгезией асфальтной смеси, что снижает качество и долговечность покрытия.</p>
<p>Летний период считается наиболее подходящим для проведения дорожных работ, так как материал лучше укладывается и компактируется в теплую погоду. Применение горячей асфальтобетонной смеси требует быстрого укладывания и трамбовки, чтобы избежать ее преждевременного застывания.</p>
<p>Зимний ремонт требует использования специальных технологий, таких как применение температурно модифицированных битумов, которые сохраняют эластичность и адгезию при низких температурах. К тому же, в холодное время года часто используется холодная асфальтная смесь, способная вступать в реакцию при температуре до -10 градусов Цельсия.</p>
<p>При повышенных температурах важно контролировать скорость испарения влаги из смеси, чтобы избежать растрескивания и обеспечить равномерное уплотнение материала по всей толщине дорожного покрытия. Важно обеспечить достаточную освещенность и проветривание участка, где проводятся работы, для улучшения качества и сокращения времени исполнения работ.</p>
<p>Таким образом, соблюдение температурных режимов при восстановлении и ремонте дорожного покрытия способствует увеличению его эксплуатационного срока и улучшению внешнего вида автомобильных дорог.</p>
<h2>Использование добавок и модификаторов для повышения устойчивости покрытия к перепадам температур</h2>
<p>Применение полимерных добавок значительно повышает устойчивость дорожного покрытия к различным климатическим условиям. Эластомеры и пластомеры, такие как стирол-бутадиен-стирол (SBS) и этилен-винилацетат (EVA), вводят в состав для улучшения эластичности и предотвращения образования трещин при низких температурах и размягчения при высоких.</p>
<p><strong>Кратосохранимые полимеры</strong> увеличивают срок службы покрытия и его способность сохранять первоначальные характеристики в условиях переменчивого климата. Введение антиоксидантов и УФ-стабилизаторов предотвращает окислительное старение, что критично в районах с интенсивным ультрафиолетовым излучением.</p>
<p>Добавление <em>вяжущих модификаторов</em>, как например, каучук, усиливает водостойкость и морозостойкость, тем самым уменьшая вероятность растрескивания из-за воды, которая замерзает и расширяется в трещинах.</p>
<p>Использование натуральных волокон (например, целлюлозы) и промышленных продуктов переработки (например, измельченные покрышки) также способствует повышению устойчивости и долговечности покрытия. Эти материалы добавляются для уменьшения деформации под нагрузкой и улучшения показателей вязкости дорожного битума.</p>
<p>Таким способом, благодаря использованию разнообразных добавок и модификаторов, можно существенно улучшить характеристики дорожного покрытия, увеличив его устойчивость к частым и существенным изменениям климатических условий.</p>
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		<title>Почему важно соблюдать толщину слоев покрытия</title>
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		<pubDate>Thu, 30 Jan 2025 17:26:54 +0000</pubDate>
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					<description><![CDATA[Рекомендованная толщина лакокрасочного материала обеспечивает наилучшую защиту и долговечность поверхности, устойчивость к воздействию химических веществ, ультрафиолетовому излучению и механическим повреждениям. Несоответствие данного показателя может привести к преждевременному отслаиванию, растрескиванию и другим дефектам, что существенно увеличивает затраты на ремонт и повторное нанесение. Применение слишком малого размера оболочки не способно создать надёжный защитный барьер, из-за чего поверхность[...]]]></description>
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alt="Почему важно соблюдать толщину слоев покрытия" title="Почему важно соблюдать толщину слоев покрытия" /></p>
<p>Рекомендованная толщина лакокрасочного материала обеспечивает наилучшую защиту и долговечность поверхности, устойчивость к воздействию химических веществ, ультрафиолетовому излучению и механическим повреждениям. Несоответствие данного показателя может привести к преждевременному отслаиванию, растрескиванию и другим дефектам, что существенно увеличивает затраты на ремонт и повторное нанесение.</p>
<p>Применение слишком малого размера оболочки не способно создать надёжный защитный барьер, из-за чего поверхность становится уязвимой перед агрессивными влияниями. В то же время, чрезмерная толщина может затруднить высыхание, приводя к остаточной липкости, потере эстетической привлекательности и дополнительно утяжелять конструкцию. Аккуратное выполняние рекомендаций производителей и выполнение измерений специальными инструментами – ключ к оптимальному результату.</p>
<p><strong>Экономическая составляющая строгости размеров защитных слоёв также играет значительную роль.</strong> Перерасход материала приводит к ненужным издержкам, что особенно критично на крупных производствах или при выполнении масштабных проектов. Использование списков предварительно определённых параметров, разработанных на основе тестирования и практического опыта, помогает контролировать этот аспект производства.</p>
<p><em>Точное соблюдение регламентированных размеров защитных оболочек помогает обеспечить продолжительность жизни изделий, улучшение внешнего вида и устойчивость к атмосферным воздействиям. Соответствие этим параметрам не только повышает функциональные характеристики изделий, но и снижает экологическое воздействие, сокращая количество отходов и потребление химических веществ.</em></p>
<h2>Влияние толщины слоя на срок службы покрытия</h2>
<p>Оптимальная дозировка покрывающего материала может значительно продлить период его функциональности. Слишком тонкий слой может привести к более быстрому износу из-за недостаточной защиты от негативного воздействия внешних факторов, например, ультрафиолета, влажности или химически активных веществ. С другой стороны, чрезмерно толстый слой может привести к растрескиванию или отслоению, так как материал может потерять свою адгезию или эластичность.</p>
<p>Для отдельных видов покрытий возможно указание производителя на идеальный размер, обеспечивающий наилучшую прочность и долговечность. Например, для эпоксидных полимерных покрытий рекомендуемая толщина часто составляет от 2 до 3 мм. При этом уровне нанесения они способны выдерживать интенсивные нагрузки без потери защитных свойств и внешнего вида на протяжении многих лет.</p>
<p>Соблюдение рекомендованных параметров нанесения также важно для экономической эффективности. Излишне толстый слой увеличивает расход материала, что нецелесообразно с финансовой точки зрения. В то время как экономия за счет уменьшения толщины может привести к преждевременному повреждению покрытия и, как следствие, к дополнительным затратам на ремонт или полную замену.</p>
<p>Таким образом, точное следование инструкции по применению выбранного покрывающего материала гарантирует не только его функционирование на должном уровне, но и оптимизацию затрат. Это обеспечивает экономическую выгоду и удлиняет временной период эксплуатации без необходимости дополнительного вмешательства.</p>
<h2>Взаимосвязь между толщиной слоя и защитными свойствами покрытия</h2>
<ul>
<li>Измерение должно соответствовать типу окрашиваемой поверхности и условиям эксплуатации объекта.</li>
<li>Для защиты металлоконструкций в агрессивных средах необходим толстый слой, который может эффективно противостоять химическому воздействию.</li>
<li>В менее агрессивных условиях, таких как внутреннее использование, допустима меньшая мера толщины, которая будет экономически выгоднее и обеспечит достаточную защиту от износа.</li>
</ul>
<p>Оптимизация метрики толщины плёнки способствует экономии расходных материалов и сокращению времени на техническое обслуживание, сохраняя функциональность и внешний вид покрыта на длительный срок. profession and безупречная реализация данных рекомендаций обеспечит долговечность и эстетичность обработанных поверхностей.</p>
<h2>Соотношение толщины слоев покрытия и экономии материалов</h2>
<p>Оптимальное проектирование покрывного материала позволяет существенно сократить расходы. Рассчитывая толщину слоя, следует учитывать степень его воздействия на долговечность и защитные свойства конечного продукта. Слишком тонкий слой не предоставит необходимой защиты, тогда как чрезмерно толстый не только создает избыточные затраты на материалы, но и увеличивает вес изделия, что может быть критичным для некоторых применений.</p>
<p>Ведущими отраслевыми стандартами установлены определенные нормы толщины, обеспечивающие достаточную защиту при минимальных затратах. Например, для защитных покрытий в строительстве и машиностроении применяются различные виды лакокрасочных материалов, толщина которых должна соответствовать техническим условиям проекта.</p>
<ul>
<li>Толщина антикоррозийных покрытий в большинстве случаев не должна превышать 100-200 мкм, так как более толстые слои не приносят дополнительной пользы, но существенно увеличивают расход материала.</li>
<li>Для полимерных покрытий в электронике и точных инструментах, где требуется высокая точность, рекомендуется поддерживать толщину в рамках 1-50 мкм для обеспечения функциональности без лишнего утяжеления конструкции.</li>
<li>При использовании теплоизоляционных покрытий оптимальная толщина должна рассчитываться исходя из требуемых теплотехнических свойств, правильный выбор помогает снизить не только материальные, но и энергетические затраты на обогрев или охлаждение помещений.</li>
</ul>
<p>Экономия материалов достигается также за счет использования современных высокоэффективных составов, которые обеспечивают лучшие характеристики при меньшей массе и толщине. Применение инновационных технологий и материалов позволяет уменьшить общий вес изделия и увеличить срок его эксплуатации.</p>
<h2>Технологические методы контроля толщины покрытия в производстве</h2>
<p>Применение ультразвуковых методов позволяет точно определять параметры защитных слоев на различных материалах без их повреждения. Это обеспечивает возможность проверки изделий сразу после нанесения слоев без необходимости их предварительной обработки.</p>
<p>Магнитно-индуктивный метод используется для металлических основ, где магнитные свойства слоев значительно отличаются от свойств подложки. Такой подход исключает контакт со изделием и предоставляет быстрый способ измерения замеров.</p>
<p>Электрический метод с применением эддитивных токов эффективен при работе со слоями, проводящими ток. Ошибки измерения минимальны, что делает этот метод предпочтительным для контроля за нанесением металлических и проводящих покрытий.</p>
<p>В процессах, где требуется высокая точность, применяют рентгеновский флуоресцентный метод, способный выявлять даже минимальные отклонения в составе и обеспечить точность измерений до микронного уровня.</p>
<table>
<tr>
<th>Метод</th>
<th>Применимость</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Ультразвуковой</td>
<td>Неметаллические и композитные материалы</td>
<td>Безразрушающий контроль, высокая точность</td>
</tr>
<tr>
<td>Магнитно-индуктивный</td>
<td>Металлические покрытия</td>
<td>Неконтактное измерение, мгновенные результаты</td>
</tr>
<tr>
<td>Электрический</td>
<td>Проводящие покрытия</td>
<td>Минимальные ошибки измерения, простота в применении</td>
</tr>
<tr>
<td>Рентгеновский флуоресцентный</td>
<td>Покрытия с высокими требованиями к точности</td>
<td>Исключительная точность, способность выявлять мелкие дефекты</td>
</tr>
</table>
<p>Внедрение автоматизированных систем контроля в производство позволяет увеличить общую производительность и избежать человеческого фактора при оценке качества нанесения защитных слоев.</p>
<h2>Влияние толщины покрытия на внешний вид и цветовые характеристики</h2>
<p>Определенная масса пленки обеспечивает равномерность цвета и блеска на обрабатываемой поверхности. Слишком тонкая пленка может привести к прозрачности материала, из-за чего объект будет выглядеть пятнистым и неоднородным. С другой стороны, чрезмерно толстая пленка часто ведет к потере яркости и изменению оттенка, делая цвет темнее или насыщеннее, чем предполагалось.</p>
<p>Различные типы материалов требуют учета их индивидуальных характеристик при нанесении пленки. Например, металлические поверхности могут требовать более толстой пленки для достижения оптимальной защиты и эстетики, в то время как на деревянные поверхности достаточно нанести более тонкий слой для сохранения текстуры и натурального вида материала.</p>
<p><strong>Контроль массы пленки</strong> не только предотвращает потерю материала и увеличение затрат, но и способствует продлению срока службы крашенной поверхности. Применение современных методов измерения, таких как ультразвуковые толщиномеры, обеспечивает точность в контроле и предотвращает возможные дефекты, связанные с неравномерностью слоя.</p>
<p>Для получения оптимальных результатов рекомендуется внимательно отслеживать соблюдение рекомендованных параметров по массе пленки, осуществлять тщательный контроль качества и испытание образцов перед широкомасштабным применением.</p>
<h2>Проблемы, связанные с чрезмерной массой обработанной поверхности</h2>
<p><strong>Перерасход материалов</strong> – одна из первых трудностей, возникающих при чрезмерной массе обрабатываемой поверхности. Значительное увеличение издержек на закупку дополнительных объемов материала приводит к удорожанию конечной стоимости работы.</p>
<p><strong>Ухудшение адгезии</strong> может произойти из-за усиления внутренних напряжений, вызванных излишней массой материала. Это может привести к образованию трещин и расслоений, что значительно снижает прочность и долговечность обработанной поверхности.</p>
<p><strong>Удлинение времени высыхания</strong>. Избыточная масса удлиняет процесс полного высыхания, что может существенно затормозить ход строительных или ремонтных работ, повысить риск загрязнения или повреждения покрытия до его полной полимеризации.</p>
<p><strong>Нарушение технологических параметров</strong> из-за несоблюдения рекомендуемой массы также ведет к снижению устойчивости покрытия к механическим нагрузкам и климатическим воздействиям.</p>
<p><strong>Визуальные дефекты</strong>, такие как подтеки, неравномерность цвета и текстуры, могут возникнуть при превышении оптимальной массы наружного слоя. Это не только снижает эстетичность, но и указывает на потенциальные скрытые дефекты структуры.</p>
<p><strong>Увеличение массы объекта</strong> значительно повышает нагрузку на его несущие конструкции, что может быть критичным для некоторых объектов с ограниченной несущей способностью.</p>
<p>Чтобы избежать перечисленных проблем, рекомендуется строго следовать техническим указаниям производителя и контролировать равномерность нанесения защитного слоя на каждом этапе работ.</p>
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		<title>Что такое регенерация асфальтового покрытия</title>
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		<pubDate>Thu, 30 Jan 2025 17:26:53 +0000</pubDate>
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					<description><![CDATA[Обновление дорожного покрытия необходимо для поддержания безопасности и комфорта дорожного движения. Одним из современных и экономически выгодных методов является холодная переработка на месте, которая включает смешивание старого материала с новыми связующими компонентами прямо на дороге. Этот процесс не только снижает затраты на материалы, но и значительно уменьшает объем отходов, отправляемых на свалку. Применение технологии горячего[...]]]></description>
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m4JFPel3CsPbS7afMHKbgYVTvboxyBBEjDHO6s/bTgvIo5g5QTVSMmMjaudw5PTrSw660zYhWOTvwCP51W0+MraLnk7m/nVnbRzByki6tJnlEU56MDTZNSnwuFj+9z1qNxlfpzUTwozrkYOc5HWjmDlNGcpKp3HHHVaoLcFkKEjaFwueKrvGyl0U59MioMMAcou3sO9HMHKWWuhAfvRk/dwOOakvnVbBWQr98Ej26Gse4VSSXXsCARj8qrGNgVjidhn1IwfWlzBynR2LhZdpYbFGGzzzVwXSSO0aSAsMtnPauWQFvlhlyMZI2gkfWptrxEM0G9CPmKHn8qfMHKaWt2vn2ruhCsAMBDyw64x656VR0G6MqXl8MAyv90jpgYqzFLbzw74gpA4PHQ+hrD0VB88ZcqjPgAfqf5UXCxZ1RvN1BokIZSEjLAfdPUirfmCHb5fzqrAqpPVe4rMYSRlW2kg3EjEk/hUiEO3zEbWG4888dqLhYu6jeNPZuqxlMDI3cgY5pukRi7g+1zZRYoxHEP7/AKn86gmlVLKaQqFZkLDPvxgUumqPsFqoJU7eSO/fr2ouFi/eqselyOqbcoAuT1z6VBYPAqwyDKRQqRyOGJ+8fc54qjqLOrYLFgoCxgnqT94/gOPxpLSJp7iLCkqB+7XOAT7f40XCxsySG/kG1tkS/cUj5nP9BUrsLTaqPuB5K9D9KPLaKMCP5FBDPtGSD9fSpkKSE+WsbKBkn1qhDIi0xMrg4IOB0NXVkaOEsIwu1e55NISY4C7uEJPDdQaZCvnFZJ5dqrnCk9fc+n0oES2/mNhXxn+6ONv1q6qKOSNzep7VFE24ZjVmHUcYqQs5jP3QfTPNAEg659KdUQV1GC2R604DnrxQA+ikxRgUAFFGKKAEyKM0tJQAZ9qMn0oooAOaOfWiigAxSUZooAMUtJRQIWkozRQMKKSigBaQkAcmqjXU/wApS2Mm7OAp9+5pkM15K8i+TCrKe8hOKYFWDyjMbhmaMKGPzEcKOB+VWZovtCfaQf3ar+73n7w9T/SsW7mM9zttIm8uIAP8wIyDnC5/CrIuwYwXjl+ZdzryS340rjF+0rcGWONWilRsoeMDgdM9ff2qCKdvMgnJ2vsbeoBABB4A/GiDVEjmmPlSNtIO3ZnIx61TmuU/tAOZdkMrB24zsI7YHvQBqxL5cOZpR5rtv2lsnBPT8KZNcoGUnIxjp7mqcBkuJvOSEx26/KWYYLHHp2qWVVkKjIOSO3pWcty1sV71TNbxkIMKvLAY59M0tl5BaGaXOxfm45OR0q4yA6VIY2KFF3YI4Jz1zVPS5mXIYD902c+lJ7oa2Zp6n+/SC18wfvnDSY5yg5P5nA/GqmsBk0KWUJhWYrg9U56fSq1m7T6g92xIjI2xqGyUXP8A+upNcZ/7GO3eE43MykA89a0Myl4VlQalM7DJSDAPQfie1biW0t+wvZZGhtm4EWPm29j7A9a5rTJo4rVovmkDv5jsoBOV+6uO4rqoJoZYfP3+ahA+V+ME/ShAyYWKKvyXDsAeruTUbWEbEMhkX5T8pOMn3p7sUkU+Xg9kVs8evtU0UEzoS2wjdlFLH9T60xFZEjgVM2i/MPvKxGPw7VJb258tzG0qYYruOG/nV0ATsrEYYHkDoMU2xJL3Sk5KzHr9BQBHFbN9yWUS56Y4x+FSCBvMw20L1yCc1ZYA4JGcUEgr1xQBAmU/u9cVMCw27iOetVmbNxleoIyOx96eXDyqVPQHOe9AFmiq6Shpjzx0qVXD8jpQA+kprNjH1oU5HWmA6ikzmjNIBaSijNABRSZooAWiiigAooooAWikpGYKMk4FADqKaGB6GlzQAtFJmjNAC1Fdc20v+7T9w9R+dRTurQSAMpOPWgDn1hn8+Vt7FG+6M8Dj/GqhlkjV0e7cOuR96r7rciRtjMF7DaKpmwlcMz7i7ZNJWG7j4re9a3BE7lmGQd1RNcShNv2pg4OPve9PW7lhhEbXUayL8oGRVZRDKW23C+YrfNzwDnNPQnUvNDerCT5z7gMk7qoPrQtzGnn+bIRzzlVOOMn603UvPu7ZnnvwttGMuIhy341Q1O2t001YbXBI2scdDx1zRoVtqXxrgPkwyTR28gX5jHypOePpVw3Fw0qpFc7hgk4wc1yOnRZmUMFZd2GB7it61t0spfMtbhdhBzHJyB9KWwXu7mjO95EilpSEJ5yBTElu5J0WOfcoGSMCoprgzKYmuYdudw45pkFwtrIXEqYC8k80aBqWblruNtzS7V7ZAqvFJcyP8km4j5h8opZL+K/IQ3EW0HjAx+dRLJ5B2RTRnJyGz09qTsNXEMksdw2+Tn3A4qBBPLK2BnHA+X86WcqXVzLHy3JWnwXKRoymWIAMce9LQYjxNGCGYqw7dMVYto75Y2ZJy+OgkTP5GqhmS4kMhkTd+lTwXkkUDBJk9BzyaegiGSecsZUYI6jDxgYz/wDXqnbmSOzdkbgE7m9jVtrdnO8E7gfTrUFvKSt9F5K5IA2t269KLASgyTPBGrBljTdtPvSs0iiJogqEjkBcdOMVDpamOETj53HBHtU8kkkrugXGCcn0yc0WC5Bfu7WSxcEuRjHJ69KsefcWUO0qiYxjIxVGKcrfxrgnY5Jx3ouLuTUL5dqYQDCrnPHrRYByM+z5hzM2Tu6kf0FaNnu81SzkFc4UNjjFVUsnhYiUeYWH3s1fsXj3mJY5ZG27dsQB/Eml1DobMAEsbeWxHHL5OPpVZ9RS2/cRp5rH77KQAp9D70p0d2kEMk0kduVzgNkk9eOwFW7bThauohbIBz86gc1ZIy1BaICWZ1fOSFHAHtWrBCgwWAf5ccjJFLDBgfOF99o6/WpsFQAoGKAAIy8AgL6UKp53H8qcM45o96AFpKKKAFpKQEHOD0paACiiigApKKKACiiigBKKKKACkoooAKKKKACiiigApM84H50hYeoFN3gnCqW+goAjtrfyFk+dmV3LgMeme1LbgB5Tgcmnuz7gqAFj3PasDQreSe91EyTyq3mDJRuO/Y0AV45raNkgVxKq8GSOMt8x756VOLa5lBAmKQtyGL7yfy4qzCJYrfYLkhSMZ8sEH34ptwttZxCd7mTY5wcAKG+goGU7aJLB2a7QOGJG8t19RVO3so9R1R3t3H2JH7vhunQA/wA6h82a/YQqztb5LBRxuye
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" alt="Что такое регенерация асфальтового покрытия" title="Что такое регенерация асфальтового покрытия" /></p>
<p>Обновление дорожного покрытия необходимо для поддержания безопасности и комфорта дорожного движения. Одним из современных и экономически выгодных методов является холодная переработка на месте, которая включает смешивание старого материала с новыми связующими компонентами прямо на дороге. Этот процесс не только снижает затраты на материалы, но и значительно уменьшает объем отходов, отправляемых на свалку.</p>
<p>Применение технологии горячего фрезерования также позволяет значительно продлить срок службы дорожного полотна. Данный метод включает удаление поврежденных слоев асфальта, после чего на освободившееся место наносится новый слой. Это повышает устойчивость покрытия к будущим повреждениям и улучшает его эксплуатационные характеристики.</p>
<p>Для обеспечения максимальной эффективности восстановительных работ рекомендуется проводить регулярные диагностические проверки дорожного полотна. Использование современного оборудования для определения уровня износа и пострадавших участков позволяет точно определить необходимый объем и специфику вмешательства. Это, в свою очередь, способствует оптимизации расходов и повышению качества дорожного покрытия.</p>
<p><strong>Заключительным звеном</strong> в цепочке восстановления является применение защитных покрытий, которые помогают продлить срок службы обновленного дорожного полотна. Выбор подходящего типа защитного слоя должен опираться на климатические условия региона и интенсивность транспортного потока.</p>
<p>Таким образом, современные методы и технологии по обновлению дорожных покрытий не только способствуют улучшению их эксплуатационных качеств, но и вносят значительный вклад в экологию, сокращая объемы промышленных отходов и уменьшая необходимость в применении новых материалов.</p>
<h2>Основные принципы и механизмы регенерации асфальта</h2>
<ul>
<li>Горячее обновление дорожного полотна включает нагрев старого слоя, его перемешивание с новыми компонентами и последующий укладку. Этот метод позволяет быстро возобновить качество дороги и уменьшить выделение вредных веществ.</li>
<li>Холодное обновление выполняется без предварительного нагрева асфальта. Применяется специальная добавка, улучшающая адгезию, что позволяет использовать старые материалы без потери прочности.</li>
<li>Восстановление с применением инфракрасного излучения обеспечивает равномерный нагрев поверхности на небольшой глубине, что улучшает проникновение асфальтовых эмульсий и самоадгезию покрытия.</li>
<li>Добавление рециклированных асфальтовых гранулатов сокращает потребление первичных ресурсов и снижает стоимость работ, при этом сохраняется высокая устойчивость полотна к механическим нагрузкам.</li>
</ul>
<p>Процесс включает оценку состояния исходной асфальтовой поверхности, выбор метода восстановления и определение состава добавок для оптимизации свойств обновляемого слоя. Результаты контролируются с помощью тестирования плотности, прочности на сжатие и устойчивости к климатическим воздействиям.</p>
<p>Эффективное восстановление дорожного полотна приводит к увеличению срока службы, улучшению эксплуатационных качеств и сокращению затрат на полное воссоздание дорог.</p>
<ul>
<li>Важным аспектом является соблюдение экологических норм при выборе технологий и материалов, что в конечном итоге способствует снижению воздействия на окружающую среду.</li>
<li>Мониторинг и регулярное тестирование восстановленного покрытия помогает предупредить ранее возможные проблемы и обеспечить его длительную эксплуатацию.</li>
</ul>
<h2>Сравнение методов холодной и горячей регенерации</h2>
<p>Для оптимального выбора метода восстановления дорожного покрытия важно учитывать особенности холодной и горячей техник. Холодная техника обычно используется для местного устранения дефектов на дорогах с низкой и средней интенсивностью транспортного потока. Этот метод не требует больших энергетических затрат и значительно сокращает время работ, поскольку не нуждается в предварительном нагреве материала.</p>
<p>В отличие от холодной, горячая техника включает нагрев дорожного покрытия до температур, способствующих эффективному переработке старых материалов. Это делает метод подходящим для обработки больших участков дорог и направлен на длительное восстановление эксплуатационных качеств покрытия. Благодаря высокой температуре, асфальтобетон полностью регенерируется, что улучшает его водонепроницаемость и эластичность.</p>
<p><em>Основное преимущество горячей техники – возможность длительной эксплуатации восстановленной дороги без дополнительных поддерживающих мероприятий. В свою очередь, холодные методы выгодны для быстрого и экологически безопасного ремонта малых участков.</em> Обе методологии требуют использования специализированной техники и профессиональных навыков рабочих для достижения высоких результатов.</p>
<p><strong>Выбор метода должен основываться на текущих условиях эксплуатации дороги, доступном бюджете и требованиях к срокам выполнения работ</strong>. Например, для скоростных трасс с высокими нагрузками предпочтительнее горячая техника, в то время как для коммунальных дорог или парковых аллей – холодная.</p>
<h2>Технология холодной регенерации асфальтового покрытия</h2>
<p>Восстановление дорожного полотна холодным методом – экологически бережная и экономичная альтернатива традиционному ремонту. Процедура включает использование специальной фрезерующей машины, которая удаляет верхний слой устаревшего материала, не разогревая его до высоких температур.</p>
<p>Для восстановления используется смесь старого фрезерованного материала с добавлением новых связующих компонентов, таких как битумные эмульсии или химические добавки, улучшающие адгезию и эластичность готового покрытия. Эта техника позволяет восстанавливать дороги при более низких температурах, что исключает необходимость использования больших объемов топлива для обогрева асфальта, тем самым сокращая выбросы CO2.</p>
<p>Процесс холодной регенерации предусматривает тщательное перемешивание удаленного асфальта с добавками на месте, после чего полученная масса равномерно распределяется по подготовленной основе. Финальный этап – укладка и уплотнение материала специальными катками, что обеспечивает прочность и долговечность обновленного дорожного полотна.</p>
<p>Срок службы дорожного покрытия после холодной регенерации может соответствовать сроку службы нового асфальта, при условии правильного выбора материалов и соблюдения технологии выполнения работ. Этот метод подходит как для городских дорог с невысоким транспортным потоком, так и для магистралей, испытывающих повышенные нагрузки.</p>
<p>Таким образом, использование холодной регенерации позволяет не только снизить затраты на дорожные работы, но и способствует охране окружающей среды за счет минимизации отходов и сокращения энергопотребления.</p>
<h2>Применение горячей регенерации асфальта на дорогах</h2>
<p>Горячая регенерация дорожного полотна осуществляется посредством технологии, включающей выемку, переработку и повторное использование старого дорожного материала. Этот метод подразумевает нагревание существующего дорожного материала непосредственно на поверхности, что позволяет реставрировать без необходимости полной замены основания.</p>
<p>Процесс начинается с механического удаления верхнего слоя через фрезерование до определенной глубины. После чего материал подвергается горячему нагреванию с использованием специализированных установок, которые могут одновременно рекуперировать и перемешивать слой с добавлением свежего связующего (битума) и новых агрегатов, при необходимости.</p>
<p>Основным преимуществом данной технологии является значительное сокращение времени работ и минимизация простоев на дорожном движении, а также снижение затрат на сырье и транспортные услуги благодаря возможности использования старых материалов. Горячая регенерация также способствует уменьшению воздействия на окружающую среду за счет сокращения объема отходов и уменьшения выделения углекислого газа.</p>
<p>Процесс требует точности в настройках оборудования и контроля температурных режимов, чтобы исключить перегрев или недостаточное нагревание, что могло бы привести к снижению качества дороги. В зависимости от состава старого дорожного покрытия, возможно добавление специальных модификаторов, улучшающих свойства конечного продукта.</p>
<p>Данный подход нашел широкое применение не только в восстановлении изношенных участков, но и при необходимости модернизации дорожной сети с учётом возросших нагрузок и требований к эксплуатационным характеристикам. Горячая регенерация требует предварительного подбора подходящего оборудования и квалифицированной рабочей группы для эффективного выполнения задачи.</p>
<h2>Влияние различных видов добавок на процесс регенерации асфальта</h2>
<p>Добавки в дорожное полотно играют ключевую роль, улучшая характеристики восстановленной дорожной основы. Различные типы добавок предназначены для решения конкретных задач восстановления и улучшения качества.</p>
<table>
<tr>
<th>Тип добавки</th>
<th>Описание</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Рециклирующие агенты</td>
<td>Нефтяные продукты, способствующие восстановлению оригинальных свойств битума.</td>
<td>Улучшение эластичности и водонепроницаемости, продление срока службы.</td>
</tr>
<tr>
<td>Полимерные модификаторы</td>
<td>Пластичные материалы, такие как SBS или EVA, улучшающие пластические и эластические свойства битума.</td>
<td>Повышение стойкости к растрескиванию, улучшение термостойкости.</td>
</tr>
<tr>
<td>Антиоксиданты</td>
<td>Добавки, предотвращающие окисление битума под воздействием кислорода и УФ-лучей.</td>
<td>Замедление процесса старения, увеличение продолжительности службы дорожного покрытия.</td>
</tr>
<tr>
<td>Пластификаторы</td>
<td>Добавки для улучшения укладываемости и уплотнения асфальта.</td>
<td>Облегчение проведения дорожных работ, повышение качества покрытий.</td>
</tr>
</table>
<p>Применение разнообразных добавок позволяет не только продлить срок службы дорожных полотен, но и значительно повысить их эксплуатационные качества, а также экологическую безопасность благодаря возможности использования переработанного материала. Важно учитывать характеристики специфических условий применения, так как от этого зависит выбор наиболее эффективной добавки. Тщательный выбор и сочетание различных видов добавок могут значительно улучшить качественные показатели обновлённой дорожной основы.</p>
<h2>Анализ стоимости и сроков выполнения работ по регенерации асфальта</h2>
<p>Стоимость восстановления асфальтовых покрытий зависит от объема работ, используемых материалов и технологий. Обычно работа по восстановлению дорожного покрытия включает удаление старого слоя, подготовку основания и укладку нового асфальта. Средняя цена регенеративных работ варьируется от 200 до 1500 тенге за квадратный метр, в зависимости от сложности и объема работ.</p>
<p>Сроки выполнения обновления асфальтированной поверхности также широко варьируются. Небольшие проекты, такие как ремонт дорожных ям, могут быть завершены в течение нескольких часов, тогда как полное восстановление дороги требует нескольких дней или даже недель, основываясь на погодных условиях, состоянии подлежащего основания и доступности материалов.</p>
<p>Чтобы оптимизировать расходы и время, заказчику следует провести тендер и выбрать подрядчика, предлагающего оптимальное соотношение цены и качества работ. Регулярное обслуживание асфальтовых покрытий помогает предотвратить серьезные повреждения и увеличивает срок службы дороги, что в итоге снижает общие затраты на его восстановление.</p>
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		<title>Как тестируют качество дорожного покрытия</title>
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		<pubDate>Thu, 30 Jan 2025 17:26:53 +0000</pubDate>
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					<description><![CDATA[Современные технологии позволяют существенно повысить эффективность оценки износа и функциональных характеристик асфальта на автодорогах. Основным инструментом являются мобильные лаборатории, оснащённые сенсорами и высокоточным оборудованием, предназначенным для сбора данных в реальном времени. Этот подход позволяет анализировать текстуру поверхности, толщину слоёв и ровность с высокой степенью точности. Дефлектометрия – ключевой метод оценки несущей способности асфальта, который заключается[...]]]></description>
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
xqkgursNB90KBkg1RZZVOBz9DUMZUKgsNny4PYdqsQwtLKsY6k8D1phySQVwc+mKnspfLuUDnCg596EBdGnXmP9UfzFKNPuzn90351pnUrMDO5j/wClW/tSf8AWPz/ALJrQkzBpt2wP7lvxNVb+Ca0jDSR7SxwvqTXQnULJFLPKcAZJ2GsOC6i1TV/tU7FLaA/uxtzuNS30Kiuo2DSryKLmBtzcmnfYbkfehfH0rafULREJEjHPfYarnUrTGPMf67Ka0E3cwroNCSjgofyIrKnKFgBnA/HNbGpFZ7lpFIKnpnis6SFyPlTOPQ1PUZUAViF29q6jQxixH+8a5N9ySfMCpHrXY6Ou2wT35poTI7uKSXUEEaFyIzwB705bK4JG+KQe2KuW80UOqN5r7cw/KMdfmrQ+225OfOAA7YNO4GQbO47wv8AlTTaTFTiF/8Avk1stfW+eJcD6Gg31tj/AF+PwNFwOK1pXjliEiFcqcZFV7TAB2nGa1fEs0V1ewhH3BUI7+tUra2UnGSBSYCTxkBXBGe4BrLnwTwMYrXaP5G5PB4xWdMrb6QyleWMpMLIhxImR+HBqL7BIh+cflzXVXjRf8I/aruHmR8EEHgH3/KsVEzKqHoTVCHWmn4YSkBVxx71aZIolOwAMf1oupioCJ6VnMZd2QTmmBca3Eq5YVVeylQ7oX5FPS6nX765FWonEi5GDQBVhunD+XcKB74pb8+SqOsaFi3BA5qecQMAspAz0ycVseGWihaYyzR8AbC3UjmgCK1LvbRu8exyvORUoHbvW+bqBxzLHj60G5twQBJER7kZFAjAPBxzSjB5xj6jFb/2qAHJmjP4jij7TDj/AF0R/EUAc+0ZPJpAADjp/KuhE8AyfOjP4ig3FsT/AKyI+2RQBgAA80vBGRiugWSDn54/plaRXh6ZiyfTFAHH6rYCdDMi/vFHI/vCse309ZiXDbMH1r0ktFjAaEk9BxXEX02zWb2JFQfvMgL0/CgZTEcyLhgrMOh3daagmVtzAN+Ip08Mo5JP4VXA55z+dAFzMrctsUe5oBDHgmU+i9KhjCg/cB9zzVpSSMCTHsBQBIkbMPnAA/uir9mQsZAArPAI5JP4mpY7maGF2gIWUKdu4Ag/gaANEAscj+VKwAXPWtHQrxdRsQ00cJmjO18IAPqK0fJiAz5cZJ/2RRcRzXGeDzTtoyBnn3ro/KiA4hjz6bRmmtFFnJhjP/AaAOfOR0YUgHGcfnXReUhGfJjB/wB2lESYz5Uef92gDmzgY6Y7UEbvTFdGYo+rRIT/ALtIbeJl+aGPJ9qALhtoj/yxT/vmg20J/wCWKf8AfNc99rnA4nk/76NH2y4PSeT/AL6NIZ0H2SA/8sUHrxSC0tx/ywT8qwReXOP9dJ/31TvtlyP+W8n/AH1QBufZLfOfJX8qT7FbE58hfyrFN/c4H79/zo+3XWObh+fegDa+xW3/ADxWmmxtcEeSOfrWR9vuQOJ3/Ogajdj/AJbt+lAGwLC2xjyRij7BbZOIh+ZrI/tK7/57HP0FKNTu8Y87/wAdFAGp/Z9r/wA8v1NL/Z9qVx5X45NZX9p3f/PX/wAdFKdUuv8AnqP++RQBp/2fa4/1f6ml+wW2f9V+prL/ALUusf6z8doo/tW6A++v/fIoA0v7Otgc7GP40Np1sT/qz/30azjq10R95P8AvkUh1W6x99f++BQBpf2dbEfcP/fRpP7Pts/6s4/3qzv7Wuv76f8AfIo/tW667k/75FAGj/Z1sR9w/wDfVH9m22Bw3H+1Wf8A2tdY5KZ/3aX+17oAcof+A0AXv7Ntsf6tjn/apf7Ntv7rf99VQ/te5PaMf8BpDq9yBzs/75oA0Bptv1Acf8Cqtew2dpHuYOWPRd1QDV7nGMx/981kahcyXF5vkcHaRjjFADbtjIMqSP6VmyXjwtlohIB/F3FakhBB4Az6VRlUA9MihoFKwlvqsTtjBB9Kupcxy9GwaxbizP8ArIgVPUGmR35B8u6TOOj9xXPOjFnVTxMo6XOgyD0bNNZuOmaoJISmY381PQ9RTCJ3BMEoOOqMORWPsOzOj613Rbc5HSkhV/MG3gnj61mma76blH4Va0yWaDUI5ZSJdvY9K1hSad2Y1MQpKyNqwjWSZra7EkM45AyMMPatX+zIsjMkhx9Kx9QvnuPKk2Rq8TZBUHP0q6msTEAmGM8e4rpOQt/2XCP+Wkg/KmS6dAiM5kk4GeoqD+2ZSceRGPxJpst3NcxhWVY06nbnmgRS2N6ge3WmOhznAbHpVnZxkA/UmmjKDPA5qGMhypGcANVNjmddq/eOMVavXG0soCnvVO3kJcSlsKp/OgZvppMRAJlkH1xUN2llYR5lncv2QEE1Wm1y5ugYrONF9ZB2/GorWWGwk8yZUnuCfvOCxH0Haqu3sK1tyWDTrjVCDMGt7X3+81aqaRbxoEjd1VegAFQw6yZTgRxj6hhSvrBjbGyH8zzQkDZI2lRH/lrJ+Qqu2kwr1lf8hTzrD7v9THz7mo5NSmlyBFGuRjPPFO5JlTwHzXIb5QcD6UG3cRAgg/UVdjtweXc49qkkj+T5W/A1BRzFwjSSkAc59a67Thtsoh6CsAr8/wAw5z1rorI5tY/pVCZR1NmS5Ro22uF67c8VWN5IkZZ9je+3FXL54YrrM/IKgAVSuL21dAigDFTfUaWhH/azg/6tSPxFb9raw3FrHMZXQuudpxxXJSzRBTtHNb1rqE6W0SJAjbVAzk81aEynrkEcOoxpG5b5AeaqIJACRkjPTOKm1CZri93yIFIAGBTowFTO7H1pMaIN5IIwevWs+cEvzWvPbuIA+5djdSGFZ0yHd1NJDZ0dppcc2nw+ZITvQZXaMVj6raWlhew28DEtt3MOy+lbNpqgjtYo/IB2KBncea469u3uNVlnbhmcnb7elX0INEoGYHHYUhhAPNMScYU+2Kesokbg0DAoB2yKiMe1t8bBT6VK2c5BoBxyyZHqKAEjZZgY5UG7up71saJpcDWshjOw78HC5NZOVbBVQcdOcVsaTfi2ikVoSckHlgKANH+ylP8Ay25/3aQaRj/ltj6LSDV1J/49/wDx/wD+tThqy/8APA/990CF/she02P+A0n9kgdZ/wDx2po9UjZebdv++qf/AGjEesDf99UhlX+yRj/XYH0pP7IbP+tXH0q2dRixjyH/AO+hTDqKA/6h/wDvoUCIf7IPTzV/75o/spsf61V/4DU/9op/zwf/AL6FN/tKP/njJ/30KYyA6TITgSr+RrD8RaFJbRHU4HVjHgSKB1HTNdIdSix/qZP++hSNfQyRtG8EjKw2lSQQRQI4y1mW4i65IpJbUNkqcVWvNNuLTVfJsvM2yHMR9R6H6VLO9xp0gjvFzuGQ6dDQMaIZU4KMfpUgBTG4Kn1OTVc3zyH918i+pp8dx82Ccn3NIC1uwvTP1qCZmxncST19qcSxH1pXjzFl3C4HAP8AF9KLgW/DyPPcvDGByueT6V0B0y67lD9GrN8N3ltHPMPKMaqgA4y2c8k10A1C2P8AG6/VaSdwZR/s65zxtP8AwKkOmXOc4X/vqr/261H/AC2b8FNL/aFrjmRv++DVCM06ZddSAP8AgdBsLvHX6/PWgdQtD/y2bj1U0h1G1A/1rf8AfBoAzxYXY5HP0ekNjd/3T9N/NaB1G0I/1rD/AIAaT+0LT/nt+aGgDK4A4oz7YpmRnpRu5oAeSfzo3YxTN1G5c9aAH7u9Bam5GOPzpC3Pf3oAk3fiKAxHB+tNDc0e+etACg57UvB+tNwAKUn5s5NAC5z75oyDz6U3PzUmaAHZ2/SgnjgUmccfpQcg+4oAXPY9aM0hPOaMigAzRk8nFA65446UbyUK4GevAoAXPFJnnmmlj6UoagY4nvSZP1pueOtJnnkmgQrMAVDHljgYFRNDmRmcZBxin+aUyQcUv2pTgOp+q0gIpkKrnPTtVSRgOTxV2QxSn5GLeobg1Xngjc/IcEdQaAsVDJ35PtUU0CSLlhipWgWNl3McnnFTLCj8YZD1y1IZnfZJrfDRknPpUv2hkG6ZcY/jXgir7QSr80QDfjUMytJGUmhPPHHWk1cak0MWaGcDcwz/AHh3+tTBDG6uozz+lZIsjEW3EgD04NSw3k1u2wqzx+45pWaKumasswaQqGUDsO9WAGIwM8c1QWZXQGB1hY/3l4P41aCttHzBj3IPWmn3E12JkcIuSfzqeOcH7wz6ZPFUC5BKsXHuFLA/WrHnW0ahmmZcf3l60mwSJpjH97eSQeBu4pjTbRgntk1nz6xArFYsMT6gVUuLgSDMtypJ/hToPqe9Idi1eXkczBEBcqOQvSqsVxHI6iUM47RJ0/GmIFuI/KRSIs5JHG6p3C2luzBQp6CnYV+xYlu1jAiiABHYdqqG7Rcqu5m7hf6mqyhnJRc+rEcnFO/s+7mwsaCKP1JxVCJVv8H7gGf9vmnG7bq24L78irKeH7ZosyXZV8f3c/1rMltLuwmChxPEehAxx+NAGrZ3aA7JD8p6H0rZhgHU4/OuS34wR9xv0rV0zUSkXlOCzr90+1K4WN8qAMdqrzOgGDwaqtdyFfukDPaoXnXPzFvypXQ1FsbJuB+ZQQe4rcsx/o6D0Fc7Lcor4wxz9K6a2H7iP6VSdxNNbnPeKJFjeJsnccg/lXPfaRmur1vTY9SnVXmMWzphc5rOHhOMjP24490/+vU6DMIyb+AevFb9tbIQqeZhdvU8mmr4XWNwwvc4/wBmtKztY4LgCWRX46HgZ/rTvZAldmeI1jnZIzlVOM1NLbRPA8kgO5VPQ1sfY7VjnyV+q8UxtPhf5N7ordgf61POiuRnOi0V7gQs7NCiCRR05NEgVGCKDgV0MmlQIAyHbgYOCMmo/sNpncYS5/2nP9KXOh+zaMnfqO8JDPbMMcAx9PxxWVqFlcxXDPJHuyeSgrcvHjguEEMaxtjoCaoNPIkp8wHg9auOqJno7FdF3Rr68VKqCNc55qY3KOCWClvfrTQY5F/1UZPbmqIEHI60obb3prGNf+WGPcE01pIwOIwfzpgPLR5yWxUtncRGYqm6UY+YjHH0qk0+MFUUfhU1nKwV3Euwk9lHP50gNUSxgcRzD/gAP9aX7RF38wf9sjVNbqToZY2x/ej/AMKd9rcDhYW+hIoHoXo7iAH/AFpH1Rh/Sp1uIO08f4nFZiXhHBjz/uyD+oqVLxc5/er+Cn+tGoaGluUITvjIAzw4NV4byOcPsViUXcVA+bH0qGW4WOLzGdCOmGjIrN32rGRkCK7jB2N938KBOxrtqMKn5t4/ClF9bk/fI+oNc99nJJ23L/kDU0cDBcCUtIehPAFAG6Lu3P8Ay1X8aes0TttV1JPpWE1pciDdHIHfONvPNPsor8XUZmQKqnk5oA3cD0GayfEdqZrASICTC2SPY9a1QeOaBz16GgDibUROQpyW7Dpmp8BTgYHsoyan1jTxDfbolEccnKjoM9xTI4QqD50Hrzmk3YZPCCR0C+55P+FStHxxks3GTyaZC0a8ZLfoKsGTMbBeMDOBUXANJUQ3rKxyzjoOcd+a2SVzkg/lXPWkpXUoiehbH510eeaqIho20o2+tH4UhHPtVABVD1waa6KV4x7U4gdBSYHrQIrOjU0qcDkCrTDjrUEg2jOKYEXH+TTgeKZgE4JApetMBQTng0Z5zQDk46U7aKQDR1xmlpxG0ckUmeKAEyPSjdR26UlADt3cGgtn3pv0pO/AoAkU5OD09aUkfWo84HP6UufSgB+RRuxTAevYUZz0FADjntSk8nH6U2gdeelADs8ZFJnBpM/L60me2KAFJGKM0hJBpDQMXPFISRSZxSEk/SgBrgnoRVaVZAflYEVYIJprAY659sUAZU5nHIBGD2qH7fdRdW3AdmGa2GGetRPGrcFc/hSAorrQ/wCW0Gf90/41bi1m1cBTKY/Z14pr2MJ5KLz6VC+m2zdFINIDQjuYv4bmNxjsc1ajvFWPd5mR6Vz7aRFn5WZaY2mOnAnk/DNAG8buEsd8C/71Vp9RtUGA0QPovJrI+wBfvhm92bIqxFCI9uxFX6LQA8XMkhIhibHqwwKtR23yZIIPcrkU6EEgkgA9qvQsyJxgnoQeBRYaM+a3dF6yZPIy+M1nTwM/3lYfVya3ZsORwpA64qvJGTuIGM9sUWQXZixadE7/ADFz/uj+tXILC1jfHlFyD94nIqz5IAztOfY1IFbaMnafYUxDgAnCAAfSq18m5Y19yTVtehJ5/Sq8mZbgJjKp296AEtt0akRqRnk+9WRDOwDMFjU9C5xn8KlR4rKHz5PvEgIp6E1UmtpdSEiuxMhyQoPAPtUj3LKQvJ8qXMJb0yaqzJLGMyIyg96r6Noc8dy8l3AwVV+UHua0ZVuoWESxyyRHghl3Y/H0pcy7lckuxnyFJE2uArEcOv8AF7H396gtZ2huY3x061cubOZSyxxMUIyMdR7VS+x3m8H7PIR3+WjmXcOWXY2orqNuq59Se1NlmichSqjuW7iqEdnedRBJn6U8WF9jP2abHrildBytdAnSDehSXqwwCK7CLCwrnHSuLWxuzfQ+ZbyKm4ZJXoM12C7W4adMfUU7pA4tmVqs6wSoxyS2cAVAuoKY9qhg3qRwKta7p8l20JtXibYCDmQA1mLpN+n8CH6Sr/jS0CzLQnd1GHU/Xiq9zqi2sw3wrJntmgWN6vHk/k4/xrLvtN1BpyfsspXttGaNAsyW+1CSfDWcT27Zz8jdfyqzpM97N563MruRF8gb1pdLiurZAJLKQ++MGtAFmnOYZI8RHllxWdSaUXY2owbmrli+WGKwkeBVSdUyhQc59K5mK9vkm3Xr3Lqei7tua1xeO+UkwEA5IHNUb+aF4sRxSFh0JFRQldamuKp8rVitLMsqyXEcEirjg+/1qVrl5dryE7sDk9/x/wAazoBcxQOQWjDcY7mtkWy+XGyyjJXo3UV03OIrb4wc4UH1H/1s1NuDL9yI/if/AK1TC3+XaY439+DSizj/AOeTL9CaOYRV2Rk/dQfRaa4TbkZP4AVeNsNuAZcfWoJLc9/MP1NPmAzpAufujPu1W7OPzYSTgc9BUbWzEn5WAx1JrQgj8uJV4z396adwIjbgnrR9m96s4I6UYc8DBqhFZrYkcNg/ShLZgMbzVtUcnoT7AUoUlScHjtigCu1kkybHGffNRf2LF1Uup/3qu5I5xx9akV2B+YUgM9dJZDxPKD9RRJps7cC4YL9BWsjK31qTaM0rDMiCzvIm3LdEHHBxg1oWpvFylxcmZT1yKsYpcUAGCAc0vTg9aTHvijac9aAKOtRCXTmYg7oyGH8jXPRkHjgGuveNZI2R8FWGDmuPlja3uJIz1jYg0mCJ4yBznHtVuJuQfzrPQ8Z9KuQOCcGs2MjfMc6HurYrpg2QGHOea527XBDDvg1uWTCSyiY/3cH8KqIicnmgnijvxRgfjVgIW6U1nAHPFKRVWUkt14pgOefj5R+dRecz54Ix0prcnNJwaYh+Rg9/ejNR7sADFKrCgCQYJx3pQATUW4Y7Y9qA3oaAJdvPOaTIB60xmJpQRgY7j0oAUP3NLvPUAVHux1PFDuy9FyueDSAkLk4yKQHB4PWmqxK9OtGQfpQArHYAxUkfSlG4nCoxBpA4XuPajqdxGB7cUABk2AZUqO5pQwIyDx6ioyIlOGOM9ATxTuF78UAOVueuaUHJ4pOAuePagOehxk+3NADslugpARRuJHTnoKQcj3oGOzxSZwKNpPApDkdvzoACe4xSZ4yaXg9x+dNJHbFAB29KjwzdBUnbp+tMKgnI/WgQwsyn7oOKTfuzhcH6cVI2wfhTMZzj+dIY47iM9TTQcHJ5NLtAU4yaRl2jPegAwe/H4UoBHIGR9KYSMdCaVT8nzZxQA4ZPOKdtBHAxTN2RgLj3puTuwCaAJQMdKeXfpuJqIs27GfwqVFZwSNw9KAELnvTS/r0pJA4OQdw78YxTcMVycY9KAFYq3TAFIW6ZbOKYWKk5H61GZsZ+WgCZGGcc/U0mn53XUg5ODj25qFbhc42kYFLYyKLmWPOA+cUmA/VrCW8EaRDhR6d6dotneWVzsuSPLZTsGcnNWvNO0HJynJ5xVS11QXuqpFGpVVRufU1nU+Fm1Fe+jfdDGoBKnPpTByeKrM1w/M0ocKMKFTH4mnxy7MY71wSSaXLsenByTaluWMEA+tNHWl3jOM5NHGaxZ
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" alt="Как тестируют качество дорожного покрытия" title="Как тестируют качество дорожного покрытия" /></p>
<p>Современные технологии позволяют существенно повысить эффективность оценки износа и функциональных характеристик асфальта на автодорогах. Основным инструментом являются мобильные лаборатории, оснащённые сенсорами и высокоточным оборудованием, предназначенным для сбора данных в реальном времени. Этот подход позволяет анализировать текстуру поверхности, толщину слоёв и ровность с высокой степенью точности.</p>
<p><strong>Дефлектометрия</strong> – ключевой метод оценки несущей способности асфальта, который заключается в измерении отклонения покрытия под воздействием стандартизированного груза. Результаты таких измерений помогают определить места, требующие срочного вмешательства или планового ремонта для предотвращения аварийных ситуаций на дороге.</p>
<p><em>Фрикционные тесты</em> проводят для оценки сцепления шин с поверхностью, что критически важно для безопасности движения. Специализированные устройства, как, например, прибор для измерения коэффициента сцепления, применяются на различных участках дороги, чтобы удостовериться в соответствии с необходимыми стандартами. Снижение коэффициента может указывать на износ покрытия или на недостаточное качество используемых материалов.</p>
<p>Интеграция полученных данных в систему управления дорожным хозяйством позволяет оптимизировать процессы планирования и расчета бюджета на содержание и ремонт дорог. Такой подход ведет к более рациональному использованию ресурсов и повышению безопасности дорожного движения.</p>
<h2>Применение визуального осмотра для идентификации поверхностных дефектов</h2>
<p>В процессе осмотра специалист оценивает следующие параметры:</p>
<table>
<tr>
<th>Тип дефекта</th>
<th>Описание</th>
<th>Возможные причины</th>
</tr>
<tr>
<td>Трещины</td>
<td>Линейные повреждения различной длины и ширины на поверхности.</td>
<td>Изменения температуры, перегрузка транспортных средств, недостаточное качество материалов.</td>
</tr>
<tr>
<td>Колеи</td>
<td>Вдавленные следы от колес на проезжей части.</td>
<td>Длительное воздействие транспорта, слабая конструкция основания.</td>
</tr>
<tr>
<td>Выбоины</td>
<td>Ямы и углубления на поверхности, вызванные ударными нагрузками.</td>
<td>Воздействие мороза и таяния, некачественный ремонт.</td>
</tr>
<tr>
<td>Износ</td>
<td>Потеря шероховатости и скольжение поверхности.</td>
<td>Длительное использование, недостаточный уход.</td>
</tr>
</table>
<p>Для подробного анализа рекомендуется использовать гидрометрические тесты, которые могут проводиться после предварительного осмотра для оценки глубины дефекта и степени его влияния на безопасность дорожного движения. Эффективное обнаружение и ранняя диагностика любых повреждений с помощью визуальной инспекции позволяет своевременно планировать ремонтные работы, минимизируя риски возникновения аварийных ситуаций и увеличивая продолжительность эксплуатации асфальтобетонного слоя.</p>
<h2>Использование дефлектометров для анализа несущей способности покрытия</h2>
<p>Для оценки несущей способности асфальтобетонных и бетонных путевых одежд используют дефлектометры. Этот метод позволяет предоставить точные данные о способности материала сопротивляться деформациям под воздействием транспортных средств. Дефлектометрия активно применяется при планировании ремонтных работ, определении необходимости усиления конструкции асфальта и продлении срока его эксплуатации.</p>
<p><strong>Принцип работы дефлектометра</strong> заключается в измерении прогиба покрытия под действием статической или динамической нагрузки. Оборудование фиксирует малейшие изменения в структуре покрытия, что позволяет выявить потенциально слабые места и предотвратить серьезные повреждения дороги в будущем.</p>
<p>Применение этой технологии обеспечивает высокую точность результатов. <strong>Типичный дефлектометр</strong> оценивает толщину слоев, структурное состояние и оставшуюся эксплуатационную прочность. Для получения наиболее достоверных данных рекомендуется проводить измерения в различное время суток и при различных температурных условиях.</p>
<p><strong>Выбор модели дефлектометра</strong> должен базироваться на специфике задач, которые будут перед аппаратом. Существуют модели, предназначенные как для малогабаритных, так и для крупногабаритных исследований. Профессионалы должны учитывать такие параметры, как область диагностики, доступность зоны для тестирования и требуемая точность результатов.</p>
<p>Использование дефлектометров существенно повышает эффективность плановых диагностик и обследований, минимизирует шанс аварийных ситуаций на дорогах, а также способствует рациональному использованию средств на ремонт и обновление дорожной инфраструктуры.</p>
<h2>Методы лабораторного тестирования образцов асфальта на прочность и устойчивость</h2>
<p><strong>Испытание на растяжение при отрицательных температурах</strong> также важно, особенно для регионов с холодным климатом. Это проверка эластичности материала, который должен оставаться гибким даже при морозе.</p>
<p><em>Процедура кольцевого сдвига</em> позволяет определить сопротивление материала к деформации под воздействием нагрузок, схожих с теми, что испытывают покрытия под воздействием движущихся автомобилей. Это один из наиболее информативных методов, позволяющих предсказать срок службы материала при его реальной эксплуатации.</p>
<p>Для оценки устойчивости асфальта к пластическим деформациям применяют испытание по методу <strong>Вилсона</strong>. Оно заключается в измерении глубины колеи, образованной под действием стандартизированного колеса, проезжающего по поверхности образца фиксированное число раз. Оценка устойчивости асфальта к растрескиванию выполняется через анализ его поведения в условиях циклических температурных изменений.</p>
<p>Помимо вышеупомянутых, применяются и другие методы, такие как определение текучести асфальтной смеси под нагрузкой, резистивность асфальта к воздействию воды и масел, а также её способность восстанавливать исходную форму после деформаций.</p>
<p>Все эти методы составляют комплексную программу лабораторных испытаний, которые направлены на определение различных показателей надёжности асфальтобетонных смесей для гарантирования долговечности и безопасности дорожного полотна.</p>
<h2>Применение скребков и профилографов для измерения шероховатости и ровности дорожного полотна</h2>
<p>Для анализа состояния асфальтобетонных и бетонных дорог используют скребки и профилографы. Эти инструменты позволяют оценить неровности и иные дефекты на различных участках дорог с высокой степенью точности.</p>
<ul>
<li><strong>Скребки</strong> предназначены для ручного измерения ровности поверхности. Работник перемещает устройство вдоль заданного участка, а специальный механизм записывает высоту неровностей. Это дает представление о микротекстуре материала.</li>
<li><strong>Профилографы</strong> автоматизируют процесс измерения, позволяя провести более обширные исследования за короткое время. Данные устройства могут быть прикреплены к транспортному средству, эффективно собирая информацию о макротекстуре дорожной поверхности при движении.</li>
</ul>
<p>Оба типа оборудования помогают инженерам получить детальное представление о состоянии дорожной одежды без значительного вмешательства в транспортное движение. Результаты, полученные с помощью скребков и профилографов, используются для планирования ремонтных работ, оценки необходимости замены дорожного покрытия и поддержания безопасности на дорогах.</p>
<p>Оперативное выявление и устранение проблем, связанных с неровностями и шероховатостями, снижает риск дорожно-транспортных происшествий, продлевает срок службы дорожных покрытий и сокращает затраты на содержание дорожной инфраструктуры.</p>
<ul>
<li>Использование профилографов рекомендуется для регулярного мониторинга крупных транспортных артерий, где требуется поддержание высоких стандартов безопасности и комфорта движения.</li>
<li>Скребки идеальны для мелких проверок или когда нет возможности использовать тяжелое или специализированное оборудование.</li>
</ul>
<h2>Анализ данных с датчиков на транспортных средствах для оценки воздействия эксплуатации на дорожное покрытие</h2>
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<p>Современные транспортные средства оборудованы различными датчиками, которые посылают данные о состоянии транспорта и его взаимодействии с дорожным полотном. Эти данные используют для анализа, как транспорт влияет на износ асфальта. Сенсоры, отслеживающие давление в шинах, а также акселерометры, предоставляют информацию о нагрузках, которым подвергается покрытие во время движения автомобиля. Это позволяет специалистам более точно определять места наибольшего износа и планировать ремонтные работы.</p>
<p>Анализ данных с акселерометров помогает выявить участки дорог с повышенными колебательными нагрузками, что может указывать на необходимость укрепления основания этих участков. Датчики скорости и давления в шинах используют для расчета оптимальных параметров скоростного режима, чтобы минимизировать деградацию полотна из-за чрезмерно быстрой или агрессивной езды.</p>
<p>Программное обеспечение для анализа данных с датчиков обрабатывает информацию о времени и условиях поездок, анализируя накопленные данные о частоте движений, типах транспортных стредствах и их характеристиках. Эта информация позволяет спрогнозировать будущие ухудшения характеристик дорожного полотна и оптимально распределить ресурсы на его обслуживание и ремонт.</p>
<p>Применение машинного обучения для интерпретации полученных данных дает возможность не только выявлять текущие проблемы, но и предсказывать их возникновение в будущем, исходя из сбора и анализа обширных данных о взаимодействии транспортных средств с дорожным полотном. Это способствует более разумному и заблаговременному планированию технического обслуживания дорог, учитывая реальные условия их эксплуатации.</p>
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			</item>
		<item>
		<title>Как правильно укладывать асфальт во дворах</title>
		<link>https://aktaustroi.kz/kak-pravilno-ukladivat-asfalt-vo-dvorax/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:26:51 +0000</pubDate>
				<category><![CDATA[Дорожные покрытия]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-pravilno-ukladivat-asfalt-vo-dvorax/</guid>

					<description><![CDATA[Первый шаг в процессе обустройства проезжей части включает в себя детальную подготовку основания. Основание должно быть уплотнено и выровнено для обеспечения равномерного распределения нагрузки на готовое покрытие. Чрезвычайно важно избегать использования материалов с высоким содержанием глины, так как они могут способствовать сдвигу и деформации покрытия под воздействием нагрузок и изменений погоды. Для предотвращения образования колеи[...]]]></description>
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
VejgJDNnnkLz7jr7VQ1ECO4aPJwO+etJNMGVTTCOKd1pp4qhGhaHyov3bcEq0m7AwPSr26EN/x8A/RFyaxrZyJlwcc9cZrTDEMfnkBJ/uf/AFqloCSXoxJx8hx78VZUiQDc3ysoyeMH1qo7fN/wE9s1NC6ssakqSFHG32qWWY93bmO4YBSqc43Y6VBnAweOKv32xrwlSP8AaxnmqEifMcdKpEjOc9afknvTAOTTkYBhuBwTzjrTEXLaESMMMQx54B/nWqN8aEghCe6k5NRRW0ccKeWpDc7vn655H+FTLGPL+Zdp65zmpbuMjZi0jO3XGSRxzVpFwgJBPHrVXGX2g4yAK0lhiMKSGZgWyEYgbSf5/nUt2KGRRsx2hee/zUkm1ANy5JGRz1FIGPdvrxTwCx6jjvjpn3qGDIFuZ1QPGox0HfB9ajlvQ22N3Lt1+cDcD9fSnTxSQbijhlyOOv4/WmwwGeTJPJz0GWx6A96XKnqyRsFysSO0qu2MJuA4Qn19qtx3CySQwpKCocxkICNw7Y9utQmBFhkjjlGT8jdjJ6D8/wAaqwTtb/6tCJPLyc9iD+tJxUho1fJVSsYG5Yl2tls5HX6VlX9/LFdj7G0kJjBViWyWPv6il/tRHs3iniMkwYbSPlGO/I57msvpxVU6dtZANYksSQBn0pwzkDOaC24/Mam2ojYBx0rcRLEpIGNtdDoqYilLKM5HOPasGHGR8/Wt3SDKY5NhQruGSc56dqynsXHc06UcU3mmSSiMAkdaxNTYpaSlrqMgooooAKKKKACiiigBD0qrH8uozA9GjVvyJFWj0qpJxqkX+3Ew/IikwLdNk+42PSnUh6UnsBhanK6W8ZZGwZVGcdKyLohtUuFKSMFJYM33UPXg+/pW3qlwq2MpccdPxzxWBrErJeMqW6O0qKSxJ5yOnWuGG50T+ArXdrLNcxSZ3r+fHfmn7Xj2ttZ5DyU3kED2H4VE10FG1FaNlAOwHgE9j3P4U+2iwxNxNtAHRTj/APXWuttTmJY7ne0he2VJuPlfLFjRMIJZhHII9wU5bAG0/X3pbiC82M8NwuwDIOOQP8ah0+PzrlVkUPIeMk8L7j61Nla6AsW0UQLSRIVTbtRuQX9/pU9wVjBk2M+9CpAA2/rTpfOQI8EaFVG05AJGD/niol1SJmKHhx1XsO3T0qFdu4HLzMrERrn5TgFuPzrRjV4Lg3YQGDGXJ4yM9Qe9aRs7PUZXM8OJAfmaJipJ9SOlY3kIZ1s5ZJljV/k3xhT75rqU1LQRv2oSYxyRJlCSecDaf8a5+8mR55dhLYY/M3U1u2JmbMRYqVkwAMZUfT3rnLtnlvp5HULukJI6d6Ka1ETxOhX7oqZSv9wVQEip90YqTz22/Kc1tyDuX1K9lFPBH90VQFxIWxhdvc1GG+b777h07YqbDujVDD+6KcH9hWKZJHY5Zj261PHczhAAgIAxyKOULmqH9hUsQ3fM2Nuccdax/tVwB9xPyp8d3MXTIXrzgUJA2jWLbJWX34pS+ASelNSx1C9RJ7OJSDwd5A+hx6VUvEv7Z/KmjQ5UHcgyCD70nFjTNODJ06Inr5hP55rodDbNhj0c1y0Uty2jbo490yyglQueOea1NKnvI7ImSVLclzlHj5H5mk07jT0OmzRmsFrtznfqDn/cAH8hURmiY5d7qX6yEf1FPUDoh/rPwp1c5bzx28pkht9rkYLM+eKtf2jM3fH0qloBs5oyB3rEN5K3Vj+dMadm6n9aLgbhljXq6j8aja7hH8YrE80+tIXJ7UCNk30I6Emo21BOwrJMgHUqPxqN7mIf8tF/CgBTH/xMJrpn3GTopGAv61IJWXoVH0Wqj3sa+p/CoGv/AEQfnRYdzQaVzj5246Y4qKa5EUTPJIdqjJGeTWeb9z93A/Cq89xJKjBmB9iKHG4mxiauZbny9mFPcfSpdTjjltUnD/dGNw/i/wDr1z4A8zDHAyRVnzDLFsztVRwoJINLks1YhkbMSmKYWIbIz1pxyAKeVQpwG8zPPpWgiDJJ5p45HJpwjYHoKd5Z/wD1UAM3YPen8A8ZxQYmJ4FGO3p60AGO/SkLcYNJkjPHWmj72e9AC5zmhkyoIKk+m7mkOPwFNVirA7QcdjyD7UAWtPgeW4lg4jLxMAX7HitqNGW3Cvwdm3jvWdp8gAQhnODkE87c8EZ/z0rTeaJCHVsptAHfnPWsJt3C4+KLAPUqCB+dZmsAGSPA7Z6Vbe4VYtw+7tyBnuR/+v8AKqdzie4DLnOOg+lEL3uFzP6CmsM1c8naSqgEkcsT92q2CTgDvjNbgS2sKswZ2TAPRmwavBlyACc+0nFNtoPKjJJXceoINOwjNjEf40mNaDmOH/4Ce+KmB2wrlWIwOdwqJuG9eOPap4wvkpmP+EdO/FQykUr6KVZwzZKN3bt7VnyDDdQc85HetPU4QVSVQysOCMVltwcDpVIljSPQVLAYo5leaPzUHVc4pg5OMYxU+bZYADHubdgtkg9KbEa5vre+Jby1UoAoYkAsSPT8KURlAWZAuBjG7OKzLKFnkyiK4HHI/wA81dCsFAeJEK9x1+lRy22GhyndNg7sYHStCIRyIFFw2RyQEGB/9eqafKqttJLHqPQVYecyAblYFf7oxn8PWold7FD2BRypZuP7y4NKCem/j6Ypq54MjE+27pUwkjaJtqlWUZzU3Aq380zRBUwF6Zz1PbjtVCOV4Qux2DoR1GCK0J9kq7HOc8+mKju7XbYbIwGRRkEsd3/6qpNLQRSaQxXciZK+W+9O+P8APFaP2yfy7m4ZTKBGGfPIDHgc+lZ8ixtPG0gcho1yVIye39K17G4/eTRSsHJwmG+8QAecetKptohmVZ6Rc30BlhaMDoAxOagu7E26qxk8xTzlYyMc4Oc8Zz2qT7SWWaJGDpHEdki5GTkYOPbJpbXU0t41RolclsuzMTnPUn3/AMKv3txE1vqESLsa3Up12hFx7Z46+9Xjf2XkRiWFMSEh0jAyuOh+tY9xLFNIzBZA5bO5z1H0A61Zt7iKNGEsMUq7sBCvzcjk561LitwQxeGJUgjPHHUVuaO2IHBK5LdB9KxpFiExEEfyDockg+/NbWkRL9nMpRQ5JGe9E9i47l/I9ahuSDtFTYBpQMGsTQ1KWkpa6zIKKKKACiiigAooooASql2MXdm/+2y/mp/wq3VTUOI4Xz9yZD+uP60mBbFBooNAGXqEsa204kA2BDmuW1iOaSWymidExECWLAH5T6GuxuPKy6Mowww2e9cbrUBuLSwaFPMI3rx1IH/1q4o6TN94GfLI0d2ssjwtISG+TkYxxx/9epftFpMV3wMrrzmNtufXHrVOKwZ32liq4yGKEjPof8a0FSe3RVksYpUxgPCep7HpxW8rGFmWIWZ5WW22qUGACNuSe1LLAlyqqXVJYztIQde+fpxVe4iuLq6UeTJsQZDcndTodOnP+kTRPIoBYqFOR/jUcj3J5kXbdI0jMW87m5Jbo3/16j/s8K+4HBHAIHLE+/emxIt3GzwlleLCjd6dsj1p95ItpGpZdzZ+ZFYjPvis9U7AT2trHChILByfvE8g9qzNR025+0PKsm89U2g59zgcfyqdLp5VDSWcoAPy7mP5e9XoZ/ORFVyVycnHPHYf40ryg7gR2sK29ttMkhdx8z4+fPf8aYmj2TgsVk5P8bHJq+hUlgpPyHbnGKU8H6+tPnYFEaRZKf8AVZ+rGnjS7JcEQLVwAnuMUu0gcc0c8u4iqNPsz/ywQ/hTxp9oowLZPxFWAreuKdjFHMx2KwsbYcC3jx/u05bK3XlYEH4VPwepJppYg9eewo5mBG1rbd4lP1FHkQAcQoPcACplilxvdRHHn70pwKZLdWcR+UG4b6bV/wDr1ajNjsSxeZhFhL5UYAXsKbcQwFw988bOBwMbmH+FU5dQnkUqrCJD/DGMVWFbRpvqw2Lz3iLxawrGB/E3Lf4CoC5dt0hLt6nmoRTwR0zWlrDJQ3sKUetQ4XqXP/fVJiA9XJ/4EaLDuWQaXeo7gfjVXdbDg7f1pfMtwQAF/KiwrlgzIOrD86YbiIH/AFgqIzQAcY/BaTz4uyMfotOwEpmiYfffHtmoWw3KtMfqKeLjjAjk/Kjz5T0gemIrMCT91j+Bpjb1ONpH1WrhmmI/1R/E1E88uMfKv1OaYioz47ZqIyMTwMVO7M5+ZgfwqBh6FaAGPJ2JP4VEZASF9e9Dj/aqBgQ6nI6560AQSoVlIwf8aWLuDWpNpMpkZzkgn+HnFRjS5i2BDJx6ip5kIosuQNo6VMi/KM9avLpN1wBC36VINIuyM+Q+PbFLnXckoBR35pwCj2qxJYyxnDxMpHqKaIPz+tO6EQMR2qFypYc81eNuCvNN+yp2AFO47lFgpX3qI8H6VqG1THSo2tFJ6D86LjuZpYZ+71pAcsAqE+3rWgbUegpBBg5FFwuRwHauUY8EE9jUktwQrRr937pI6HrUqwqjNt7qRj3qFosIFH8A5P8AWo3EJuJIyTwf1qaJjgHtUars2sW+Y5PTIH+FSxZC7jyDwT2pgBTcg2jIY4PtUTxSBnYc7m4AParSMpU4HWkAQoAuOCaAK6rIoYhiFBIHPWnOzowIZwM8ZNSYUAjKkZyaXthu3Q07gNd2I3ZAP0pIpHUHLnaPYZoJ+9+gprA7doyTjORSHcWS7eRGRtu04OPSqbqN3ynPqakZD2FN2GqAZwOhzUkJAlXOMe4zxTfKb2pQrjoaYy/58CDaqoB7bhU1vcQtIDsDHHI3HpWXhhRtNIDadtrIQcKAVyfXP+BFSIxwDkfjWM4IVCCcMM4zVqx8yQvh1baMmORmw35VDVlcdzchhaaEDKbgCQB1/H1p/kfuc7SHHQjke4yOlZF1dGGdPssgVSu5WOD83cZ9PrTjeXUEsc88kRL4ICn5m/D+dY8st7jLksToNmzDBhxmkjYwO3zqeAwVxjBGMjPp/wDqqC4u0CvcJ+8TeANwwxPfPaoJL2CdNxiIkjGcMcjnv+FWo3Ajv5/PfzvK8k7eADnPOe31pjnymQpNvlAYmQZyc9/zpQ8dxKcjcxIywON34flT7y0K2xnUqiqAFUEkjkgjpV7aAUh8kQ2tgtkH6elWWJe2BaSBVRQpfZnk9BkDiqCAuwAOAe5qxH+6DpJ84OPlJ4bFNiCONiRtBbvn1qRodsjlgOvrTkf5Rtd+DnBoV2eQgkHB79aARNEinof1roNLDragbRsySGzyaxYVbI+UH8a37AYso+Mdf51lNlxJ6QyKpwxwTyKdVaf/AF6+y/1rI0N2lpKWusyCiiigAooooAKKKKAEqrqYzYTew3fkc1aqK5TzLeVP7yEfpSAkVgwyKWoLFt1nC3qg/lU9JbAVLopErylQxC5we9c7PceVYGW3VY4kk2Knc575/pWzrNrNcKgiI2jqM4rCv4Xj0e5j6SwSoSF9Ox/WsHpJ2Nmo8id9Sq87yHKSR43Y3Dhf88ioP7QEPmGTzY5AcJ2z61VkILR5yzOM8kbR+HtVSR2bcJTvBONwJ/AjNUokutNrlb0LzalMzssd0cHhSy4IqaGa+jlLPLjPCktgA1jyKqNwfunHByDUqXVxbxKkbMEJ3bHGQc9fwrR36GHLHsdMZjNFmTY1ynO9RjfgdGHfjODVQXUisEaNGA5G4n9PSqWlzKWYAZCYkAPQMD0/LNaVxdeTcOsSuFHTZ6dj9KxmurGrLRAWkugY5ZTCPUcZ+hNIBLbRbgS+D1B659B6VMgZ0ZAkYB5zuOBTDcGSBhHhtq7uFx8v19etY+Qy7pyvNbkllQg8jNWfJcn5QCOoOaoaWw+xKVbdubJGO+eatPLP5axr5kGGBLYySPQVVlcqyHm2nBGNvvzzTjbTY4QZ9jThNOW+Xa4PoORTzK1uN13LHF6KOWP4U1FPYdkRi1nxygz/AL1C2s7cBQo9SaZLrUeCIkz6FqoXN49wcSSMfQA8flWio3E0i6/2SEkz3BlYfwRf41DJqZU/6LCsX+0fmb86zzRmto04oQ+WWWdt0rs59WOaZilHWjNWITBpwFFLQACnBR6CgEd6UEUAG1SOVBpQq/3B+VKMU4Y7igBAAOgA/CnA/T8qOO1Lz60AGcUYB6mkx+NB4oAXH1pQB6U3djqaQyqBy6j8aAH4B/hqNoUZstEp9zQbiIf8tBTGvIh/ET+FMANvH/zyT9aRoFxxHGPfbmmm9i9G/KomvlHRSfqcUBdD2tlJ5K49kAqre2ypasyDn6CnfbXb7qL+eajuLid4HDDCkemKBXR1EjAwwvkANEp578VVe4RDgyRACqqWaz2NtI0p+aMYFN/syP7xc/zrkkopiZcW8gQ8zRA47Un9qQjPz/ktUzY24bKtIfVcgYqVbW3jHMYbPT5smlaIrsmOrQNwS5B/2aglvLOQYa3Yj14GalWGzfpBjv3JqRLeE9Ih9cUJxQamRM1uTiKNl/3nqJSAOMVuiOLcSIhgdwmBSi1i6rGpB9eMmr9okKxhE596jd0X73FbzQRkkeUnHYCoX02C4PzJg+q5FNVF1Cxg+dyAqsR60MHLlW+TjNbDaGhbC3D49CBUU2j3O8MksOFXAy2Din7SI7FGJFY4JPTdnNNTY0b5Iz3B7VbOmvEMGeEY/i39+9VJ4BHIdrByepB71SaYDVKK4Jyx7Y6A05337eOgzk9BUWxwMgYOc0/52j246mmIYGXOVwBnPJ601ZDtdlHelMQ2r8g46knrRhlUDHA6AdqYxDnJwQcjOacThc5J+tN2tjof8aNrnBAx7UCHswyP5U3fzmm+W5JwMfU07Y+c7qAGnoexI4qIuw7AipzFnqSaBEo7U7jIkbeeB0p+0gZxUgG3gDFKM0riItvPNLgdKkI5xtNN7jii4A4GxD3pqllzg4yMH6VK4win1JpmPWgdxm04zipYpWKiFmIUkYPp/wDWqI49aaQDx2pAOZG8thjofmHuKkihtzErLP8Avm4MbLj9aRslN4PLD5sdmHP6jn86YmN6NkAqwJ/xoKG2uW3EHGENPurmV4YYC5aOOMFUz0JzmnW6gXOzPHzZP4GopxzFx/yzFMZV3EjoPzpd54B6CpCPbmk289KdxEi3T4AIVgPanx3LK2SFPfBqHb70baLiNGPUYguDCd3seK6TS1iksoZ1j2s4JznnrXFha7DQ3k/su3VoCqBPlfcDu5PbtWVRaFwZoY9zSeWpbcRk+tOzQGBOBWJqalLSUtdZkFFJWLf6jdB7hbV4keE8Bx972oA26KrafLNNaI9wipKR8wU5H4VZoAKKKKAEoxS0UAU9Lz9giX+7lfyJFW6p6fws8Y/gmcfmc/1q5SQEU6hgMngVz2uQ7luI4uTPFjGf4hyP5GujmGVrF1CEm53RnLMm5R7rzWEny1Crc0WefneR1PPXmklKrIwWTcvrjFT6namDUJI4gRGx3pj+6ef/AK34VVMEuR8uM++a20M1qg3578+tXLMKiuZd+doYc4AUdf50lrpsk8hJwkajLO3AFa8djbwIFS3lnJ4y/wAo/LrSbQrmNHMltcLJGdxVs4b07j8q6CSOOVYi+RsyMg43AdP0xU0Nodp/cW4X0EQNTRQ5nMXlxyeYgdVHA44IH6VDlGSsmTdp3sMEYyFMxIPKkgEkf1FSrGrFWJyBxwMYFTmK2SJmlbyxHgMv3iufcdqi/tO3h+W3hz6O/b8KxVOVzWPcmhtHRF8kiKNe7fKKR7qytgw3mdh/DHwPzrLurqW5fMkhYenb8qr1vGkuo2zSl1edhtgCwp6IOfzqiSXJZiWJ70zmlrVJIQ7NFAoxTAXFKPY0gBpQKBBzThz70lLzQAo+tLjFJnmlBHpQAuPelAxSDB6CnfhQAo5pfxFIBTsCgABPrQSx7/pTgVGKUdaAITHI3/LZh9BTDb5+9LIfxqyRScd6YFYWkYPLvTvssWPvMfxqwAKTb1JNAEBgiBxgn15pPIj7xr+tTMUXqwH41E88Q6Nn6UAHkxj7sSfjSeWQBhIgf92mNdxqOFc/Woze/wB1FH+81AFnaSMEDPtxVW7RhAzbB25JzTWvHI42fgKgkmmkUr1U9QFpiOg0+W3Gj2glZQdmCCfelf7KFJYxbexBrHs5YXhjt5HMbL3I5/L/AArQTTonwUm8znlVU9P5iuWcLO4O49bq0h+7kkdlXrTTqNuGyICW9elSjRlDMWlJXPAA5H1pw0mHPzyS
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
PTrT1EDgFkeTcpCqj7WyeOfXOOnrTRF5KoYyjzD++xVo89c+/HQ+ooAkiRXmBecmNi2UZQ3B6np69Kj2uuzAYMrBMHHPJxweKbHIBO26ONkm5CqxCgHORzyP5ULGjkYdSJEBYMclWz0yfUjHPTrQBK6l2IQ7d+FMSn5d/cjnjr0qGWFoy6LhSxKdRyB1GBxg09iuB5koR/vc/d2jsff/ABpu5CY12AGR9wbjBx0A7dAKAEgDib7roy5BGdoGevHrn+WKbsJEdxFIUZWGVUkgv3AP0z9Pxp6Y2uwYbd/8SAkkjoT1wKSIs0kiSoiofmXnc3J5B/DrjmgCF4HIAkCMjNg/gO49cY+vFXjJIsYQAMqqQA/XPYfjgVWlREi83k5bgoTx7nHQ/wCFLvjVUILn7oXefu9TjPuaYFlWhJPJVkQEggAc9/bnFDxO0AP3VYqMqORx3/KonKuNlxIFLnOXIwecD6j8qYFMarAsDFEG92HKsR0IPTFICdWZkLElm4B46DHPXmhiqrGXUnncGOACPTnvUQljkXzNzEjBYcDOTj/61THY8yYb7i4GQGBAHc/56e9AAqlG8tgoXJZHHBA9Meop5B5VmwWUHlhz+P8AnrULuqyRZyMHHzZ4Hoe5zU6Nk52qqj5cYzlR2+vTnvQAM67mTaEAwh+XIz6/0poHOQdpZg2Mc59hTyM/PH8+FDEIclcepP8AI0qMyL97y2DMpO3P09xQAv3WLP8AKo/iHXj/ACBSYyyjdwwxwOAfr1yf8KCd8KEqGflsDnIHH+RR/HwSwDY9D7UAB4J6jgeWehx0OP8ACkcZLs0Yc42sMY3ZBFKgXcFZwu1ihGOPoP5UjF1kGNwc+ucj/EfWgBMAyKGHyEcFj78ZpT91mwpyx5A+YcY6+lI2Su5lwvOcdhnnFDz+W2XBznIb1NAASgYYOctyD3460hMqIY1bdnkKXJ468e9JvEabeDE3yrgYwfWnckR5G0Ah+M/TFADAQSWUIj+WSGBGWz29iT2qRlEsDeXtG2TeVfqOOeT0PTj2oK5VWVlVXxl+D+f0o8oJuQvkuSWwMg+/vkflQAKd+9HjQxuCxUZ5GOmB05waieNGC+UoUqowN2NpAyPwPNOLvGwEcAUgjcQ2M8Y4PofSkiO6E7HO04OWUgfQ+tADY3Xap3MN2Tu6L7DipVmDp8rHCqRyfxzSFg4ZEjjQoOFJ4fJ5P1pjB0kWCOEKxGF+UEHgnH+fWgCV41Zcdj94D/A1FNEu9sNtlGAJTwRg9AB+FL5itGrEYBYgPnA3D+v1oLFmJVizMRlOOf8AaB9aAK5uHeRxJg8ddwAyT6H3qWPy/mygjYcsG6MO3+cdqY0CmVBkCQgsh24zn39uaagWV48yuj/c3J69iQex9aAFETKx8nIcA5ygbHfIPenRqNrMYdj5zkcBvUcdjTRDfIyeXIjhMuhPykgdcmrLNH5ab96+bxk88jqMjrj+tACZkdT5Y2SKAUG/gjjpz6ikkYSbp2+WXcdxRcrkjv0xR5RBcptYqPuhunrjj3pM4bzMHe+AcZGfT9PX1oAfOjJklhKSm5Qy9BjnHr9Kikhiki3BMTI2WAB4+g/A0+3RYz5SswibG5DJtI749iP6U8JM0UmLsAtwiso+ZenOOv8AjQBDK7MyyGRZI5tuATjnPIAP5Ub0Q7lUrGzfKSQADn9OeKcojIaIghZc7dpMgUg8gA9+etVrs+RICzhmwQecHBzwR/T1pgOuEBkyXaMlAVAIIwe3WopLyeYHzZWckBTn26VWHc5GPpRnB7UxD84B4puQfWm+tJyeBQIeKuQRZKjK78bgGGQRTIIvLffMqgbdyZHyv+NTRMscqLIpwwJUr82G6j3x/wDrpDFMatKPKzE2QSvYfT1HeniWVXOdyydyi7uPSmgsFCuVJ24U7unXGfw4pbcYAkkjTupYqeSMdcd/ekMyhbEtycNnPOelK1uoZQXzk9NpzirDHK7QpBC/MxJP60K24KFYAngrnnI/pSAgFurD5Q24d+lOQ4Py+W2OCpPencsuVQnOeDUa4LnDBTjPOOn0oGOYAkloyDjORzVaZlJxuYjH4n2qeRyjffXbjB4zk+oqsTkEAHPtTEMBOSSDnPJJ5/OkZiV6gHPFL1HBpoAwdzkegoELgZO4Bj6rS4yCApJxnHpSgnqF5+lISGwSD16g9aAAAsBvK/hxSkYOMMQpznuKVlcrloyfXB/rTxCWKlOnGGJpgRhQB14xnJ7UqK2MkDB7VJ5D+ZtGD1HXvUyW2GG/IB6k80AVmXLbmx+dOCFe+PpxVvyYVUISpkT5mAPb8fSpRH+5dQiEuu8Y5YDPT2+tK4WM9Yyc43Ke3sKfHDK+ApG0ngseR/8AWq8kikqmwrIFOQ65JP4dsYpUYxkrNFHEASC6dwfXPYmi47FRLYlSy7WUfNnPX2xTREA+GBTfnAIwCfQN2q5GymRtq7fdcE5J9KMyeUsOwPEuSFc5Ge3P9KLgIsAVN/BhT5ZATyp7DPc0RKiABwzbeqHt7/rnjFOZfKmV5UEe8ZIHAHc5HTHtSncGGWbAGEfO0N6AflQARSNJHucSHAJ24+8B/F7d6GfKCQqJGIBUn5WH1/KkaNmZjCcSbgMdcjrnB/H8aN7OARlWIwUxzkZ649RSAesrB0XK85VWHTP0NNMzraqsqH/RiQVLZPzHn+fFQRBsMCpK4HAb+HHXHr0pwjIQsctGVAO7PXOfwoAe08Zdo2jD7V6H5ep9O9PSVHZowpRiBs7Ac9c9u9MKgFbfefLbO7kjDf8A1/SiNo5GYFjhoztYcgnPGQf1FMCSSZp/MQt8g7L8vTgnP41AYEtxKsYk3AjaZOkh789ORUsgfZGG8vchG4KMhM4/z+NSMHTKlgfmAxuyuTx+h6UAQxlNweaQ8sEVOr479O2P0pPPgj3x8hRwqk7s9/yIp9x5LsqZTKqOQPvkDg+2aaZA6hkuNwLHdEG4oAljkiYK2SJEBCuE+Y859Rn0pzxGQySRvynO0/LuHcD8e1Q8CFRKJNyHCxscYzzx/nipVZkTfD/CPlcgtgYyRj8eooAbK7eWrsuUx7tn1z6VG4EceGmMXZOM9sY+hp+A0ZihCyYbbwNuVPccUwtuQkxCInGAX+XIJH9aAGvAzTlzOMg5XCZ6elIFaSMlpIlZMAkLw3/6qTcFZoHZQ6p9w4zzzgH69qkdtw3bG+VRj/aB6cn8aAFxulMbOy5BydoIUdicc4/l+FOkdS8g8zkMAwVzuGO/qRUbAJllDExggkgEgn0H9akyi27HyzGzNxnBAHqR2OaACGdcSsHfLY4ZThT3980pEmeGMjKiorKx57gfnTVMSkeYP3y5BLnhV68nv3xSvE00e0DbGD8jAlgD2B7igBEkNxEI5Yo2lQfe2HPBH4dOKc8rPehvO3OwLZz2x9056f8A1qRnjkjWRlYluQ6uSy44Oc9eAaa0TG7V0UhhggMOQD0wO/egBS++UAMI5Yl7DHH0z9KepkMJkXGAvzLv6buB/KmOGVHiMWxyQcsMBgB2zz3ORSQyhQrJDtOcSo2CWPQYx0AGOtACXU5MgjjUElRgd8Dt6U91BiEE8ZSMEAByRg9eTjt6Zpn+kTloZLbIIJBHC5B5IPXjkUkDTuI5RJGZQwV0bcSQD1J7YoAfvTc4jmWZ1+VdwIOOxJ7596VlBEYYRlY1LA7sMSATjn8vwprlnBjBlVRwN4AyOx49zTlZfJXzZNzDj3XGec980ASMV3SSRpyuAOD82Rz06n/CkVo3YFGxngrjbg+3Yin5m3IwlAKkFm8vlf8A61RMfMJbewJfkqntx+B6UAKgdJN24yA5Ee5vm3fxD9e9OjMfk+WXZcfMoC44PXjp/wDqoVhIuQBKy8cfeUc5x360B8Bgsm3rjOe/p+H070ABJYszLuVxycDPpnB5GKSOJlnXGUCqdsn3twzjGOmPenLgO3Mbsy5Qn5SfXHP6Ukjou/8Ad+XGxwGB6c9KAER5lVXRhKhUkfd3DBx6c4OOKXzI42lk3GJ+m4HHGckjjr7UpijECFvKZSOijAzjOfY0LMf3QO9lBCuAoyMc/QimBNG6O4UsoPTd0znkAmiWWGOFGEoKrkA9+f5/WovI3hx5ceG6nuc85FBERKER7ZQQG8z7pXPr1IpCL1zGYnYwzqVUKcxAc57H0OfWo3VlYKyYDHgEfd65yPeq3lmPf5EuAScbDkE9j+NPWdUjUXFwweIYYjLbs9846j3oGTiMNuIYKGyD2Pt9ajVlLOsrAyADBA4yO/09qVkWVQ6hXIOPlYc+3PFNZdyn5VyvOAOfoaAFWKF5QhZ8ggDBwW/+tTCWjhK5MgBJAYgE985PpUrBxIoKjd/DnqrY68/55pMxski4QbjgxOOCP6UAQySkEMvzbzkfxZxycgdP/rVIBHKBtIw2CpV+9RK0NvKsUm5A6feZd2wntx1FLHhR+8jPmqQw24UAfhQBJbwShLgIwMYX7oxkHPUZ9+3emJ5zwqSwZhyoIxt5x+IqSNo9r8qkjIfmOTj647+49ahdFeBC2YJ4xn5QTn09iPp680AKfmm2khCfvZOe3JIoCltpDZLE4BIBPt6c0OpZQ+CMjLA9Q3QjP1xUTTxyoinf5+PlJHJI4x9OlAEkQkC8glAw27yPz+lPMiOEWRUMeG+cnJXnr74561EDFBIoikCoxAlDtgK5/mKnJaNT5pQO58vBPC+mCPpQBEAIw0UgyGJ+YZz1PPYA8j86bL5YaPY/KKVLiMjGD3wePc09GEu+KZY5Ayqu4ZUYPT8fegqsU8ZMPyoNyEjhlPuOn09aAIW8uM+a0cqHdklW7/3l7HjrVgxsPMB8kPuVR8hIQjB/Ij8qZKjowKFV2ZDpIBz9MHkjr+NNlcSogZlEyheAMDGOGGOo6f4UAPhIjlKGcr33b92fpmpZ5DCA7DKk42kHn6D196rSYMgRZFZQQN2ASPXB9KmmkkTerEMxBJdRnJGMn8uaAGPJbLGY1kkIkHzhh6e+Oop8dtIFI8/MYDHc4Bxx3x2zTZBHLO3mERsxxljjcDUyB1YNHIxBGGYD73r+lAFZ/PUs2zA4xtIYYx0INJDJbxrtQhHOV2k9yM5/+tVxBN9lQoocnBQnC4x7+tU5JTGUl8ho5Qd2VXoOhH+FADJC8ALecGIOMdSPUZ981RLZPXHPftT5pYpCNoIb3GMCoSeoODTEPI4z8v4U3fxTQcLjikycHAH1piJEV5GAVee2atRRFXCTQ/u24B5yPf6VHaNk7XUbW43eh9/arhZAiOhGFYo8TnkD+6fakMj37Iz8iGPBG3fj6kehqwkRMsRiKtHIBhO59CvbP9arlHiCeVEyxPnBkUEA+gI6j3qwEh3AsoDM5xkZ2HGOmevseozSGJNGTcGWGRCRjDLwfQZBH4EVCIdzMx863nyd6hcqfcc08+VKknn/ACyhNpJ+6T0701oZ4D5ayJIykgl+n1GaAK2TtbDHbjlD91sdDimlvvLxj7w4pz+aWVd7E9BwOaaAWkcHJfgYLcZx3/wqRgGG0qXKv7An6UwswbLHevoeg96PnDD94RkY5Xj8qQiQyruAzjGAM9PamBHt6/LtA55H+c1EYXfrnGeKtkYdSyEEHjjJGKXYzDgEKeueD/8AXoEUkhYqxGSV6g/L+nWpvsrMqMFY7jwQvH4VIclN4aQluDtOCeenvSqCqli7FD8vJJx6dKdwES1dihGw8kYfr+dOZcAnYQCOeBjrURiyAoXcqjOMZ59Oan24HzDaB3VeRn37UgGxxlQdoBBGAVBJIpwLDkldpGc/56U4KzxAq4c5yc9x34pqpK4yEC8HGFzuHv2oAWQqEZnk29OjYP4djQo3Rtg/KxJyMHn8sUnlrG2IwykZIOBjketCLtXkbyBnuOKAHL87xqcM33dq8GnIyHebct8rY+bGT7nHvSldxdVlMm3HbkH0zTkicSKqHYc4x5ZbnHqDQBHOjmfYgjVioUZkI7/1psij7QrTGTYRtypyPTqTjrT4omRkWQxsG/gYAZPc/lzQmVjO2MleRjPH6+lAxVUuSdibSpj3EcDng/pikMaO4j2oeNxBlJPvg96dKmciAyb1+QBpMYGOmfwokZWuGC4QkbwvXH49KBCIFjQox2ADPmAE5HQDPcc01FKGRIZBsJ4XOdpoeR0RFYFyeTsGRg8g/wAqeXm8ryz+7VWaRiB8y/8A2Pt1oAABIIlcrMRJhvQ568+tP2y/u1LyZI+VAQD+fcfWmTM4ndljBBYfKiZHsQKRVaORTkKcY+YgYOeRTAcnmpIpl2sw4Utlg3tnuRx1pxceaZF5Lcduf/r1HkxJ5kLTBCGIHXYMjkfWnF3UZCRsHXO112g9efr3oAWZyeScMw+XaQMnvkjpSySsql2U7tucgdG46+n9aY5JjRGY7BtJGfut9evr+dCxszBsoGLLtyMs3OMEd+tAE7KyK0pUpIjBWBHoB75qOPck/mo4CKATubBLfT0qJifKRfmMoBHI6kEjn1zyKRZTGrL8y/ICrdGbJ9enX+VAEhU+cxRXLZIMZYAlT07YpoJSMKiRBACQQRwR1+o9qkx+8ZWb7i54+8zeme3NQmC3xMSN7bN3y9FPv09QKAHNuIMT53HPzY5Oe3PbNSbFkCFInDldu04Pp0I757VBAgdPLV4zInJ/ebj+A/Kp0lZmA8nAkHzI5K7j26nqMfiaAJAsjbdzF2TAPz8hewwPTnmowyuWPl4BDMgxkkH/AD1qMhHDMqjcrfK2cHv3/nThJGsqrteRDjOf4AeCc+vagCRnjJhYMifMWKscZ4z07jPGKiliXy1fqSQ21uM8dQPx6cVJBIXmKQttkDYG3JDcY6H27e1QeaCgLxsSMbuOBg+p7UAPWNQNsSyq7niJ06KAD19OKVmcIjRMJGEnBLEkKOxxwRz1pFVGBmRS9t0IJ5zxnB9uOKcY5IkzCzvGro7YYAEZ4wR35/I0ARygSShCrBX5Lqw9OAV/T3qW3CoGYbRhhuVVwOPb8+D0qnL5pHPlsxymAuxj22/560p+08hX81XJBYtnJxzk9j7GgC2B5gw5KISOQDg9doP8qhiMUscqFWZwPmDZ3FcYCg9sH+dQrev5K+ao2nbyGPODz9D/ACxU7MzEMQGUYUODnHUHJx0oAVbgtK0cqO2xOPPGMeg55xjjNTKkjW8jKhlUthwvzMo9vWqiNPGBhwqhsKzc7eORn6/hSxxvbyZVQPLwwHJ5I5I/Q0wHruEBmUBsDdj155H4nseanZihKpKFRwAgGSScZPGfeonUsHET+WUAZWjHUfQ+9P8AtTPb+XG8TSZLeWw5IB7Y+n+c0gACQMysDEhUBgf7w74Pr196kdZElkR13bgCNvTlc5H5e9JgDGAJPlHyqRlWIznB57c/SmBCzSLGBHIo3dTzgcj9f1oACv7kCORhIMozFcqRn2PoPSmLk5LOqkAg8kcnof8A61OKHy8tHySp3FckDvkj2OPwp7ZaORXjLDOSm7hwDgDPsfxxTAjIZZE80opwyq4bnjpz1qaQgxBl2kSHdkqML9D2+lMtk/eELGxijPXfkIfQg9utChSym2lPmA/Op6Dk8+nP+FIBJMxtuEgG4Biw+6O3T1HBqTaYQr7ny2QTy2cdPw/xpqCVpS4mAG3cqjHJ7/mf51KkeF2xMgZlZiiZIx/TBx/kUAQSSKHkQBHQfOUY/N+PuM/0pZJFkUyEgttwdjHK+3oe1RSI7FMxSGMDv93OPWmx3W19yBQQc46Bh6H8aYidgGSNlDBidxYAAj/D6U8XEcmAiFZDwAq8N6/Q4zxVRhySVLAEbtpODntmrAjDjfbsMllwrL/X1PSgCxIWjCNBAsu0kkqcH8u1L5gmbfCCN5zz8mWxkjPT/wDVTFfzXZUlUDJfDfKMY6D2/wDr0rZkQbQpdnyo7sOMcdDSGPgbyLnzt+A4xIgAKsPT2anmNpZBJHKyq2U2qOBnoPr04qMyodyugXgbg2AOo5HrzTIZo4rkkvmIkbhjrz2/T9aAJUZnKtkiR+SGzkgZzSA+chRArtnaDyDk+n6VKzyTAknG7K5CjBBPceuO/wBaYxmRl3GPBYSBs4IwcZ9uecUAN3kxFMhdmM8ZUketMK7xuC5kUbQM4x7E9/agybCwSMM28sGQ/fPuDxipN+Y2mjhOVAEe3AII559hxzQA1wZnYQxSlsF
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" alt="Как правильно укладывать асфальт во дворах" title="Как правильно укладывать асфальт во дворах" /></p>
<p>Первый шаг в процессе обустройства проезжей части включает в себя детальную подготовку основания. Основание должно быть уплотнено и выровнено для обеспечения равномерного распределения нагрузки на готовое покрытие. Чрезвычайно важно избегать использования материалов с высоким содержанием глины, так как они могут способствовать сдвигу и деформации покрытия под воздействием нагрузок и изменений погоды.</p>
<p>Для предотвращения образования колеи и волн на поверхности, рекомендуется использование геотекстиля, который разделяет слои основания и битумного покрытия. Это не только увеличивает срок службы подстилающих слоев, но и способствует более равномерному распределению веса транспортных средств.</p>
<p><strong>Температура окружающей среды</strong> играет ключевую роль в процессе монтажа битумного покрытия. Идеальные условия предполагают сухую погоду с температурой воздуха от +5 до +30 градусов Цельсия. Не рекомендуется проводить работы в дождливую или слишком холодную погоду, так как это существенно снижает адгезивные свойства битума и может привести к его расслоению или растрескиванию.</p>
<p><em>Выбор качества материала также оказывает значительное воздействие на долговечность и прочность покрытия</em>. Предпочтение следует отдавать высокоградационным битумно-минеральным смесям, предназначенным для высоких нагрузок, особенно в местах с интенсивным движением транспорта и пешеходов. Перед началом работ необходимо провести тестирование выбранных материалов на различные виды нагрузок и убедиться в их соответствии стандартам качества.</p>
<h2>Подготовка основания под асфальтирование</h2>
<p>Первоначальный этап включает удаление старого покрытия и очистку территории. Затем проводится земляные работы, включая выемку грунта на необходимую глубину. Рекомендуется удалить почву минимум на 20-30 см, чтобы создать достаточное пространство для основных слоев.</p>
<p><strong>Уплотнение грунта</strong> – ключевой процесс, обеспечивающий равномерное и стабильное основание для последующих слоев. Используйте виброролики или плиты для достижения необходимой плотности почвы. Проверку уплотнения следует проводить с помощью специализированных приборов, таких как динамический плиточный нагрузочный тест.</p>
<p>После уплотнения насыпается <strong>основной слой щебня</strong>, который служит дренажем и укрепляет базу. Толщина слоя щебня должна быть не меньше 15 см. Этот слой также необходимо тщательно уплотнить. Для дополнительной стабилизации можно использовать геотекстильные материалы между слоями грунта и щебня.</p>
<p>Завершающий этап подготовки основания включает укладку слоя из песка или мелкого гравия до 5 см толщиной, который выполняет функцию выравнивания и подготовки поверхности для нанесения слоев битумной смеси.</p>
<p>Важно следить за тем, чтобы все работы по подготовке основания выполнялись при сухой погоде, так как влага может существенно повлиять на качество и долговечность конечного покрытия.</p>
<h2>Выбор качественных материалов для асфальтирования</h2>
<p>Для обеспечения долговечности и устойчивости покрытия важно использовать высококачественный битум и правильно подобранные агрегаты. Битум должен соответствовать государственным стандартам и иметь соответствующие сертификаты качества. Не менее важно обращать внимание на его показатель проницаемости, что определяет насколько битум способен сопротивляться воздействию температур.</p>
<p>Агрегаты для смеси должны быть чистыми, без примесей глины, листьев или других включений. Размер и состав агрегатов должны соответствовать требованиям проекта, что гарантирует равномерное распределение нагрузки на поверхность. Рекомендуется использовать крупнозернистые агрегаты для основания и мелкозернистые для верхних слоев покрытия.</p>
<p>Контроль за равномерностью и плотностью смеси имеет ключевое значение, поскольку неравномерное распределение компонентов в смеси ведет к снижению прочности и долговечности покрытия. В процессе выбора смеси необходимо обеспечить, что она соответствует температурным и функциональным нагрузкам, предъявляемым к эксплуатационным условиям на конкретной территории.</p>
<p>Использование подходящих добавок может значительно улучшить характеристики покрытия. Модификаторы, улучшающие эластичность и устойчивость к деформации, защищают покрытие в условиях перепадов температур и многократных нагрузок. Защитные добавки помогают увеличить срок службы и снизить риски возникновения трещин и колеи на поверхности.</p>
<p>Выбор материалов должен осуществляться с учетом экологических стандартов. Приобретение экологически чистых составов соответствует требованиям устойчивого развития и безопасности для окружающей среды. Компоненты без токсичных эмиссий и выделений способствуют поддержанию здоровья населения.</p>
<h2>Применение современных технологий укладки асфальта</h2>
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" alt="Применение современных технологий укладки асфальта"></p>
<p>Использование геосинтетических материалов существенно увеличивает долговечность покрытия. Эти материалы представляют собой прочные, устойчивые к воздействию влаги и температурных колебаний ткани. Они укрепляют основание, предотвращают образование трещин и ям на поверхности.</p>
<p>Техника «теплый шов» обеспечивает максимально плотное прилегание смежных полос новой поверхности. Это достигается за счет нагрева кромок до укладки следующей полосы. Результатом является монолитное покрытие с улучшенными эксплуатационными характеристиками.</p>
<p>Воздуходувные машины, используемые перед началом процедуры, обеспечивают очищение основания от пыли и мусора. Чистая основа гарантирует лучшее сцепление смеси с поверхностью, что значительно снижает риск отслоения покрытия.</p>
<p>Инфракрасные технологии для подогрева уже существующего покрытия перед устройством нового слоя позволяют добиться более качественного сцепления слоев. Этот метод эффективен, когда требуется локальный ремонт без полной перекладки.</p>
<p>Системы GPS в укладочной технике способствуют более точному контролю за процессом устройства покрытий. Точное соблюдение технологических параметров укладки за счет автоматизации процессов позволяет уменьшить количество дефектов и ускорить процесс укладки.</p>
<p>Использование переработанного асфальтобетона не только снижает стоимость работ, но и способствует сохранению природных ресурсов. Перерабатываемые материалы подвергаются специальной обработке, обеспечивая высокие эксплуатационные характеристики обновленного покрытия.</p>
<h2>Соблюдение технологических норм при укладке асфальта</h2>
<p>Работы должны проводиться при температуре воздуха не ниже 5°C и в отсутствие осадков. Тщательная подготовка поверхности, на которую будет выложен покров, включает удаление мусора, пыли и любых загрязнений. Необходимо также убедиться в подходящем уровне влажности основания.</p>
<p>Основу нужно уплотнить при помощи виброкатка, обеспечивая равномерное распределение давления по всей обрабатываемой поверхности. Важно достигнуть требуемой плотности основания, чтобы избежать деформаций и трещин на покрове в будущем.</p>
<p>Используемый для покрытия материал должен соответствовать всем стандартам и нормам качества. Температура наносимого покрытия должна составлять от 120 до 160 градусов Цельсия. Это обеспечит эффективное сцепление материала с основанием и его долговечность.</p>
<p>Процесс укрепления поверхности включает тщательное уплотнение в несколько этапов: сначала уплотняется край покрытия, а затем &#8212; центр. Это предотвращает образование воздушных карманов, что важно для качества и долговечности финишного слоя.</p>
<p>Финальный этап укладки включает поверхностное уплотнение с использованием тяжелой дорожной техники. Это необходимо для получения равномерной и гладкой поверхности, устойчивой к износу и атмосферным воздействиям.</p>
<p>Обустройство стыков и соединений заслуживает особого внимания, чтобы исключить проникновение влаги и деформацию при смене температур. Применение герметиков и специальных смесей помогает обеспечить долговечность покрытия и сохранение его эксплуатационных качеств на протяжении многих лет.</p>
<h2>Контроль качества и приемка выполненных работ</h2>
<p>Соблюдение технологических стандартов гарантирует долговечность покрытия. Проверка должна проводиться сразу на нескольких этапах:</p>
<ol>
<li>Подготовка основания – осмотреть, удостовериться в его ровности и компактности.</li>
<li>Выбор материала – убедиться в соответствии всех компонентов требованиям ГОСТа.</li>
<li>Температура укладки – контролировать температуру битума и основания, чтобы обеспечить лучшее сцепление.</li>
<li>Толщина слоя – измерять после укладки для соответствия проектным нормативам.</li>
<li>Ровность и плотность покрытия проверяются специализированными инструментами, такими как планограф и плотномер.</li>
</ol>
<p>Для обеспечения беспристрастности и объективности контроля, рекомендуется привлечение независимой экспертной организации, которая выполнит все необходимые испытания и выдаст заключение о качестве работ.</p>
<p>После завершения всех работ проводится приемочная комиссия с участием заказчика, подрядчика и независимого контролера. Комиссия осматривает выполненные ранее этапы, проверяет документацию, исполнителем предоставляются результаты всех испытаний и измерений.</p>
<p>В случае выявления дефектов, работа считается неприемлемой и требует доработки. В противном случае составляется акт приемки, который подписывается всеми участниками комиссии. Акт является основанием для окончательного расчета с подрядчиком.</p>
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		<title>Почему на дорогах появляются колеи и трещины</title>
		<link>https://aktaustroi.kz/pochemu-na-dorogax-poyavlyayutsya-kolei-i-treshini/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:26:50 +0000</pubDate>
				<category><![CDATA[Дорожные покрытия]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/pochemu-na-dorogax-poyavlyayutsya-kolei-i-treshini/</guid>

					<description><![CDATA[Разрушение асфальтобетонного покрытия происходит из-за многих факторов, среди которых выделяют износ материала под воздействием транспортных средств и атмосферных условий. В частности, нагрузка от тяжелых грузовиков способствует ускоренному изнашиванию покрытия, приводя к его деформации. Метеорологические условия, такие как мороз и оттепель, вызывают циклы замерзания и оттаивания влаги, которая проникает в микротрещины покрытия. Это приводит к расширению[...]]]></description>
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<p>Разрушение асфальтобетонного покрытия происходит из-за многих факторов, среди которых выделяют износ материала под воздействием транспортных средств и атмосферных условий. В частности, <strong>нагрузка от тяжелых грузовиков</strong> способствует ускоренному изнашиванию покрытия, приводя к его деформации.</p>
<p>Метеорологические условия, такие как <em>мороз и оттепель</em>, вызывают циклы замерзания и оттаивания влаги, которая проникает в микротрещины покрытия. Это приводит к расширению трещин и ослаблению связи между агрегатами асфальта. <strong>Качество материалов</strong>, используемых при строительстве, также играет значительную роль. Низкокачественный асфальт может иметь недостаточную прочность и устойчивость к внешним воздействиям.</p>
<p>Превентивное техническое обслуживание – ключ к увеличению срока службы магистралей. Планомерное обнаружение и устранение мелких дефектов поможет избежать серьезных повреждений и снизить затраты на капитальный ремонт. Использование современных технологий при ремонте, например, геосеток и модифицированных битумов, повышает долговечность покрытий и сопротивляемость к разружающим факторам.</p>
<p>Таким образом, регулярный контроль и своевременное обновление покрытия на магистралях помогает поддерживать их в идеальном состоянии. Понимание причин повреждений и принятие мер для их предотвращения возможно только при грамотном подходе к строительству и техническому обслуживанию.</p>
<h2>Влияние интенсивности движения и типов транспортных средств на состояние дорожного покрытия</h2>
<p>Интенсивность движения автомобилей в значительной мере ухудшает качество асфальтового покрытия. С каждым дополнительным автомобилем, проезжающим по одному и тому же участку шоссе, увеличивается нагрузка на покрытие, что ускоряет его износ. Учёные подтверждают, что с увеличением интенсивности движения срок службы асфальта сокращается пропорционально. Это вызывает необходимость чаще проводить ремонтные работы, влияя на общую стоимость содержания дорожной инфраструктуры.</p>
<p>Тяжёлый транспорт, такой как грузовики и автобусы, оказывает на асфальтовое покрытие гораздо большее давление, чем легковые автомобили. Особенно заметно это воздействие на магистралях с интенсивным грузопотоком. Регулярное движение тяжёлых грузовиков способствует ускоренному формированию не только поверхностных повреждений, но и структурных деформаций, требующих капитального восстановления асфальтового слоя.</p>
<p>Автомобили с широкими шинами или неправильно выставленным давлением в шинах также вредят асфальтовому покрытию. Некорректное давление увеличивает площадь контакта шины с асфальтом, что приводит к повышенному трению и, как следствие, быстрому стиранию верхнего слоя покрытия. Рекомендуется регулярный контроль за состоянием шин, чтобы минимизировать данный тип износа.</p>
<p>Использование современных технологий и материалов в строительстве и ремонте дорог может существенно увеличить их долговечность в условиях интенсивной эксплуатации. Применение высокопрочных смесей для асфальтового покрытия, адаптированных к местным климатическим условиям, и укрепление основания дороги могут снизить скорость износа, вызванного большим количеством транспорта и его разнообразием.</p>
<h2>Роль погодных условий в формировании трещин и выбоин на асфальте</h2>
<p>Температурные перепады оказывают особое воздействие на ухудшение состояния асфальтового покрытия. Зимой вода, проникающая в микроскопические поры и трещины асфальта, замерзает и расширяется, что приводит к увеличению существующих трещин или образованию новых. Чередование циклов заморозков и оттепелей ускоряет этот процесс, вызывая ещё большие повреждения.</p>
<p>Летом высокие температуры могут привести к размягчению асфальта и его деформации под воздействием тяжёлых транспортных средств. Это образует выбоины, особенно в местах с интенсивным движением или на стоянках.</p>
<p>Интенсивные осадки способствуют вымыванию более мелких частиц и разрушительных материалов из асфальта, что также ускоряет процесс его разрушения. Постоянная влажность способствует росту трещин, которые могут углубляться и расширяться в результате дополнительной эрозии и механического воздействия транспорта.</p>
<p>Перепады влажности воздуха влияют на уровень влаги в асфальте. Покрытие, подвергающееся регулярным колебаниям влажности, становится более уязвимым и подверженным разрушению, поскольку изменения влажности воздействуют на его прочность и эластичность.</p>
<p>Действия по техническому обслуживанию, направленные на своевременное устранение малозаметных дефектов и защиту асфальтового покрытия от воздействия воды и перепадов температуры, могут существенно продлить срок его службы и улучшить качество.</p>
<h2>Технологии укладки асфальта и их влияние на долговечность дорожного покрытия</h2>
<p><img decoding="async" 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
ODwcUueaaCNw9KXoeM5z0oGDZOBmmSHJ25I9/WnE44bJowAOAc0ARtlSGHJpRuPUAA07GF4GKRRuHX60ASK24Z9OKc2Sc44FRKoXq3FSD5l6Z/rQA3knJOPxo59flPrStyNoOfwpM9v50xCYx1/lSHPXHHSlOfmwaQ8jOCT0oAUgDPH5U0deOBmg8fePXpTRkdDzSAc/Y56cdaQYPDAj3pD0xkHPXFGcHBYn2zmmApAU4B4owGzijfgYxml4U5DdelAxNxTg9PelB4yo4pcg9f0o24Jxz7ZpAJnPc/jSMwyOfoRTuRweSfek6Nkn8DQAwNg4z/wDXpQ3Uj8qk2qU2kflUTgoSB83vQBKCCKM54qLkkc4I9KcH9aYC4OfQe1HTpS59TSc54Ix9KAI2CuM5wfpTDke47VMMAk8DNIORk4JoAiB4PGc1Hx2P51IykdD+FN6nod3vQAgHOeKQgY5FOOORn8KQDB4OPx60AAA+ufenJkHrj6Uzdjkrn2xSoxzSAVyc+nAozQcDtz70Ej1FMAwSORTgOBkUwH3zRnP8XFADzg/hTT15BoJCnHem5J7UAKTnvSgjoAfxpAM9aXGD1+tAgHPtQAecUcZ64pNxxmgYuCo96M56DrTCQvTknrR5pBI7+lAiTGOp/WmMcdB/jSAljj9akVQpJHNADPK3H5unapBGoNAPOOfpQCMc4zQAqg9M5pSc9CaaPu5yKN3cDH1oAXnHXrS9s5zTcnuecU1nGMY5zQA8nHQ4oHTBxTOcY5WjAztI4pAOHXA496d90e9NyF74pd2eRQMXOR2OKOScEkdvrTSc546UD5iGzke1ADsDA54zS9ByeOlIWAH1pCCeWxx0oAVQuOuM/rRkjrwB+tLzgUE5+8OR60AAHByPwpwHNNBJ55P9KQjJzk/LQBIw+TOM88ULkDGDn3poA64P1pR9cjFAD1VSvJx+FNfP5+1DOeADxTGK/wB4Z9u1AAMenPsKTaSeWH40KOO+fr3pNxD5YA8/TFAD8YA2kkjmk3HjpzTSQ2cMB9KBgqPUdcc0CHhlJJ4NAbueAOTmm8Y4HXvQz5XFAw3ZOc9elKOecU1XBJwDxSs44x+VAhAcdz9aU8D5Vyxowc5P4UmeuRhv5UDEwScdB3xVPUESXEG7bxuOTgYq5I3lxljwAMk1zN5JJezjyg25/ugHIoA0G1CKGL7Np67rhv7gyAfX3rTtozFbRo3LAc/WobCxitoQUQeaR82epNW35x0oEIWoUgduB703GTyRS4B7j8qAHqVJxjH9adkDjOf50wKDk9Pen4PXGfpQAp5GQBRkZ5OG9KarEjpSjO0c/gRQAh68fkaX+LPc9+lKFz1OPoaUIPTNAAD81PDZ46/Wk59RSkZ68+lAwwB0pNrAdse9O4xgEDFAx14+lADBkZx0J45poDq5+br17VITz60hGV9MetADcEtwTntUgxtxmmBuOntmjeAODkUAPJAOTnNMYjd0yD0OKeOeep9qTY2TnvzzQA0YK9cCjaCmM5/nSkEjHAzSbypAU4NMQhGeAeMUzHOOgqYysAc459aiOSxPX8aAE24zz+lAIx8wFOBJGOfwpmQo5Gf6UAOBGOBxQo2nnPP600/QDFKx44b8uc0DFJC88D+tKpBJLDNM69Me9Kxxx19qAH/KB04pMZwQM/jTd6gjPWgfKASc880gH8g7lzmlZix4PPoRTd5I44JpfvdgDQAgQq/yqSDTWTPUEj1z0qTcV4YjmmkEkbTg+9ADVJUYPI/WnbskYNHc/L83fApNh6rx+NACnnr+lICCB3FOHPIJz6ZprLnggYpgMJYchsUNhhhjg1IARx2ppViSe/p6UARBSo9femnPI7ehqVlbPbp6Uw44HXPegBpIPGCDnmhV5PQUpUZ7H60qgZwTn60ANJ6Y/nTOfTpQcDgHqO1Jux3/AEoAdnHegk5HXFIOR6UvqeKADvx+dO6DOSDTN3p+tJknPJoEPJweDSZOeeBTA5Ucc+5FMLkj5iTQMlJC/dGc00sTyxGO1N+Y89h+FOEfryR+AoAAxPyqBmpBGCMnkelKScYAGPSg9iD+NAh2Pl9Pakzg4601m/z1xSb8NhRk0DJAx+n1o3Dt1NNLE/8A1qAc8Dk0AKTyD1zSck5GSc0hIHOO1ITnGDx+VIB2R9c0h65/XFGWBGD19qeAvPGDQA3aMg84p5IUdaRWJHakBAPIyDQAhbcdpBOelKoJOB06cUADdnouOtSAL68e3NADAg4wadggDBHrzxRgDtnHSlHPf8DQAhABOMZIoBJPqKXPXpTVGc/480AL7ZpDk9ic9aAG3daBwAD+QoAcowfvcY704dTSbBn5gDnpS5xjNAByRgnmnMQABjn2pO+O3rTGxkcZI9qAFHHJz+NL8rHJ7dPWkG0DJNHLDCgkA0AMZtvAOfSgEbgB6c96Q4DfMvzfTOKTI3EEcntigBdp53MQPbtRvLEgn2zQWIyAp54pAcnnj0ANAC8qcHOR3zTTlu/Bp3OOAenJo+8Pu9KAHAEcZHrSE5OB39DR/Cc/hTWwMZ70APBP/Aaadp69c9aXv+tNOOc9u/rQBWvbiGGM+aXAccbaytHkcXrFI5HTGCw6Dmm391c3FwsGPLUttAPANbGnWYtIvvKzN1wOKBFvjv06g0YHJo4yPf0HSgA4J7UAKAOgGTTuGOM4+tGBn3HTFJnAxx1oAdwB83Hfk0uQBuyRn+dIcNwQcChSNwGeRQA4MFOB165NIck/WncHr/8ArpCAO+D9OlAC9+R+VKSDxnI7EU07h23D1pwGRnoR1oGJwRww4p3GB3+lMCDoBjB/OnhgO2KAHDA64pCQeOtJ1460HABHagBQe2cj1prqSOMEjoKAuRnrnv0pNuOMn6igBVOFI24NJgZPFId2QBnNOYcgjAIoAVeM9BSjBIwDTdzAgMOfWnn1zj1oERnqeMn3ppAOTkjP61L949OKYV57Y9aAI8BTkAmjnn5OnrUig5x1+vFJsw2C2fagBhKoORtB7GgjcKdsAOCTzTSpxgcnvQA3rxxx1FIT1wAPY04rkZAH4UoDDFMBBycZ6dsUMcDkA4pCe+c596RffH0PFADt3HQgntigntgHPelPIwcZHr0po+Q/MAD3pDHEHgelAOSeqn1NBHckY9qbg8gmgCQN8mOp9c0AE9aarZXkZH5UuSeOD+FADtwzjv60mR/eNLg7aGBz3/OgBcEj19DR0GPXvik5HOM0HBANACncDkEEelIQT2H50p6ccGgYONoPNMBhIVeeDQcMv3T9acTg4x+NG0juceuaAGGPjIwfwpqDJIK4qY8YxkmlCBj8wNAFDI7npSAqc54FDAg4J4NNwAM0AO6j6ds0g96bvBHyinbiB64oAUHCkD8famnLcHpQBnp196ftUjPagCMKd3epPL28nj0NOAO3dnCijdkcEke4oARsADjpTSSWxjOOaX5jzuHtRtBI6fnzSAcGP3TgH6U0nPA9e9GcnAGQaXHzZ4oAQYz0FHQnAIyKM8cDp60Kdwzjj3oAMd1GOOtIRjvilIPJP5ZoCjPKtQAi9Mkc05VLYPUmn7VxnGKbww+6PrQAoXAPJBpAe2fxpOC2CT+NDEhsZzxz70AGQOMc05QOcZ+hFNwQAQSMfrQVJJ256cUAP/IDtS7sc4pqgngNmgAYIyPpQA7cCMDrQxYdfvU3PzbRxjuKOCcbiT6ZoAUc9MkUo2kZPBPHNJjOMMRj9KEB79M/jQArgjHOPwpTxwCcjqaaVyM7s0uG6549MUAODZOR+vagyYHAPHekYfL0ye2Kj3DI5PWgCQPvYbB83fnFG49KjZsE4yPr3pwO8j5hn370ASZYqTxnuKNxHJ4HWoySdq5IJ9P8KG3EZDHBPSgAVt3U89jmkLbOhPzfr70EKpXjI9xxQpfHTp0oAduB6An3pCdhxt5Pp1poJ2ksc0hY5yADigCT5s55zx9KeevHHqcVGM4OBxT1Jz8x/LigA69zwaTA6kY9KQ8N/L3pM8k9BQAo7nv7HrUb5kjYeYwJHUdRUnIGCc+wqC8lEMXQKScAnpQBz0cMa6grTh2iLcNj5WPufSuoRgqAAqcdx0rmb9hPdRRW7DYG+8nOM+tdJbKUt0QsAyqBwOKAJRjO7g0Ek8gr7UmcDtxRnOGWgQuCQelHQ4Xt1xQBg5zg0cYAGMUAOxgcj8RTgcHG7PsaZgt+H5U9eBgYx2oAAVHPtRuAGcc9uOtAbPvj2pcsW9v50AL97JOR60p/KkPHHQ9jikUlTyAfcUAKBzwc04E45wTTQQxPtSjGDkA5oGIGw2P1FOQg569e4pijHGOlI24nsRQBJuBOGGAPQ03JVsE8GjLbc4B+lAb/AD6UABwSemc0IWPDdu1GSzdM0hODxxigBed+O1PBbPoPeo1yCDt4x1p/BPT8KBCE4fjI/WmkdyMml2iMZAOKfldvIxTAYCSO4980bkOecn9aDjOBn8qMjsQB3oAQ8ZYZzScEccd6cVYDnBGOvrTVBxjnH86AEIwcbuPajkcdaa424zz70AoBz3oAaPvZxjFPI6ZJ9valG0jp096FXqQPzNACdOR/OkypbDfrQVYr060EHHv/ACoAOv59qXq2AMA0HnBU59zTc4POOaBjgDtwCOtC5BBH0Io6DigbWP3hkdzSAkznnPPt2oOc+tMwQflIwPTml3EHgD86AFHPAFJzn055FBO7sfajdnqcUAKzY/i/OlHIyDSAE0gGCOMD1FACnK8dh7U4HPvUec8qc05Rg8nk+lMAI+bOcfypUGG5J/CkJHrmlUZPOKAMvzSSCq4owxPJzmgMD0XJxThGTyenoKBCAjoo608Iw64NKoyQA2B9KcAAM9DQMFx7E048f56UwH0xQeOTigBS2RzmkAZm+bvTV4bHIJPFOOSeuMGgBxAUcAGmk56jGO9O6LxzjtTckgjOB7GkA4MFAHUntmmBmIxigKCvPel3EDAAAPb0oAULt5b5jRuGeMDPWm5BJyo+XrQwUHI6etAD9uSMkZ/lSnC89fTPam5YjOc8daYc54C/nQA/cSeeAOcelKVIHXtwKYTtC4BLe5xQd+MnjPv1oAeCCnBHSmqcucH8PWkVQq7z1HelPUAZx6YzQA7cOwAHQnNOUqW2gjjnFRpnbuA4z0xzR82fx5HpQBIxCkg/XgUAEgZXtnrTGyrEsfwNGflOenqBQA4lgMhvbpQvUcCgfeyP8mmliQSVOe3agB/QHH60fMOTmgZxg4+tGBuz370AKGUqRnJ7UDgEYzjrTcAsG7/WlIBwDzn2oAQMXTPp+tJlieQT7igAZOOBSDByffrQA5eSSaDnk7W+ooO0HIG0epPJpN2F5c8+1ABnK5G7Pv8A54owB99gc0Lhf/rmlBJ3Y6fSgAVlZWx265pNuB1wOwFBIKcgD60uPbqKAAbcYOTn8qaUAbpjPenMCMc4+lCgMCWzxQAu0A465OTxSsQq8Y/LNKCpBI7+9Ry5I+X9e9IBC+Dk9CO9SE9AQMGo0OVyTyP0qTALZJ69qAAg9cAH+VYup3gaYwhEcA43dwa0p5JViPkqHJ/i7CsCNEmvTCrPsY53KOT68UwLuh2ksUr3DfJE44Hdq2tx644+lNChQFByAO/al4wSMH27mgQ4tyMk5Pem7SOpyOnTpSBefQ+uOKcMcZP9KAFDLjkgH+dAZTxgZHrTWwDk9frxTuCMnBz3oAfz0yMUdD2x/Omc9A2B64p4OMD1ODQA/cuAD+XWgEqxzwKTB4yTmjkDjr70APyrdT+tGeAQDmmZH1PtQrYGRnAoAXIzk8N+lKDkZPGPSnKUPHelIGecf4UAM3AADmnHk8dexppU/wALYx7ZzRnnG4AUAKCGPPP9KawByST9MU0AZwoHuQadsbOd1AAowvB4PY0A47ZFNJXIAYZ9BkUM4QhcYoAdnI6U7cMjP6CkVhnOaQFc4HU+lAEgzjP8Jo6d+vrSEjI/rQzAjjGaYBllOR078dKazEgYbPtxQZCF65qEONxJGD0GKAJSxAP8xR0HJz/WolcBiWbmlH3s5+lADjg84NN5HQZoCgHphjTgfm5HHtQAnTk4pMjAbpmlbAXIY8+tNQEHpn8aAHsRjHP1zScgHJOaUoQoIzn3pQjFfmA59DQAwSkLgYP1GKVirgMAT9OgpHQgkYxnvimR5BIbJPuKAJRgfh2pOD6Y65oUADkUhHOeh796BgCMkAn8KcQSAf0NN5xxil8xunX6CkA7Dd+MdxSbiVALEZ6UZ/h7jrQxyCeeDjFABnjaSM44pADkgn8utBzjjBHpSB+OvSgB5I2g7h+WDRu3L1B96TAPOePTrSgAnAIx6UAG7IHTNPjPzc46cVHwT15NKhAOM7vqelMCjwOFyOOnSl3+5z6CkY7ucZ9M0qcjOMGgAz680fKDnOSe3rTmwOMCkzzgc59KAFBDAA49QKTOCSTik2k8lunoKPmB4APHrQA7BBIB69M0Hp8w60gBBzgg4/Ol5yATikA1t3/1+lHbaAcetP7Y6U089z9MUAAfcSMYx6UEZ4JxjtQNpG45NHy9Oh6+5oAd24GccU3AH3QRx1pMEjA7e1I4z/e989KAFbIOR19KGZieV5PTJoGQpwffmk2lTlScrQAqq27kdBz7UpHPIOR3NIdxPUdaDuL9cduKAFGc9z68daUk7jg5/wB2mbSB1IpcnBLct655NADw2Djpn1ppZgSwXA9RQFByCDnvz1pdrDgcr6ZoAXlgNo4PXNKc7cDvTVUEhtv3e9KcYHHB69qAEL4yuePQU9eRkfL9aToPujFBJYHOeOcUABckjjHuaFbA4IIpu7nGzGT1NO6dSRmgBCxBwFBHfNK5bGTzn1ppOBxySO9JnDbM8Y644oAX5sgk4HoOlOYBgDxkfpTcnAAPfpmkAAJVSQc8g9KAHJu37QAvufWlLBhtPXuKaXLMQxByOmcUgXHzHJPbmgCTPyDJ+lIz7ARjHb3ozyV6H1puflI3cmgB2WLbcrjFKWAPXA9xTCCOcY/DmnAFueeAOR0oAM/NnIGfQ075jjng+nWmKG3ZYDnuKcTkEKT9KAFYE5BOKi2knkkdv/11IGBDZpMjcFJNIBUwPl4yO+MZpFIIIL4zTpD1G7BppwMYGMdDimBXuRKYgkJEWT97qBWFbgjUVdropKH24Ucn8a3rzDW8gKFxjp61ykLlL9MsEZW4JPC0COyVRtBckk8daf6HH0zUcZDKGUg5H5+9OYKHy24fQ9aAFbdt5JHsKUAg8E0zPAIGOafktzkj2NACMB2UE0vIIG0qPamg/Nu5PGeR0pRgkgcUAPGW6tkU5GIP3PbPSogCucj8qcTtXI6DsKAHOSMEc59ulICzHd+YoGMbsgEcZpp+UfL83Pr1oAfxnJHXsOaCQeccg8ikjcHPOPrTuT/Dj8aAF3gEnPPp1xTtx6gijKhQcc+/FNP+1+Y60AO3YPQDj0peGXk4+lNzg45+tJ04A/A0AOCKp+Uj+VGRnP54NJkEZ249qZjcM5ZQOxoAcxDLw3foRmmIVLZbP0J6UhLKCUJI96cOQNw5+lAxQu3rilBVen0wBUbA5xt5HfGaQMc5OeP73GaAJQBzg07ODwg57ioVZVzj07c04O3BwAtACgk57UgBDg5xS8Z6/wCNGQDuGTz3PWmIeTuyDtNAC7iQSD9KQtjAIwaT5SeQeO9ACkHB5z7+tRkDHGc08gqmRjHv2puCx7gY496AI12g4JwfTNPyQ2Bj1ApCuGBb5aR2UY55PWgCQPJu5/LHFRS53YOMk04MdpAz+FMPznBOfcUAOVtp4Y/Qmn78nkEVCSVbLAkYpQ42jPf86AHjGeXwBShjuGMj39aaSpAABx6UjMgABJPpxmgCUHJOQB689aaSGG3OCOnNIc5/vcelKGBHAA9B6UhjWYp1JJPAPpSgnHCnB7DimNhgQVxz1FKGyMISQPUUAP3fu8nBx60oCNye3pTMEksQOPWkB28qCB1A9aAJN+DkEkHjpQW/iH49s0wtuGfvA9yKUOvQkhuwHNAEgYMOozTlUM2OCfriowcjkZp8eAeARxTAptg4wBt9DSMWBHX2IpQOcBQcChjjHAGfWgBvzYOBg04MSQpU0cqD82QenPSm5zkAZoAczFfu0EMQMg4x69KUZ7gCgkAHB4PegAAwORSMxAAH+RQCSTt7daQgEAnkZxkUABPQZJ
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" alt="Технологии укладки асфальта и их влияние на долговечность дорожного покрытия"></p>
<p>Современные технологии укладки асфальта значительно влияют на срок службы и качество покрытий. Использование геосинтетических материалов укрепляет асфальтобетон, предотвращая образование разрушений от нагрузок и атмосферных условий. Применение полимерных модификаторов в асфальтобетоне улучшает его эластичность, повышая устойчивость к деформациям при температурных перепадах.</p>
<p>Технология горячего асфальтирования, включающая нанесение асфальтобетонной смеси при высоких температурах, обеспечивает более плотное и равномерное покрытие. Это способствует уменьшению водопроницаемости и увеличению долговечности покрытия. Прецизионное управление температурой смеси важно для предотвращения раннего ухудшения качеств асфальта.</p>
<p>Системы контроля укладки асфальта, такие как использование инфракрасных датчиков для мониторинга температуры смеси и её равномерности, позволяют оптимизировать процесс наложения асфальта, что повышает его прочность и уменьшает риск появления неровностей покрытия.</p>
<p>Технология холодного асфальтирования, хотя и менее распространена для основных магистралей, является экономически выгодной для ремонта поверхностей, поскольку не требует больших энергетических затрат на подогрев. Материал холодного асфальта подходит для быстрого восстановления мелких повреждений, продлевая периоды между капитальными ремонтами.</p>
<p>Прогресс в сфере дорожного строительства также включает технологии рециклинга старого асфальта, позволяющие снизить экологическую нагрузку и экономические издержки. Переработанный асфальтовый материал, используемый в новой смеси, сохраняет высокие эксплуатационные характеристики, что делает его востребованным в строительстве транспортных инфраструктур.</p>
<p>Активное внедрение и использование всех вышеперечисленных технологий способствует повышению качества и продолжительности эксплуатации асфальтобетонных покрытий, существенно снижая затраты на их текущий и капитальный ремонт.</p>
<h2>Процесс старения асфальта: как качество материалов сказывается на прочности дорог</h2>
<p>Качество используемых материалов напрямую влияет на долговечность и прочность асфальтового покрытия. Использование низкокачественных сырья и компонентов приводит к быстрому старению и потере первоначальных характеристик асфальта, что в конечном итоге снижает его способность выдерживать механические нагрузки и атмосферные воздействия.</p>
<p>Один из ключевых аспектов &#8212; наличие достаточного количества битума высокого качества в асфальтобетонной смеси. Битум действует как связующее вещество, которое обеспечивает эластичность и водонепроницаемость покрытия. Если концентрация битума недостаточна или его качество низкое, покрытие быстро теряет свои свойства, становясь хрупким и сухим, что приводит к образованию трещин.</p>
<p>Также важно обеспечить правильное соотношение компонентов асфальтобетонной смеси. Неправильный выбор или пропорции заполнителей могут привести к ухудшению адгезивных свойств битума и, как следствие, к понижению общей прочности покрытия. Кроме того, применение переработанных или недостаточно очищенных компонентов может содержать примеси, которые ускоряют процесс старения асфальта.</p>
<p>Способ укладки также играет существенную роль. Неправильная или неравномерная трамбовка асфальтовой смеси способствует образованию воздушных пор в структуре покрытия, что снижает его цельность и прочность. Качественное уплотнение предотвращает проникновение воды и воздуха в покрытие, значительно увеличивая его срок службы.</p>
<p>Регулярное техническое обслуживание и правильный уход за асфальтовым покрытием, такой как своевременное ликвидирование любых повреждений, а также применение защитных покрытий, могут значительно замедлить процесс старения асфальта и продлить период его эксплуатации.</p>
<h2>Способы диагностики и ремонта колей и трещин на дорогах</h2>
<p><img decoding="async" 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" alt="Способы диагностики и ремонта колей и трещин на дорогах"></p>
<ul>
<li>Визуальный осмотр – специалисты оценивают общее состояние покрытия, наличие разрушений и их характер.</li>
<li>Использование лазерных и инфракрасных сканеров, которые помогают определить глубину и объем повреждений.</li>
<li>Применение дронов для съемки больших участков покрытия, что позволяет точно локализовать проблемные зоны и спланировать ремонт.</li>
</ul>
<p>Для ремонта поврежденных участков, используются различные технологии:</p>
<ul>
<li>Заливка специальными смолами, которые восстанавливают целостность асфальтобетона и предотвращают дальнейшее развитие разрушений.</li>
<li>Холодное фрезерование – удаляет поврежденные слои покрытия перед прокладкой новых слоев асфальта.</li>
<li>Горячее фрезерование – применяется для более глубоких повреждений и особенно эффективно при условии полного вырезания разрушенного участка и его замены.</li>
<li>Инъекционный метод смешивания трещин – подразумевает впрыск в них жидкого пластика, который затвердевает и восстанавливает первоначальные качества покрытия.</li>
</ul>
<p>После завершения ремонта желательно провести повторную диагностику для убеждения в качестве и долговечности выполненных работ. Такой подход минимизирует вероятность повторного возникновения разрушений на отремонтированных участках.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Как устроены дренажные системы в асфальтовом покрытии</title>
		<link>https://aktaustroi.kz/kak-ustroeni-drenazhnie-sistemi-v-asfaltovom-pokritii/</link>
					<comments>https://aktaustroi.kz/kak-ustroeni-drenazhnie-sistemi-v-asfaltovom-pokritii/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:26:49 +0000</pubDate>
				<category><![CDATA[Дорожные покрытия]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-ustroeni-drenazhnie-sistemi-v-asfaltovom-pokritii/</guid>

					<description><![CDATA[Для обеспечения долговечности и безопасности дорожного покрытия важно правильно организовать отвод воды. Водные потоки, оставаясь на поверхности, приводят к разрушению материала и ухудшению эксплуатационных качеств дороги. Современные решения включают использование пористой асфальтобетонной смеси, которая способствует сквозному проникновению влаги и её последующей эвакуации через специализированные коллекторы. Специфика конструкции такого водоотвода лежит в его залегании непосредственно под[...]]]></description>
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
ab/x7N/12l/9GNQBbooooAz7kWKXYlng3TFQN3ks3H5VWuZrVAbi1SVZ0+bCQuvmeqnjnNbNFAGTHdS391NHDOYVjx8rQHcwI+983bOR+FU7/TZrOzDx6jL5aSR/LI3C/Ov5D8KtXlvNNqxMDqjLAvzZIP3jxkVQ1B/LSEMWWQTKG82aRxvDqcBR1yDke1AFu1tIr26El3G8jQxqds53EMwyeOnA46etaU1jbSqB5QUr91kG0r9CKpW0r3hW5imhgnI2Mm4SK4zxnoR3/Opp5L1IiZJIIR0BjBdmPsDjn86AI47i5mS3iWRY2berSsm4MynHH15P4U19KuPNaWPUZkd+WAGFJ9cCni0uzaLCPIWNQAqMpLLjodwPX6CqtwslvG63LyM4Abd9pdU25wzHGPu55FADTA146Wt28kqmUqcv8jKoBOOBznjnPQ1rCwtBF5QtognpsFZ8MwucW/mQx+QQYpYzt5/3G5xj+dXC1+oOWtdo5807hx/u/wD2VAEDTSWiXMEbE7ChRnywjVjjn6YJ+mKWfTbi4ZZG1CRJEyFaJAvHofUUltFdOJJIpIyJG3F5Yj+84xwARhceuc1Ebae3ZRPI/ksdq+VMyhT2HsO3X0oAinW5ti8U1zLMBHu+VyBnIChu4Bz/AHuxrRs9MtLSFY44IyQMMxXJb1rNtrpSiwOIWjuMiUGRgydiCzfeI6etaKC+jQCKWC5XGNz5VvxIyD+lACeWtjdxCFcRTblMS9AwG4EDt0I/KoVt7nUrRWmu/LV/m2xRgFDn1PcUqi6lvNyyxvJGpXd5f7uPOMjrlm4HfimT2t6rPNuBHV1gdoy34c80AMe2vLVowb6WVXdU4OH56nkEHA57VLpthaupvHhWSSZshpPmYL0HXv8A1Jqr9rFtPJLEUkKgBVlldmdSAQwY8KO34davQpOoZ7SWFkc7zE3IUnrhh7+1AC3sEdrG15Agjkj+dtvAcdwR3OP1xSsbm5uJ40mSFIyBtMe5mBHXk9O34VHcfapWSKVotxYMIIxnOD/Ex/hz7UXFrfSlX82HevRow0Zx6dW4oAhOnXNpEWi1KTy0HSQ4Cj69vypttZxX10JrtHkaKNflnOSGYZPHA4GB09ajeTY8YdmDgnd58ruu9cfKFHXOcj+VWreSS7IuYpIoZyNjJkSKwHToQR1P50AW5bC2kUARhGUYV4/lZfoRVZLm5nW2iSRI3YOHkKbgzKccfXk/SnTS3qRkyPBAOgKAyMx9hxz+dMFpdm1WFfJWNQNqMDuXHQ7gevfpQA19LufNaWPUZFd+WULhSfXAqv5DXrJa3ckkoMpBy/yMqgE4wBnk45z0NLP5sCOty8vmDaQ32lghUnBY4A6Z5FSwzfasQB4YjBgxSxnAJ6fcPOMfzoAvf2faCHyhbRbPTaKpWpFle3ylnkBaMRL1b7v3ffv+FWma/UEE2oUc+aSwx/wH/wCyrPj06ea4kvIbl1eXGXbjfjptX+EfzoA1IYmVvOnIaZuOOiD0H+eaaFO43V2QmwZVSeEHqfeqBgu4HH2i5mKudoZJejdhgrxnpmqiSNcyQLLdOysdxxPt8o+hyuGI9P0oA2I0a7cTTKVhU5jjbv8A7Tf0H+RLDKbhiyqPI/hbux9R7fzrNfTr1o9n217mNu7SeWT9cKQf0pq2l5K0kS6hM2BhipwkftnqT+WKANF3a5doomIjBxJIO/8Asr/U/wCQM3P2W1wm0YZgOIx6D3rPNlfW6BhPI8cY+7HJtOPYbTzVeW5kRpDHdSMqkbUM2GcEAhs7cKOe/wCdAGwWEAFtbKDKRnnnH+03+ear3ix24tY8lpJLhCSfvMc8k1BHp9yu6W2v5JA53MjSDr/vAf0qpe2lzHNCWu5BLJMn7pX3HGe7EcD8KAN2Vo7fMrDMjYX5R8zH0FMVREDc3TDeBwByEHoP881QbTL/AHiT7YXcDAO8rj9DXP6Pc3k93fC6u5VMVy4jMkxYAj+FQByf84oA69ULH7TdYRU5VGPCD1Pv/Kqk0ZvtRhZw0aeTIYiCVccp83/1qrxW0+oQpIt9LGysT5RkV1b0PAyKlMF3A3nyzhGClFJcynnH3VwvPA9aAJo7q4nFvGjpG7h98jLuBKnHy89+T9KY2mXYlaWLUXVnOWUJhSfXFOFrdm1SJVgSNQNitu3rjodw71WuDLAjLcySmQYOftBVNpOC2QB07j3oAb5LXzpa3cksoMjZy/yMq4zjAXPJA5z0Nav9n2Yi8oW0QUf7P65qjBKboiFTFEbcgxSxng9sbTzjH8+DVsvfqCCLUAdZSWAH/Af/AK9AEBnktFngRixRk2PJlgisf4j7YP4YpZ9OuppVkN+0cijAaOMLx6Hnmkt0unWR4jEyytlnlQ/vOMcAHhcDv1qIwXMDKszyCJjtTypyArdl5XIB6dfSgCKf7XB5kM1zLL8mRsbAySFUNxkdf73Y1oWulWdrCI1t42OMMzLkt69az7W6WRBbskTx3IPmMJTuTjuzfeI9uR6Vor9vjUANBcrjG5iUP44yD+lADNi2F3GsQbyZgy+WDnawBbIHbgEflUXkXWo2iO90kYfDgRR8of8AeJ6ilUXUt3vWSJ5I1K52HZHnqOuWbgemKZNb3sZeXICH5nW3kKlvUgFTz+IoAa8F9avGrX0kqu4T5cB+e+Cpzjr26U/TdPtZE+2SRCSSY7gZDvIX+Hr/AJzVb7WLaeSSLbMy4CrJOzO6kAggn5VB/wAmr8UdxGpa1eJ42O7yn42k8kBh757UAJdwR2cbXduvlNGdzqnAcdxjpn+tOY3N1NcRpLHEiNt2tHuZhjr16dfyqK5N1K8ccpiyWDCCPLZwc5Zj0XOO1LPbX7sHDwCRRjfGWQ49OjcUAQmwvbOItHqTtGgziTC4H1wf5U21s4765867EshiRflmPIZhuPAwOBgdPWo3m2vHvdtwzuFxKzLvUj5Qqjk8gj88Vbt3muv9KhaOGVhtaNjvDAHg8HI7/wBaAEs7C3ktCVQROJZQrxfKy/O3p/KnRXVxOLeNGSN2Vt7su4FlOPl5HufpUFtLeLZNuaGBTLKNy5kYtvboOKmFrdm1SFVgVFA2BiwdMdDuHegBrabeLI0sWospY5ZAgCk+uKr+S99IlrdySyDzG3fP8jKuM4wFzyQPzpZjNCjrcyy+YNv/AC8bU2k43ZCg8HrUtvI10ViQRQtb4McqHKntjaecY/8ArGgC8NOs/L2C2iCj0XB/PrVY3Etqk8CtvZHTY8hLBVY/xH25/Spme/VSCtsMcmUswGP93/69QW6XTrI8ZhdZTlmlQjzOMcAdFwO+c0ALPp93NKsgv/LkUYzHFjI9DzVWf7ZF5kM9zJJ8mVKMAMlgqhvlyOT/AHuxqQw3UDKk8kgjb5UEU3APZeVzz061FbXCyoLdkjkjuRl2WU7kyP4i3UjjpyPSgDQttJsraERrbxtxgl13FvXrTdosLtFj3mGVSBGCTtZRngfTP6U8fb4wAPIuB2Ykxn8euagUXUt3vV4XkjXb907I8nkerNwPTFACeTd6jaRu90kW7Djyo+UPsSetRvDf2rxq988qO4TK7Q3PfBU59eopZoL2PfNnbH96QW8hBPqQCp5/HmoRdm2nkeMCdl+VVknJdgcEMP4VByP8aALGnadayx/a5IvNkm+YGQ7yF/hHPt+tS3cEdkhurdfL8tgzohwrjv8AL0zz+dLFHcwqTbNFJEzFhG3BXPJAYZ7+1R3Bupnjjl8oEsGEKZJOO7N2XPt2oAlLXF3LcRJJFHGjbNrxbmbjr16VVayv7OEsmpM6IM4kwuB9cN/Kppre/kdXDQLIBjfGxQkenIaqbzFZIt8jFhkstxKSodSPlCqOTyCPzxQBLb2UV/cma6EsvlKo2zHkMQGPyjA4BA6etXpdOt2X91GIJAMK8XyEflUFu09wPtcPlxSOu14nO8MAeDkdOv8A9anTzXqxEv5FuPu5BMhJ9hxQA2O7uLj7OkZSN3Ri7uhIJU4wvP1P0pjadfJI8kOolS5yUEYC59e9O+zXhtUiWOBUQDYGdg6Y6HcB1qvOZoVZbmabzQV/5b7U2k43ZCg4B60AP09pn1TM8ruyxSJ1BXhl5BCj/Iq3e6dFcN5oRBOo4Yjr7Hv+Paqmn3Jl1RI/KRUit2CtG3yt8y9Aea2qAMaK9lhjmgIbzo3UKZsttVj1J7gc8/SpZ7C8mlWUX4ikUYzHFjI9Dk1burZLhOflcfdYDp/iPasndcwT/Z7mSZA2RCI5Rh/QDK5/U4/WgBZzeR74J7iSQ7Rt2MACWbaob5QV5Pr2NX7bSbG3iCC3jfjlnG4t781QtbgTRi2KRyR3Iy8izZZMj+It1PTp+VaAOoRgLiCf/byYz+I5/SgBnFjdIsfmNDKrYjyW2sozx9Rn9KiMN3qFnG7XUcW7Dr5UeSh+pPXtSj7XJdl1aF5Y128AiOPJ5GerNwPTFRyw3sReUny487pFt5OfdgGXr+NACPHqFs8ayXryJI4TKBQw99u05/On6dp1tLH9sli82Sb5wZTuIX+Ec+361XW7a3uJHQCdkOxVknzIw4ORxtUHI/xq/FHcwKfs5ikhJLCNvlKZ5wGGR+lADbqCOxj+1W4MQRgXRDhWXv8AL0zSk3N3JcRK8UcSNsKvGWZuOe/Tmo7hrmV445BECWDiGMliccjc3Zc47dqWaDUJHV1MKSAYLxuVJHpypoAhaz1CzhLLqLSxoMkOFXge+DVrRWZ9NVn3bmeQneMN99uorPeVlaMu7MQCzC5l+UMpGVwq8noR+da1hIslqrrH5W4limc4JJzQBaooooAKKKKAOb1bxBDpGtMslpdzFoF5hjyPvNWLqXiiG6mV1sL9I90e9TF/rAHzjr+X1rsef7WfH/PBf/QmpNRz9nQ5PE0X/oxahysBzcnizTJRiTRLxuMDNup/rUVr4tgimkeaw1KQBsQZjzsTA469c559MV2eTn2+tGSB0Jpe0Q7HMf8ACc2v/QM1H/v0P8arX3jCG4WMRafqEbo27eYQSOD2zXYE45ycUAjPvRz62EcfH4t0/wAlUl0a+c4y26ENk9+Seai/4Sm0FygTTdRWzwS0IiGC+Rg4z068euK7Xgjk0cYGD+tHOM5j/hObX/oGal/36H+NMufGdnPaSR/2bqJLoRhoeM/nXVAc5yfzoGeeaOfyA4+28VWSK4udP1Gdzxva3HK/TPH+TTZ/E9ioVrHTtRt3LKHKW4Xcmfm79cZxXZfMPcUZOR6Uc4HMx+NNPijCR6bqSqvQC3H/AMVTv+E4sf8AoH6n/wB+B/8AFV0maM8AnNHOI4y38U2iXDNLYag0W5mRPIGEOfrz1/DmpZfFGlNlo9K1CKUcq6Wyhgfrmuu7gUcEdTRzjOTsvGFpDAvm2OpNcMAZXEA+Zsc9+npVj/hOLH/oH6n/AN+B/wDFV0g6dTQMjqSaOcRxlz4qtprwSLY6iIiqq6+Rjfyff0P48ip5PFWjycPo183GMm1X/Gus+b1oBJNHtBnH2niy2jmkeey1OQq2Icw5Kpge/XOefpVz/hOLH/oH6n/34H/xVdJnBwT+tHIHT9aOcDkb/wAX2twkYhstRR1bO5rcHAwR0zzSx+KtKMKrLpF+7Yy262Dc9+Sea60+vNHXI5FHOBxv/CT2S3KqlhqQstpZofIGN+Rjv068euKvf8JvY/8AQP1P/vwP/iq6T+HANL1wc0c4HKXnjSwktpIzp+oZZSAGhAGcfWq9v4u01UYXVlfTOTgu0C8j6Z4/ya7Ic880AnHJ5o9oBxVz4s09QpsLK+t2LqJNsIUMmfm79cdDV2PxxpcUYSOw1BVXoBAP/iq6j0wenvS9T1o5wOY/4TzTf+fLUf8AvyP/AIqs+DxbYJcM01levFliieSMJ8x9+eD+GTXbc8nBo9OTRziOOl8WaOVLQabewzDlXS3VSD+BqJfF9l9lg8y0vjc+YjzP5Q+Zh1xz+Qrtj14/GqmoH5IMf894/wCdHOBif8J5p3/PlqP/AH5H/wAVWZ4UZ7yTV7xBJ9ma63tFj5mU5z9CB6deRXc54yT+tcp4Vs4Lm71ppk8zF62Ax6VSlcDd/wCJTcLn/RG/75BqPSSbiS4mdzKsUzRwMTnCAD+uee9TSaRYvyLdEcdHA+YVDo8pDyRvjEpMkRAxuA+U8fgD/wACqgNas7UkaaS3hiYLMxZg5XO0BeePTkCrc86QLlz14UAZLH0ArOhhfUrhrm4ULb7diRg/e5zkn06flQA6FtNeMJOsKyj76TYLBu+Sev1qOIRSaqtnC4e0WIyNGpyobcMD6dTj6VbfSLB12vaREe4qlEostUwhBgTEbHGCpfkZx16Dn/aFAG3VPUyBYTZXcSu1R6seB+pFWWdUQu7BVHJJOMVlyvLqdzHHDmO3iYO8hHzN6Aenr+R9KAFjFtBI8OoNE0p6PKAA6+w6D39+e9RXjW8DQDT5EjeeZY2EJHKk88Dpx3q7/ZVlt2+TkehZv8ao3lklk8K2Uaglt/l7f7vzcHr7Y96ANmKNIowkahVXoBTu1MikSWJZEO5GGQfaqF9dvMrWtnhpJMpv/hX1+uP0/SgCtb+VGUnutv2WVmMe4YWP5jjP1HT0/Gprj+zYoHuIXgjkjUsrwkbv06/Sp4tKtlQB1LuBgtuIzVe9061tLeS4giVJFHpneegH69RQBa0xD9iimk5mmRXkb1Yj+VXKqaax+yLE3Dwfumx6r/iMH8aLy9S2UqAXkxnYD0+vp/nFAFO7UtezyKCYYggmVRy/XOPoCPqOKm2aTOuR9kbPcbQaba6aHjMl988rsX2gkBc9v5flT5NHsX5EIVx0fqR+dAFTw7ieO4lZzL5V1NHExOcLu6/U561uVh+G2CxTR5DLLLJKjKuARvKnj8B+da00yQJucnk4AAyWPoBQBU1JGmkt4YSFmJYhiuQFC85HpkqKjhOmyoFmWASj76zYLhu+SaZHGb6drm6Ijtyu1I933hnOSfT/AApZrfRduJmtsf7cv/16AGxrC2qizhfdarF5pjHKhtwwM+nfbWzXMR6rplhqYA1C18lV2Z3qCN3PbrjaOf8Aaq7J4r0KP72pQn/dy38hQBe1MgafMCNxK7VH+0eF/XFVYlto3ki1AxGbOQ0gADL/ALI7e/vWJf8AjHSbi4jjW8KQRvuZ1jYs2PSmHxL4aKYW3uZQPSNj/M0AbN55Fu1uLCRY2nmWNxCRgqep9vrWvFGkUYSNQqr0ArhpPEFpHJH/AGbpN9jeH2GADpzwev4Vpr4rvpc/Z/Dl++Dglht5/KgDqaxLcRLsmugotJSxi3D5V5O3P4dPSs641nxFcwSRweHXjLqV3PMOP5VXSPxI6AHRLXdjBaW4P8g1AG9dLp8VtJcWzQxyxoWVoSM5+g6/SrWmqTZRTSDM0yK8jHqWIrkpLLxJGwdLTSrdnO0KoLFj+OeferMcHitAYjqljEkCDeyx5C8dMletAHYVkXSl72aRVJgi2LMFHLcHOPoCM+o4rF+weJZBGH17bJL91FgAO31PpUjeEL6Ukz+Ibskkk7V28n8aAN0Q6VOBtW1YnoV2g/pUWlMbhp5pXMgilaOFm/uDHP1681zR8H2kjNNNqV9LEDtVtw3SN6LUyeDNPGIXnumcfNKxm+WNfTp1/wD10Ade1zAn35o1+risnVdRsWeFEv7NJCW+d5FKgbeh+px/kVn2ngvRZXMzWshi6IryNlv9o/4VoJ4R0FOmnRH/AHix/rQAzS9Q0271KIWU8TSm3beAwZydy9T371v1Qs9H06wk8y0soIXxjcqc4+tX6ACoLm3iuoTFKuVPPoQexB7Gp6KAMoQQ2zlb9Y5FY/LNIo2/7pHRT/P61DeCG3e3WwdYzcTLG4jPVT1PsfeteSNJY2jkQOjDDKwyCKwbmwbSiJrZFe2jYSHI+aMDnGepX+VAEMmo68s81vp2iwmCFyiu0wGcd/1zUT33i8uiCy06NnPALkn6/erbs5QI7uWNTLmYsoX+LKrilMUwcKzhZZR+8lB+6B/Cv+fegDl1tPErLIZJ9NSGM4/1e5c5+6BjnHQfXFOj0bxCbiPbqdvbzkbmEMAGxffAx+H+FdHIRDF5xEapEdkEecgHpk46n2H9akW4trK2WaSUsJfmMoUtv9+OlAGGvhvWAXeXxNOhblmSLH9arf8ACPXUib5de1KXzDiFQ+0v79eB/Su
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alt="Как устроены дренажные системы в асфальтовом покрытии" title="Как устроены дренажные системы в асфальтовом покрытии" /></p>
<p>Для обеспечения долговечности и безопасности дорожного покрытия важно правильно организовать отвод воды. Водные потоки, оставаясь на поверхности, приводят к разрушению материала и ухудшению эксплуатационных качеств дороги. Современные решения включают использование пористой асфальтобетонной смеси, которая способствует сквозному проникновению влаги и её последующей эвакуации через специализированные коллекторы.</p>
<p>Специфика конструкции такого водоотвода лежит в его залегании непосредственно под верхним слоем покрытия, что способствует исключению воды с поверхности в минимальные сроки. Эффект достигается благодаря укладке слоя геотекстиля, который выполняет роль фильтра, пропуская воду и задерживая твердые частицы. Под геотекстилем находятся дренажные канавы или каналы, которые направляют водные потоки к городским водоотводным системам или в природные резервуары.</p>
<p>Перед укладкой пористого асфальта рекомендуется проведение тщательного анализа уровней осадков и типа почвы на местности. Это позволит предотвратить перенасыщение системы и выход воды на поверхность в местах с высокой влажностью почвы. Каждый слой водоотводного &#171;пирога&#187; имеет своё предназначение и должен соответствовать техническим требованиям, способствующим долговечности всего покрытия.</p>
<p><em>Таким образом</em>, выбор и установка качественной системы отвода воды заметно увеличивает срок службы дорожного покрытия и способствует безопасности дорожного движения. Разработка и укладка таких систем требуют не только инженерного подхода, но и учета климатических особенностей региона.</p>
<h2>Типы дренажных систем используемых в асфальтовом покрытии</h2>
<p><img decoding="async" 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
f7fFOBIILH5RTm2t98A/hQIQImPUH0NKy578+hpnlJn7mB/snFSYkUZjmxjs3NAAsZbuPwpwDEfNxTDJKOWjV8+hxQLhAdrRuvuRkUATBSVwMD3qMwruLZ5x2pwmjLBVkXntSlGEYLKUGeR1zTAb8+wYZlx360Ezqo+dHBPXoad8qHeSFUdSTgVmXeqIgKWYDN/FK3Cj6UwL0l9DBKIrk+S579Qage/t0ka4N58oXbs7A1zslz5rszBrlv7zcAfSoG+Y7p2Vuew4H4U+UTZp3mu3FwGSDbsPfHH51mvHJK2+eQyMOxPFKkkbrleVHoMVXuriKykUzrKWIyq9sU7CuTssn3QFPoGOAtMMkI2iSZdw67Dzmqv9rW8yMjw5jb7wJ5/Oo006yuCzRXQgJ+6jHOPxqkIddJqEzgx3AmU9EjODiqjS3lt8kiyqufuN0NTvY3drzFMjemGwTTWutQjUiYSY9cZpgI17BICJrVCe2ODTFispickwD65pVvbdlCzW4Zu7d6XyrGUAJI8R9DzSAQWEinNtco30ODTh/aNvyVZh7c0hsZAMxXETqT1zjFJuvYiQu8gd15FAC/2hk7bm2VieuRjFN/0GZhuHkj/ZNC6iy8SxLKe+4c0NLZyZLWu3I/hbFAhfsUZGYbtR/vU9YbuLBjlRi3QBs04abGxDqZEjK5BznNWoRFAqR7wSMjDdTQMbCly0TC6z04A5qUZQfukQDGDzjP407yQ3O4qB1+bApgnLlks1V9vWZ+EX/GgBSTFEHuGEQ7d8/SmOzNF5jP9ktz/EwzI/8AuinW9pLPJvtk+0TDrPNwi/7orbsdGt4ZhLc5u7g8lm+6v0FK6RVjFtLWaRMxQyQ25PzP1kk/HtW9ottp2nRErG/2hjkyTDp6YrZz5YyB6DCjjFLhs9cjOfmGc1DkMas0cvzGZC3vRsIOQRz70pVC3+qRjnPSnBI2OAAD6UhXEEbkdR+dL1HXkUhhVuqnjpijYUYgHaPTNADhnsQBSYyRyT7YprIy84/KlAZe/wCJoGJjJ+6abuCnpjFOdScEuQOx9ahkljh5JDseAAckmgRMoZvm2gAdeeB+NVp712JjtlMjnjfj5c+xqtO7TkC5faq/8sYzwPqaZl5OACOwA4AppAXbbTI7ZllvNstweSOqr/jU81y2QADuPr6VlpO5LR2biQqfneQ4jT6epq8jW5ZoyZNzfMXIyPwqgInbD4YncfXtTCjksMZXoPb6VM8SO42vuJ9aQWN1EUCusybsvg4IX0piIxc/ZwxdWYIQMqu4ketaH2aG427RDIrD1xke4q2GtiqpvKjGAHFVZLFHLBFt239drYP4UATxW01vxDJKvop+YD6U1Zr2MtvlikHpIu2oWgvIUxG9wqDoAc4pFu7wEIZI5B6OnP40xFgXjAZms93vCc0ovLWTPmiWH/roOKiN9sYrJaIfdH60r31lt+eKWL6rQA8W9hcHMUkJI9sGg6fIMvHcSAD0kyKheKymjaTdC2BkDPJqnM0MUaG1Mqgj5lJ4FIZaumuYo9jXCz7+RheQKoyTtIB5khIHCg800OqqSeMDIO6oII5tSb905jt+jTgct7L/AI0AG+S4m8i2QSy9yPux+5NaVvaw2KNJ5m+U/enbqfZfShRDZQ+TDGAoHTux9Saxr7UzI4SMh27ei0XGWtR1HamxDhfQd/rWQsNzcln8oyNkYwcKB7VdsNPWdGurpndT0jU/f+vtWqrlECIuxP7q9qhsCBJDDGqfZZo0XgALx9aljnt3H39p/wBoYqYTORgMeeDRvZhyAfrSAYVQ9GU+2aCCO35c0rRoSMxoT6im+SuM4IPsaBi7eOc/yowM8cfjTDEwOfOdc9jzQUmVflkR/bGKQEmCTw1IyowwY0b6ioi9ynW2DD/ZamG72nEltMn0GaAJvIizxGB/unFJ5QGT5kiKOuTmoP7TtGXiY5zjBXnNVpria/kW2tEyxPT09zTSuA9L+6uJDFbBZJSdo4xj61r2VmtmrMz+bdSD95L/AEHtSWNnFYQFEId34kl6Fvam6hqEGl24ln5bpFEOrn/CrSJYX97Bp9v5s/O7iOMdXPt7Vxd7fTXty00xzIeAo6IPSm3t5PfXLXFw2ZDwAOiD0FUpTN/yyKY7560xDJbrDFXjOO+RUQNox5+Q1KZbgDDISPakMqdJICo9SKYhqxRZylwR9DmnGOcfdlB/3qaTaOecL9OKckUROY5yPxoAM3OMNEjilViBgpLGvoDwKkCzDpJuHvSgz90QjvQBGjwxybgAGPc00w28h3Bznvg09pn24khYgdaYZbc8+SR9BQB6GGY43Y6daASQcs3PXBprrIf4wRQEbJwCa5zURl3DJAI9SKj+zQE58sq396MkVP8AMDgITSsQqlpGWNccl+AKAK4tpY2/cXzg/wB2UZqK5uL60QvPHE65xuU1J/agkBWwt3uGAx5jDC1H/Zf2iVJ9QlMzjkJHwq0ALHqLzEJBA5YDIPY1OkVzMT9qlKjGdkfUfU1Mi+XGqoAgHZRUigA8A++TTAjSytcY8oNxnJPNP+xxBgUeSP8A3TT8sXJAzjpSDduLHj60CFaNx8vmxsO2RSlCACygj1XpSrtxgryelJ93G0YPvQAxkBfaVYd8gcUiAMflOTViMu4KdhyfenbEbqtMCLy8djTGKxryVwOealltnAP2e4aAkfeI3A1Cfty7VlignZR95e9ACqcnpw3Q9qXgHGOewqtJqsKMwltnjkU/dzxVG51m4w3kottjo785p2A1Zvs8Kl7gqvsaw7nUmS4H2RpIox0DfMDWZPdyzu29zMx/j7AVGsakZJLqvQbuBTsIsz3887kOzSfQ/KKgd2kx5j7voML+VBGVwp2N2x0qA3EERImuQ7ntjpVWESnzvupDnngg8KKkwhcKWUN2z0NU5Z4LqLYszxOO696qDS73YJEIlBPTdzVCJ7641GKTaI49p/hi+aoU1aZF8qUkIfvIV5/Whbq+sSTs2g8ElakbVzIP3sUe7GM7QSRQAGbSrhSHtzE2OCneoxY20pxbzGPH/PQinKumzD5i0b+opG01W5trpW/3utACtY30WGjIkx/EppPt95ESsyMcf3hSC1v4M7Axz6NQNTuIwVmG7PXcM4oAUahbS8T26n6cUhisJmxEHRj3zgClF1bXBzcxA+mwYpTa2D4MU7oT264oARtLl+9BOkgxQDqNsowCV/2SCKYbKQOoguA+7p1GPrVu3geNJPOfzM9FQnAoAhguriaQAwghjgsUwBUi2kKvnylZ8nPpVgs23CnjsO1NLCKPdPLtJPyjHJ/CgBiR5OI1kQ47N/KlLywuEV1mmPSLZlvz7VJIriIPO/2O3P4yyfQdq1dM0ae5gH7ttOsnHU8zTfj2oAyYoJL648mRHmm3YFrF91Pdmrah8OO20X0yLsPEUX3RW9bww2UIgtYhAh7L95vctTZPlIwMk9SO9Q2UilHpEETBluJuDkEY4/CrKrIittuyQf7604AkYyKf15xnjpUjuMV5lYgmNwB94A801JpiMyW2FPcN/Spdnyd6RlwOhzQIb9qiZ8MJE99tSC4t2OPOXI6BhgmmKSQfn596RkztLIrfUUAWQMn5DuB9DSKDljgk+mKotaRlSU3o2c5DU77PO0haK7ZFIyMikBcyGBYg/So7q4htYvMnYBf7pPJrNurjUIbgQmYMSONg+Ye5qJbbe/nXIMsw4GTnb70xkUzXWpHOWt7dT8p9R9KliiigXbEm09NzHJapwm9uGLGoTM805t7CNbmUfeYnCR+5PeqSEJI0dugeV9qnpxlm9gO9Na3lm/4+ke2gYZWMfff6+gp6Wb20jSziSWU9ZiM7f90dqmhu2jYec5LNx8/OPqaoBYpgkIikiiRE6IBwPf61bW2EuCsbpkc7hxSQQwXtuZF+deh8tgeaZDp4t7oz2l1NDKeHWQlgR9KBDRY3sMkctpfldn/LFwNrCrzXDKR5tnvB5zGfu077RcgYaGKdf73Q0n2uAf6y2mhPqORQIQXNkzfNJLGx7OtSiGOVcxTwn68GmiaynGPtAz6OMUjabDIMrGj+hR8UAPW1uouY9x91emvJcj72GB670qB7OSJcRtPGfXORQs+oowVZUm/2COTQBJvRnBls0f8Au7DjFLdXtt5ZzHIkg6KV4NRS3l0UAa2izjk5wQaqX99dySqxVoolXHTOfegB9xNDM4a3iRCBz9az5r1oomlk2hM4yO59BUskjuqp5PmO33RHwzVYgso4ZPtN0Fmuv4Vx8kP0Hc+9AyrZabNfKJtRV47Y8pb9Gk929B7Vo3N1DBHtQqqgfKF4Cj2plxdAIzyOeOSc9axFin1ad1ilAgB+ZyO1JsBt7dvettgYsr9Np5erltosQRTOSrDGETt9au2tlbWShYFyy8biP1FTlsdPzqRldLCOL/VTSq3c9qmCSD/lsrr2ytKMdcn86Q+oYZqRigN/EqnjtUfQ5ZCPTHNOY4GT+lLltuVJx7UCBWXGRnPuKXblvlPNG44GT+FHyuOmPagAJZSd600OHPQYpQpwArOpPc84prNOBhSkv+8MUDHmRFUnG0+oNOhaTOQTVZroxAme2KgfdxyDUQnudRY21kvlqP8AWTngJ/8AXo3EMvwuo6klrbQo8sf+tkUYCD1Na9rbQ2UHlwn2eQjk020t4bG38m3Hy5+d26ufU1BqmqQ6VAHlG+Zv9VF3J9T7VqlYTHapqlvpkG+bmRuI4u7+9cPfXk15cNdXb5k7ekY9BRdXFxeXLXNzJ5k7dT2A9BVGW6Zcr5bAdyRkUxDnkgmwpdhjupxTRAy8LKMe/NR77SQ/OoU+opwhtz9yQj6GgRJ/pC8BgR6dM0nnTAYaI49uaaIJBzHKSPfmngXSdNrCgBgnhORJAR/wGjZZsM4204zyg5e3Jx1xTTPCeXjK+xFAALeP+CdgPrT1inXlJA31FMAtJBkEJ9DTvIXPyXDfnQA/ddD+FWHuaQTXA+/EV9MYpDFMDxcK2OzCpwMKvB3Ac88UAdshVgVYYYdOafsKt98/QVV81fMXaow3Umpicrt5xjGAaw5TS424lljjHlMV9fcVnWQivJ5XvGllEZBRCflFWbwHb0bIBGKo6EWWe+jIO7apwTQkCZ0AkidFQYRR2XinBVYkg8joaoqARuCkYPFSZYCgC7wMZB560BcYPTNUzcShioyCemelSfbSjZZd3HalcCxGrs2FxtHqaVV389gfmz3qFbuMhcgr64qwjCRAyMCMdDTuA35yByVQfnSFeQN2Nv3s87qdtKj5AWpVXBbAyO5IoAEYKejDjGKemSzKNwAGfrTZ5khQNNIqIO56msO98RhspZLuAP3zTQG9IyRITJKqKOpJ/Sse/wBebYUsVC9jK3UVz091JNKWLs7n34B96iZXkOZG3Y9OAatRJuTS3TSSb2LSykct2qCR5JfmmkL44wegpxc/cWJy2eNvQVMqb3CttBPqcZqkgK6shbasm4DqR0pJzFDEJpEkI3Ywo4NQX1xe2zlEtwkfY7c5qCHVZ/4pDzwVpiJBrC+Z+7j2gdjQy2F7LukC2+erBslj9KdHJpsqhZYGT+83vTPsNvMB9kaUnOMsMqPxoAVtKGzdBdqRnHzdqhEN7ExaEsyqfvRnIp76ZdIzeUUkOecNgk/Smm4vrbCyB0/2SvBoAauoyxt+9BbBzhuBUpvbOfma3AyeqilXUt52zQo/r70jNpsoz5bIR94DigBPs1jMf3UpjPo1MNi6f6mdJD6A81J/ZyzDMEoCn7qscmmGyvoGJRQ3+4aAGu17AN0iyYHTPNSR6oANksKkDtjk0n2+8hAWRXDf7S81PF5l5A5ljVTnq68ke1AERksbhwv2bazdArYNKbCMH5y8fovWrAjghYNHEPl7gZJ+lKgZ/uo5JPQ9ce9AAjIsaxIwO3gKOv40HayM7MUX1zgD60qBpZWjtlMrj7zDhV+pq1ZWAublY3YXEo5LNxDCP/ZjSHYrIxlGYSEToZpBwP8AdHetWw0OeTdKoaAkfLcXIy7f7q9q6C2tIbfb5IWR8f6wjJ/AdhUwC55zk/3utS2FjJsNBSwujdvKt5cEfKZv4PetcSMQS4LMeSRzSjGOnPrSkAHB7dcUrjI/NQE5Dc9iKCykDawHPOaUtg4QFqQrt5bAzQAjJjkjJ7mmlyB0746Uu5CeBnPoaViygDOT/SkAhYk4bt3pSSeuaAzMAFAPvTjuUjfER7g0wGbQMgDinGIBcgkdximpcRHIaRUZeu44zTJbyCN1CHzH/upz+dICbarAHt3HpVWa9bcyWvBB5lboPpUcpmn/AOPhgq5/1af1pwXjCrx6DpTsBEkfl7mBYu3LyHq1JLLDBFvkkCL6fxN9BTZJnZ/KtUE0q/ecnCR/U1Nb6chXzhdQ3N0T96QY2/7tUBWWGa9GJpPs0J+7DuxJJ9fQVO0Uiwqq2wSOIY2xn5W9z70S2ssMu94+T1IOQajXVIbaVFuWmhBbDHyiY19MmgAk1FbMFnlMUY/vc7vpWhb2sN7As0YhuEkGcq39KuJHHKq+WbaYeoxUR02GLdiB4mJzvj7UxFePSLa3laSCKW2LfeEfAqwHvUXCzwyhf7wwcUqNdRnEV6r+0oxR9quQv7+ySQZ5KHtQIaZ2V83FmNuOfLNKlzaMMefJEeuJBxSi8sSduJYnPbBp4ignJ2XMTn0bqKAGGGKY8PBNxnHQ1G1grKAkUsWOhiOakl03e25oQTjG6Nv6VFHa3iFhb3EihedjelAxyJqUbbYbgucfdkFRzz3bSIpkiOzrgfNn0pHu7oy5F1G20/KPunPvWdOkjOWlYMzcl16UASXkk0zGSWMmRmwrA/d/CmwefNOYIGMkgHzsT8sX1otYZbvd5DmG3XiSbqX9l/xrSRYra3EcGI4h27t9TQA2GFLRD5RLyN96Y9W+noKp3t3FbIXmfC9FPdvYUzUNRjttowzyScJEOTn/AAqC10qV51u9VYSTDmOBTxGPf3pNgVRHdaiAXhIizkAnGK0bX7TZwiCKKJkXnjuferjsW4OKarYUjgA9AKhsZEtxNvzNbSdPvL2oFxCSBl1J/vCpC5Un5uKVZGIGCOPUUgGhkkGPMUn0FOIUcBaYyRtktGDjqRTVijI+VpFx6GgB+QvRfxNLlmXqMH0pv70cJMGHo4phe4QHzYVbH9w0DJMkfhxRuHQ5qE3UQUbwyZ7EVIskO3IcEenegCTPA/Sm7gckYCjvTZZY4kZ5pFSNRksT0FVQGvVZ3EkML8RqpwzD+97UJXEOy+qXbW0D7LWP/XTdvoPU1rRRxRRLBCPLjH3QepPq1UopRFHHFHGBEgwEXufX61Uv9chskdYGEtyeo67frWqVhFzVtWh0uI5w90/+qh9D6tXEzXEtzcPPO5eVz8zH+Q9qbNPJPK80775GPzMTyagmUtjy5mUfSmISVrgg+XtZR6dRTBLOoG+JiO2T1pvlXKqT8rjPfvSF7kHLRscdMdBQIkaeP5hJBgjtimN9kbkqo+hwaat0y7QyEbcnJHf1NKs8WCdqk/7XUn1oAf8AZoyMxzMOexzT/IuUGY5Qw/2qiWO3L5/gC/wn75oWMqhdZzEeyZyaAJM3g6oHx1xTftLqcTQsR9M0AXJVCHD7zhQep/8ArU77ROrEGEMo4ynSgBPNspB86BD9KVIrSRgse/P+w1N+2Qk4aAfitWhEiuG8pEOMgrQAsUJVSqsxJ6hqv6Xo9xq7OLeVYoouGlboW9BTbCxm1K6FpC+CRukk/wCeaev1rsreCK2to7W1j2wRjhe5P94+5oAwkaZgF2fKDgMKvK4DdO3WsWy1iIRxwzCSPI6kd60I760mcpHOGZeo6VKLJrob1bIOSMg+lZ2kDOpzbSeYuT9KvC6tjHJIZ45FjGW2npWdZXL/ANukocRSKwRMYB4pWsCNlGyFx0NOyW4ApiuA20gnjoO1PZgCF6AetKwCnjg5zQcHntQSpOQ1MOc9aXKMTYCCwb5fSmlWjX9021h0OaMAZwMZ7U1mVBuJAx69KjlYXHHUJ7XG6Qndx04Bptxrk0IAMIZwONvc+tZ11qicpEgY/wB5qoSySzfM549jirjFiuPvrqe/lzeSsVHSJP61AqF+MBAOijpihduDtB6Ux5FjRRPcfu152kc1pYVyYBlI8vB9j0pCwjLNK0ef7oNQLdwNld5II
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" alt="Типы дренажных систем используемых в асфальтовом покрытии"></p>
<p>Водоотведение в дорожных конструкциях можно реализовать через открытые канавы, лотки с решетками, подземные трубы и проницаемые материалы. Первый вариант, открытые канавы, часто встречается на обочинах трасс, эффективно собирающих поверхностные стоки и направляющих их к более крупным дренажным системам. Лотки с решетками применяются на участках с большим количеством поверхностных вод, их преимущество в быстром сборе и удалении воды с поверхности дорог.</p>
<p>Для глубокого водоотведения используют подземные водоотводные трубы, они способны эффективно собирать и отводить воду в сторону от дорожного полотна, минимизируя тем самым риск скопления воды на дороге. Первичной задачей данных конструкций является предотвращение длительного контакта воды с асфальтобетоном, чем снижается вероятность его разрушения под действием влаги.</p>
<p>Кроме того, развивается использование проницаемых материалов, таких как проницаемый асфальт, который позволяет воде проходить сквозь него, уменьшая объемы поверхностных стоков. Такое решение особенно актуально в городских условиях, где традиционные методы водоотведения могут быть затруднительными из-за плотной застройки и большого количества инженерных коммуникаций.</p>
<p>В зависимости от климатических условий и интенсивности трафика выбирают наиболее адекватную методику водоотведения, обеспечивающую долговечность и безопасность дорожного полотна.</p>
<h2>Принципы работы дренажа под асфальтом</h2>
<p>Дренирование воды из-под дорожного полотна выполняется через специальные канализационные структуры, имеющие ряд особенностей и функционирующих по определенным закономерностям. Целевая отправная точка процесса – уменьшение влажности материалов, находящихся под верхним слоем, чем предотвращается их разрушение и продлевается срок службы дороги.</p>
<p>Основа такой структуры включает в себя пористый слой с большим количеством воздушных промежутков, сквозь который вода может беспрепятственно проходить к дренажной системе. Этот слой часто сделан из камня или щебня. Особое внимание уделяется критериям выбора материалов для заполнения дренажного слоя, так как скорость фильтрации и долговечность системы напрямую зависят от его характеристик.</p>
<p>Надежная изоляция требует применения геотекстиля, который размещается между дренажным слоем и вышележащими строительными материалами. Геотекстиль выполняет двойную функцию: пропускает воду в нижележащий дренажный слой и препятствует засорению его пор грунтом и частицами песка. Эффективность дренажа зависит от правильного выбора текстильного материала, его пористости и прочности.</p>
<p>Вода, попавшая в дренажный слой, должна быть эффективно отведена из-под участка дорожного полотна для предотвращения застоя жидкости и возможных подтоплений. С этой целью используются дренажные трубы, уложенные с уклоном и соединенные с общей городской канализационной системой или другими приемными пунктами для стоков. Расчет уклона трубопровода играет заметную роль в обеспечении самотечного перемещения воды без дополнительных насосных станций.</p>
<p>Для контроля эффекта смачивания асфальта особенно важны периодические проверки состояния дренажной системы и ее очистка от накопившихся осадков и мусора, которые могут замедлить или заблокировать водный поток, ухудшив общее состояние трассы.</p>
<h2>Основные материалы для строительства дренажных систем под асфальтом</h2>
<p>Применение геотекстиля обеспечивает эффективную фильтрацию и разделение слоев напольного покрытия и грунта. Этот материал препятствует засорению стока, сохраняя водопроницаемость и увеличивая срок службы конструкции.</p>
<p>Использование щебня или гравия с определенными фракциями критично для устройства обратного фильтра, который способствует равномерному распределению воды в грунте и предотвращает его размывание под дорожным покрытием.</p>
<p>Перфорированные пластиковые или бетонные трубы, уложенные в огражденные геотекстилем канавы, используются для отвода воды. Эти трубы должны быть устойчивы к химическим воздействиям и механическим повреждениям, обеспечивая надежный водоотвод на всем протяжении дороги.</p>
<p>Иногда применяют полимерно-песчаные блоки, которые дополнительно укрепляют поверхность и улучшают дренажные характеристики основания, предотвращая образование луж и застоев воды на поверхности.</p>
<h2>Технология укладки дренажа при строительстве дорог</h2>
<p><strong>Проектирование водоотвода начинается с анализа местности</strong>, чтобы учесть все возможные потоки воды. Прежде чем начать процесс укладки труб, проводится гидрогеологическое исследование для определения уровня грунтовых вод и состава почвы. Это помогает подобрать оптимальный диаметр и тип труб для отвода воды, обеспечивая долговечность дорожного полотна.</p>
<p><strong>Основной материал для водоотводных труб</strong> – это обычно ПВХ или перфорированный пластик, который предоставляет необходимую степень прочности и водопроницаемости. Для наибольшей эффективности, трубы укладываются на слой щебня или гравия, который служит фильтром для предотвращения засорения трубы.</p>
<p><strong>Глубина заложения труб важна</strong> для их функциональности. Обычно трубы кладут на глубину от 1.5 до 2 метров в зависимости от интенсивности и характера движения по дороге. Такое расположение предотвращает возможные повреждения труб дорожными рабочими машинами и обеспечивает их защиту от мороза и других погодных условий.</p>
<p>Следующий этап – <strong>укладка геотекстиля</strong>, который необходим для направления потоков воды в трубопровод и защиты дренажа от загрязнения грунтом и песком. Геотекстиль укладывается по всей длине канавы, что значительно продлевает срок службы водоотвода.</p>
<p>Затем трубы соединяются при помощи специальных соединительных элементов, устойчивых к износу и агрессивным условиям окружающей среды. <strong>Все стыки должны быть герметично запечатаны</strong>, чтобы исключить поступление грунтовых вод в трубу, что может сказаться на эффективности системы.</p>
<p>Последний шаг – <strong>восстановление верхнего слоя дорожного полотна</strong>, который включает засыпку канав щебнем, восстановление асфальта или другого дорожного покрытия. Это гарантирует, что вода будет эффективно удаляться из-под поверхности дороги, снижая риск ее разрушения.</p>
<p>Тщательный контроль качества на каждом этапе укладки дренирующих элементов способствует продолжительной и безаварийной эксплуатации дорожного полотна.</p>
<h2>Проблемы и решения при эксплуатации дренажей в асфальте</h2>
<p>Замена конструкций водоотведения проводится при засорении. Очищение должно быть регулярным, чтобы предотвращать скопление влаги под дорожным полотном, которое может привести к его разрушению.</p>
<p>Пробки в коллекторах часто бывают вызваны накоплением песка и мусора. Использование сеток на входах в коллекторы позволяет уменьшить количество завозимого мусора.</p>
<p>Постоянный приток воды может спровоцировать вымывание основания, что приводит к образованию провалов. Компоновка дополнительных слоёв геотекстиля под основанием асфальта помогает укрепить его и минимизировать эрозию.</p>
<p>Для замедления скорости потока воды, что минимизирует эрозию, рекомендуется устройство поперечных барьеров, которые спроектированы для замедления водотока в канаве.</p>
<p>Некорректное удаление воды в холодное время года вызывает замерзание воды и её последующее расширение, что может привести к разрушению дорожной одежды. Подогрев водоотводных каналов или использование антифризных реагентов может предотвратить это явление.</p>
<p>В случаях, когда наблюдается подъем грунтовых вод, рекомендуется установка дренажных насосов, которые помогут контролировать уровень воды и предотвратить её нежелательный воздействие на основание дороги.</p>
<ul>
<li>Осмотр и тестирование должны проводиться минимум дважды в год для идентификации потенциальных угроз и быстрого их устранения.</li>
<li>Профессиональный анализ качества воды поможет определить наличие вредных веществ, которые могут ускорять износ материалов.</li>
<li>Обновление цифровой картографии дренажных систем позволит точно локализовать проблемные участки и оптимизировать процессы вмешательства.</li>
</ul>
<h2>Инновационные методы улучшения дренажной системы асфальтированных покрытий</h2>
<p>Дополнительно, использование добавок в асфальт, таких как высокомодульные полимеры, способствует улучшению пористости и дренажных свойств асфальта. Эти технологии не только способствуют лучшему отводу воды, но и увеличивают срок службы дорожного покрытия.</p>
<table>
<tr>
<th>Метод</th>
<th>Описание</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Геокомпозитные дренажные слои</td>
<td>Использование слоёв из геотекстильных материалов для эффективного водоотвода.</td>
<td>Устойчивость к засорению, долговечность, экономия на обслуживании.</td>
</tr>
<tr>
<td>Водопроницаемые покрытия</td>
<td>Обустройство верхних слоев дорожного покрытия из материалов с высокой сквозной пористостью.</td>
<td>Быстрый отвод воды с поверхности, предотвращение образования луж.</td>
</tr>
<tr>
<td>Использование модифицирующих добавок</td>
<td>Добавление в асфальт полимеров и других модифицирующих компонентов для улучшения дренажных свойств.</td>
<td>Улучшение прочности и увеличение долговечности покрытия, снижение затрат на содержание дорог.</td>
</tr>
</table>
<p>Добавление биофильтров по краям дорожных полотен также позволяет активно удалять загрязнения из сточных вод до их возвращения в природные водоёмы. Такой подход не только повышает эффективность водоотвода, но и способствует охране окружающей среды.</p>
<p>Внедрение датчиков влажности и систем автоматической адаптации к изменению погодных условий позволяет контролировать состояние влажности асфальта и автоматически регулировать работу дренажных систем, оптимизируя процесс отвода воды. Такие инновации напрямую влияют на безопасность и комфорт дорожного движения.</p>
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		<title>Влияние трафика на выбор типа покрытия</title>
		<link>https://aktaustroi.kz/vliyanie-trafika-na-vibor-tipa-pokritiya/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:26:48 +0000</pubDate>
				<category><![CDATA[Дорожные покрытия]]></category>
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					<description><![CDATA[Выбирая материалы для дорожного покрытия, прежде всего необходимо учитывать степень нагрузки от автомобильного потока. Исследования показывают, что асфальтобетон отлично подойдет для дорог с низкой и средней интенсивностью движения. Его применение эффективно благодаря высокому уровню износостойкости и способности выдерживать конкретные температурные колебания. Для участков с высокой интенсивностью движения и значительными нагрузками рекомендуется применение цементобетонных покрытий. Этот[...]]]></description>
										<content:encoded><![CDATA[<p>Выбирая материалы для дорожного покрытия, прежде всего необходимо учитывать степень нагрузки от автомобильного потока. Исследования показывают, что асфальтобетон отлично подойдет для дорог с низкой и средней интенсивностью движения. Его применение эффективно благодаря высокому уровню износостойкости и способности выдерживать конкретные температурные колебания.</p>
<p>Для участков с высокой интенсивностью движения и значительными нагрузками рекомендуется применение цементобетонных покрытий. Этот материал облегчает долгосрочное поддержание состояния дорожного полотна и снижает расходы на его текущий ремонт. Исследования подтверждают, что цементобетон обеспечивает на 20-30% больший срок службы по сравнению с асфальтобетоном на участках с очень высокой проходимостью автотранспорта.</p>
<p><strong>Повышение стабильности</strong> материалов дорожного покрытия также зависит от правильного выбора технологии их укладки. Современные технологии позволяют увеличить единовременную мощность полотна и ускорить процессы укладки, что существенно сокращает общие затраты на строительство и последующее обслуживание.</p>
<p>Только тщательный анализ условий эксплуатации и прогнозируемой интенсивности движения способен обеспечить выбор наиболее подходящего материала. такой подход помогает в оптимизации затрат и повышении долговечности дорожного полотна, гарантируя безопасность и комфорт водителей и пешеходов.</p>
<h2>Анализ интенсивности движения и его воздействие на износ дорожного покрытия</h2>
<p>Интенсивное движение автомобилей ускоряет износ асфальтобетонного покрытия, снижая его эксплуатационный срок. Плотный поток машин создает высокое давление и температуру на поверхности дороги, что приводит к ускоренному старению, деформации и разрушению материала. Регулярный анализ данных о количестве проезжающих транспортных средств помогает определить необходимость и сроки восстановительных работ.</p>
<p>Отслеживание скорости и типов транспортных средств, осуществляющих перевозки, позволяет адаптировать состав асфальта для увеличения его устойчивости к высоким нагрузкам. Использование усиленных компонентов для дорожных покрытий в местах с высокой интенсивностью движения способствует продлению срока службы дорог и сокращению затрат на их текущий и капитальный ремонт.</p>
<p>Применение современных технологий в анализе состояния дорожного покрытия, таких как дистанционное зондирование, помогает точно оценить степень износа и определить наиболее изношенные участки для приоритетного восстановления. Такой подход минимизирует последствия интенсивного использования дорог и помогает поддерживать их в надлежащем состоянии на протяжении всего времени эксплуатации.</p>
<p>Важно также учитывать, что отсутствие регулярного мониторинга и своевременного ремонта ведет к быстрому ухудшению качества дорожной сети, увеличивает риск дорожно-транспортных происшествий и в целом негативно сказывается на безопасности дорожного движения.</p>
<h2>Сравнение долговечности асфальтобетона и бетона в условиях различного уровня нагрузок</h2>
<p>Для улиц с высокой нагрузкой бетон предпочтителен из-за своей способности выдерживать большие нагрузки и меньшего износа при частом использовании. Асфальтобетон, хотя и дешевле в укладке, менее устойчив к формированию колей и растрескиванию под воздействием тяжёлой техники.</p>
<p>На дорогах с умеренным уровнем нагрузок асфальт эффективен за счёт своей эластичности и возможности быстрой ремонтируемости. Бетон может не оправдать свою стоимость в таких условиях, так как значительные средства требуются для его первоначальной укладки.</p>
<p>В зонах с минимальной нагрузкой, таких как парковки или велодорожки, асфальт является оптимальным выбором. Благодаря своей невысокой стоимости и быстроте монтажа, он создаёт гладкую и безопасную поверхность для подобных мест использования.</p>
<ul>
<li>Бетон продемонстрирует лучшую долговечность и сниженное появление трещин на улицах с интенсивной эксплуатацией;</li>
<li>Асфальтобетон эффективен в районах умеренной нагрузки благодаря способности к быстрому восстановлению после небольших повреждений;</li>
<li>На объектах с низкой нагрузкой асфальт значительно сокращает начальные затраты на покрытие.</li>
</ul>
<h2>Требования к дорожному покрытию при высоких нагрузках от грузового транспорта</h2>
<p><strong>Увеличенная прочность:</strong> Дороги, испытывающие высокие нагрузки от грузовых автомобилей, должны быть оснащены более прочным покрытием, способным выдержать постоянные нагрузки от тяжелой техники. Рекомендуется использовать бетонные или асфальтобетонные покрытия повышенной прочности с глубиной укладки материала не менее 40 см.</p>
<p><strong>Долговечность и устойчивость:</strong> Материалы для дорожного настила должны обладать высокой устойчивостью к ударным нагрузкам и колебаниям температур. Использование модифицированных битумов, способных сохранять эластичность при низких температурах и устойчивость к размягчению при высоких, предотвратит быстрые разрушения.</p>
<p><strong>Антискользящие свойства:</strong> Поверхность дороги должна содержать антискользящие добавки для обеспечения безопасности движения. Шероховатость поверхности обеспечивает лучшее сцепление с дорогой, что критично для тяжелых транспортных средств, особенно в плохую погоду.</p>
<p><strong>Сопротивление деформации:</strong> Из-за высоких нагрузок дорожное покрытие не должно поддаваться деформации или проседанию. Обеспечение надлежащего дренажа и использование качественных армирующих материалов, таких как геосинтетики, предотвратит раннее разрушение настила.</p>
<p><strong>Экономическая эффективность:</strong> В долгосрочной перспективе использование высококачественных материалов для покрытий с высокими эксплуатационными характеристиками окупает себя за счет уменьшения затрат на ремонт и замену. Системы управления качеством укладки и регулярное техническое обслуживание являются неотъемлемыми аспектами поддержания долговечности дорожных покрытий.</p>
<p><strong>Экологичность:</strong> Выбор материалов, минимизирующих экологические воздействия, становится приоритетом. Использование переработанных материалов и технологий низкотемпературного укладывания снижает вредные выбросы и способствует сохранению экологической среды.</p>
<h2>Технологии укладки покрытия для участков с максимальным трафиком: практические рекомендации</h2>
<p>Для обеспечения долговечности и надежности дорожного полотна на участках с интенсивным движением применяют бетонные смеси высокого класса. Рекомендуется использовать бетон класса не ниже B25, который характеризуется повышенной прочностью и устойчивостью к механическим нагрузкам.</p>
<p>Перед началом укладки основание должно быть тщательно подготовлено: необходимо выполнить грунтовые работы, убедиться в отсутствии влажности и предусмотреть достаточную дренажную систему. Это обеспечит стабильность и предотвратит проседание покрытия под воздействием тяжелых транспортных средств.</p>
<p>Для увеличения эксплуатационного срока службы дорожного полотна рекомендуется применение армирования. Заменить традиционный металл возможно композитными материалами, к примеру, базальтовым или стеклопластиковым армирующим волокном, которые помогут снизить коррозийное воздействие и позитивно скажутся на устойчивости покрытия к трещинообразованию.</p>
<p>Для защиты от быстрого износа на участках с высокой нагрузкой, следует применять технологию двухслойной укладки. Верхний слой делают из более качественного материала, чем нижний. Это позволяет равномерно распределять нагрузку и увеличивать срок службы дорожного полотна.</p>
<p>Установка экспансионных швов играет ключевую роль в предотвращении деформаций, вызванных температурными колебаниями. Швы должны быть рассчитаны с учетом климатических условий региона, чтобы обеспечить возможность компенсации температурного расширения кровельного материала без риска повреждения.</p>
<p>Важным аспектом является также качественный контроль на каждом этапе строительства. Регулярное тестирование и анализ состояния материалов помогут предотвратить использование некондиционных субстанций и гарантировать соответствие всей конструкции стандартам безопасности и надежности.</p>
<h2>Методы тестирования и контроля качества дорожных покрытий при различной интенсивности трафика</h2>
<p>Для обеспечения долговечности и надежности дорожных настилов необходимо регулярно проводить тестирование и контроль качества, особенно в зонах с высокой проходимостью. Разработка подходов к тестированию требует учета специфики нагрузок на дорожное полотно, зависящей от объема движения.</p>
<p>Для начала, широко используются такие методы, как визуальный осмотр для выявления поверхностных дефектов и ультразвуковое исследование для оценки внутренних недостатков. Состояние настила можно оценивать при помощи лазерных или инфракрасных сканеров, которые точно фиксируют неровности и трещины.</p>
<p>Один из ключевых методов &#8212; это проведение нагрузочных испытаний с использованием специализированного оборудования, такого как падающий весовой дефлектометр, который позволяет оценить устойчивость настила к динамическим нагрузкам.</p>
<table>
<tr>
<th>Метод</th>
<th>Описание</th>
<th>Применимость в зависимости от интенсивности проезда</th>
</tr>
<tr>
<td>Визуальный осмотр</td>
<td>Оценка видимых поверхностных дефектов</td>
<td>Пригоден для любой интенсивности, регулярность зависит от загруженности дороги</td>
</tr>
<tr>
<td>Ультразвуковое исследование</td>
<td>Анализ внутренних дефектов, не видимых невооруженным глазом</td>
<td>Рекомендуется для дорог с высокой проходимостью</td>
</tr>
<tr>
<td>Лазерное сканирование</td>
<td>Точное выявление всех неровностей и трещин</td>
<td>Идеально для экспресс-анализа в местах большой загрузки</td>
</tr>
<tr>
<td>Испытания падающим весовым дефлектометром</td>
<td>Симуляция нагрузки от транспорта, определение деформационных свойств</td>
<td>Необходимо для дорог с очень высокой интенсивностью движения</td>
</tr>
</table>
<p>Также, для дорог с сильной нагруженностью эффективно использование методов термографии для выявления скрытых воздушных полостей и других дефектов, что позволяет предотвратить серьезные повреждения на раннем этапе.</p>
<p>Применение перечисленных методов обеспечивает более точную диагностику состояния дорожного полотна, позволяет своевременно провести необходимый ремонт и тем самым значительно продлить срок службы дорожных настилов.</p>
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