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	<title>Ремонт и восстановление дорог &#8212; Компания «Актаустрой»</title>
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		<title>Влияние погодных условий на скорость ремонта дорог</title>
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		<pubDate>Thu, 30 Jan 2025 17:27:21 +0000</pubDate>
				<category><![CDATA[Ремонт и восстановление дорог]]></category>
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					<description><![CDATA[Процесс обновления асфальтного покрытия тесно связан с климатическими особенностями района. Оптимальные температурные диапазоны для укладки и затвердевания асфальта варьируются от +5 до +30 градусов Цельсия. Температуры ниже этого диапазона могут привести к замедлению процесса высыхания асфальта и ухудшению его качества из-за возможного замерзания материалов. Влажность воздуха также играет ключевую роль. Высокая влажность может вызвать длительное[...]]]></description>
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
Japgg29OR3ooqWNDN2WyQKceuO1FFIYrKF4Ap64A6CiigBhkZlNU5HLPgmiigQ9DuIBp7HDgcUUUAIeQQeaacccUUUAXLFQIS/8ROM1cAAFFFAxTGu3PemooPJFFFAC4ppznrRRSAcGOKASDRRTAeDxTSoJLZOaKKQDCo2FiMkd6I+RnFFFMCTtTTwaKKAEpSc0UUAMYButO2DH0oooAXHFBUDtRRQB//Z" alt="Влияние погодных условий на скорость ремонта дорог" title="Влияние погодных условий на скорость ремонта дорог" /></p>
<p>Процесс обновления асфальтного покрытия тесно связан с климатическими особенностями района. Оптимальные температурные диапазоны для укладки и затвердевания асфальта варьируются от +5 до +30 градусов Цельсия. Температуры ниже этого диапазона могут привести к замедлению процесса высыхания асфальта и ухудшению его качества из-за возможного замерзания материалов.</p>
<p>Влажность воздуха также играет ключевую роль. Высокая влажность может вызвать длительное испарение влаги из асфальтной смеси, что потенциально увеличивает время, необходимое для надёжного укрепления покрытия. Специалисты рекомендуют проводить работы по асфальтированию при относительной влажности ниже 80%, чтобы минимизировать риск подобных задержек.</p>
<p><strong>Непогода</strong>, такая как дождь или снег, представляют собой значительные препятствия. Дождевая вода, попадая на горячий асфальт, может вызвать его растрескивание и ухудшение адгезии с нижележащими слоями. Из-за этого стараются выбирать сухие дни для начала и окончания строительно-ремонтных работ.</p>
<p><em>Смена сезонов</em> накладывает дополнительные ограничения особенно в регионах с резкими температурными перепадами. В зимний период работы часто приостанавливаются или требуют специальных технологических решений, например, использования инфракрасных нагревателей для поддержания температуры асфальтобетона.</p>
<p>Обдуманное планирование и соблюдение рекомендаций по технологии важны для качества обновления покрытий. Строительные бригады должны постоянно мониторить метеорологические прогнозы и быть готовы к изменениям, чтобы обеспечить высокое качество асфальтового покрытия и, соответственно, безопасность дорожного движения.</p>
<h2>Влияние низких температур на укладку асфальта</h2>
<p>Оптимальный температурный диапазон для укладки асфальтового покрытия составляет от 20 до 30 градусов Цельсия. Понижение температуры до 10 градусов Цельсия и ниже серьёзно затрудняет процесс укладки, так как асфальтобетон быстро теряет пластичность, что снижает качество адгезии с поверхностью.</p>
<p>При температуре ниже 5 градусов Цельсия асфальтирование становится крайне рискованным и в большинстве случаев не рекомендуется. Низкие температуры приводят к ускоренному остыванию асфальтовой смеси, что уменьшает время для её укладки и уплотнения. Также замедляется процесс химической реакции, необходимой для окончательной полимеризации материала.</p>
<p><strong>Рекомендации для работы при пониженных температурах:</strong> использование специализированных добавок, способствующих сохранению тепла смеси, и укладка асфальта только в безветренную погоду, чтобы минимизировать дополнительное охлаждение. При возможности следует применять быстротвердеющие асфальтовые смеси, устойчивые к более низким температурам.</p>
<p>Заключительное уплотнение асфальта должно проводиться при его температуре не ниже 100 градусов Цельсия, для чего необходимо контролировать температуру материала во время транспортировки и быстро выполнять укладку. Использование теплоизолированной техники и спецоборудования также помогает избежать преждевременного охлаждения.</p>
<p>Контроль за температурными параметрами и соблюдение технологических требований позволяют обеспечить долговечность и надёжность асфальтового покрытия даже в условиях низких температур.</p>
<h2>Особенности работы с бетоном в условиях высокой влажности</h2>
<p>Таблица ниже показывает различные добавки, их применение и примерные дозировки:</p>
<table>
<tr>
<th>Добавка</th>
<th>Принцип действия</th>
<th>Дозировка (% от массы цемента)</th>
</tr>
<tr>
<td>Гидрофобизаторы</td>
<td>Создают на поверхности цементных частиц водоотталкивающий слой</td>
<td>0.1-0.5%</td>
</tr>
<tr>
<td>Пластификаторы</td>
<td>Улучшают подвижность бетонной смеси, снижают водопотребность</td>
<td>0.2-2%</td>
</tr>
<tr>
<td>Воздухововлекающие добавки</td>
<td>Формируют в структуре бетона мелкие воздушные поры, повышая тем самым его морозостойкость и устойчивость к воздействию воды</td>
<td>0.05-0.2%</td>
</tr>
</table>
<p>Также критически важно соблюдать температурный режим затвердевания. Оптимальная температура для затвердевания бетона составляет от +5 до +30 градусов Цельсия. При более низких температурах рекомендуется использовать тепловые пушки или обогревательные маты, чтобы предотвратить замедление процесса гидратации цемента и обеспечить надлежащее твердение бетона.</p>
<p>При высокой влажности важно защищать бетон от дождя и стоячей воды на поверхности в первые сутки после заливки. Использование временных навесов или покрывал может помочь предотвратить преждевременное вымывание цементного молочка из верхнего слоя бетона, что повысит его прочность и долговечность.</p>
<p>Правильный выбор соотношения компонентов смеси, контроль за условиями затвердевания и защитные меры значительно увеличивают срок службы бетона и его устойчивость к внешним воздействиям, даже при эксплуатации в условиях высокой влажности.</p>
<h2>Задержки в ремонтных работах из-за осадков: дождь и снег</h2>
<p><strong>Осадки</strong>, такие как дождь или снег, значительно затрудняют проведение ремонтных работ на открытом воздухе. Прежде всего, намокшие и скользкие условия уменьшают адгезию материалов, таких как асфальт и бетон, что может привести к недостаточной адгезии при укладке. Это угрожает качеству и долговечности конструкций.</p>
<p>Дождливая погода делает невозможным применение некоторых видов смесей для асфальтирования и бетонирования, ведь вода разбавляет и размывает связующие составляющие. К примеру, для асфальта требуется сухая и чистая поверхность для качественного сцепления с основанием.</p>
<p><strong>Снегопад</strong> также вносит свои коррективы в график ремонтных работ. Снег необходимо убирать перед началом работ, что требует дополнительных ресурсов и времени. Кроме того, низкие температуры, сопровождающиеся снегопадом, замедляют процесс схватывания и полимеризации асфальта и бетона, удлиняя периоды, необходимые для застывания материалов.</p>
<p>Для минимизации времени ремонтных работ в условиях осадков рекомендуется использовать специализированные добавки, улучшающие сцепление и ускоряющие процессы затвердевания. Также эффективной мерой является применение современных покрытий, способных быстрее застывать даже в неподходящих условиях. Особое внимание следует уделить защите уже выполненных секций от влаги и снега при помощи временных покрытий.</p>
<p>Заключительно, строгое следование метеорологическому прогнозу может помочь в планировании ремонтных операций, позволяя выбирать для работы более подходящие дни и снижая риск задержек из-за непредвиденных погодных изменений.</p>
<h2>Планирование ремонтных работ с учетом сезонных климатических условий</h2>
<p><strong>Зимние месяцы</strong> требуют особого подхода. Работы в условиях низких температур требуют использования специальных технологий и материалов, что влияет на стоимость и длительность процесса. Также зимой необходима предварительная очистка местности от снега и льда, что дополнительно увеличивает временные и финансовые затраты.</p>
<p><strong>Важность раннего планирования и подготовки</strong> не может быть переоценена. Учитывая прогнозы на ближайшие месяцы, можно адаптировать график работ, чтобы минимизировать возможные задержки из-за неожиданных изменений в климате. Следует учесть и вероятность крайних метеорологических явлений, таких как ураганы или засухи, которые могут привести к необходимости корректировки временных рамок проектов.</p>
<p><strong>Анализ прошлых погодных аномалий</strong> также предоставляет бесценные данные для планирования. Изучение исторических данных о погоде поможет выявить потенциальные угрозы для сроков проведения работ и позволит разработать стратегии по их предотвращению. Примеры таких стратегий включают строительство временных укрытий или использование мобильных асфальтобетонных заводов, которые могут быстро перемещаться и адаптироваться к изменениям погоды.</p>
<p><strong>Сотрудничество</strong> с местными метеорологическими службами для получения актуальной информации о климате в регионе помогает детально спланировать работы и, при необходимости, оперативно вносить изменения в проект с минимальными потерями ресурсов и времени. Это обеспечивает дополнительную стабильность и уверенность в том, что вложения в проект оправданы и принесут ожидаемый результат.</p>
<h2>Технологии и материалы для ускорения ремонта дорог при плохой погоде</h2>
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" alt="Технологии и материалы для ускорения ремонта дорог при плохой погоде"></p>
<p>Для оптимизации ремонтных работ при неблагоприятных метеоусловиях используются инновационные технологии и материалы, способные устойчивым образом противостоять влаге и низким температурам.</p>
<ol>
<li><strong>Геосинтетические материалы.</strong> Применение геотекстиля помогает укрепить основание путей и ускорить дренаж, предотвращая разрушение асфальтового покрытия водой.</li>
<li><strong>Быстросохнущий асфальт.</strong> Этот материал позволяет проводить асфальтирование при более низких температурах и сокращает время, необходимое для застывания покрытия, благодаря использованию специальных добавок ускоряющих процессы твердения.</li>
<li><strong>Тепловые пушки и инфракрасные нагреватели.</strong> Они используются для поддержания оптимальной температуры асфальта и грунта во время ремонтных работ, что особенно важно в холодное время года.</li>
<li><strong>Пластиковые и стеклопластиковые сетки.</strong> Помогают укрепить и стабилизировать основание, что позволяет проводить работы даже в условиях повышенной влажности и снегопадов.</li>
<li><strong>Использование гидрофобизирующих добавок.</strong> Эти добавки применяются для обработки поверхности асфальта, делая её более устойчивой к действию влаги и предотвращая преждевременное разрушение.</li>
</ol>
<p>Выбор соответствующих методик и материалов зависит от специфики региона и характера предстоящих осадков. Поэтому для каждого случая разрабатывается отдельный план действий, что позволяет значительно снизить риски и повысить эффективность.</p>
<h2>Воздействие сильного ветра на безопасность и скорость проведения строительных работ</h2>
<p>Сильный ветер увеличивает риск обрушения временных конструкций и строительных лесов. Рекомендуется проводить тщательный осмотр и укрепление данных конструкций перед и в течение работ в ветреную погоду. Стабилизация кранов и подъемных машин с помощью специализированных весовых противовесов минимизирует их шаткость под действием ветра.</p>
<p>При порывах ветра свыше 20 м/с следует временно приостановить работы на открытых высотах, и при возможности временно перенести работников на более защищенные участки. Использование ветрозащитных экранов может снизить воздействие ветра на рабочие площадки и облегчить продолжение работ при менее экстремальных условиях.</p>
<p>Ветреная погода требует и от строительных бригад особой опасности. Несущие способности временных дорожек и подходов к строительным объектам могут быстро уменьшаться под воздействием ветра. Обеспечение их постоянной чистки и обслуживания обязательно для безопасности транспортировки материалов и персонала.</p>
<p>Для обеспечения своевременной реакции на изменения ветра и его порывов, монтаж систем раннего оповещения на строительных площадках поможет своевременно адаптировать планы и меры безопасности. Это значительно снижает риск возникновения происшествий и аварий на проектах.</p>
<p>Планирование загрузки рабочего времени с учетом прогноза ветра сможет оптимизировать распределение задач и персонала в соответствии с меняющимися условиями, тем самым поддерживая продолжительность и качество строительных процессов в целом.</p>
<h2>Стратегии минимизации простоев на объектах в период нестабильной погоды</h2>
<p>Применение современных прогностических технологий позволяет точно определять периоды ухудшения климатических факторов, что способствует более грамотному планированию работ. Обновление данных о погоде на регулярной основе обеспечивает своевременное внесение корректив в рабочие процессы.</p>
<p>Организация рабочих смен с повышенной гибкостью – ещё один способ уменьшения времени простоя. Это означает возможность перераспределения рабочих часов, например, с переносом работы на более благоприятные дни или часы. Между тем, использование временного укрытия на строительных площадках гарантирует продолжение работы в сложных климатических условиях.</p>
<p>Привлечение дополнительного оборудования, адаптированного для работы в любых погодных условиях, сокращает время простоя и повышает общую продуктивность труда. Например, специализированная техника для земляных работ в условиях высокой влажности позволит продолжать работы даже в период осадков.</p>
<p>Обучение и подготовка персонала к работе в экстремальных климатических условиях также значительно повышают устойчивость рабочих процессов к погодным неурядицам. Компетенции в быстрой адаптации плана работ и меры безопасности в условиях непредвиденных обстоятельств снижают риски и убытки от задержек.</p>
<p>Заключение договоров на поставку материалов с гарантией быстрой доставки в периоды ожидаемого ухудшения климата обеспечивает непрерывность строительства. Важно иметь своевременно заключенные контракты с несколькими поставщиками, чтобы избежать возможного дефицита материалов.</p>
<p>Наконец, реализация комплексного плана действий в критические периоды, включающего меры быстрого реагирования на изменения в погодных ситуациях, повышает общую готовность и способность быстро восстанавливать работу после любых простоев.</p>
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		<title>Восстановление дорожного покрытия после наводнений и оползней</title>
		<link>https://aktaustroi.kz/vosstanovlenie-dorozhnogo-pokritiya-posle-navodnenij-i-opolznej/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:27:20 +0000</pubDate>
				<category><![CDATA[Ремонт и восстановление дорог]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/vosstanovlenie-dorozhnogo-pokritiya-posle-navodnenij-i-opolznej/</guid>

					<description><![CDATA[Сразу после устранения основных последствий стихийных бедствий, специалисты приступают к анализу состояния асфальта и основания участков дорог, пострадавших от затопления и смещения земных масс. Оценка уровня разрушений проводится с целью определения объема и типа необходимых работ. Профессиональное обследование включает в себя не только визуальный осмотр, но и использование георадаров для выявления скрытых дефектов. Восстановительные работы[...]]]></description>
										<content:encoded><![CDATA[<p>Сразу после устранения основных последствий стихийных бедствий, специалисты приступают к анализу состояния асфальта и основания участков дорог, пострадавших от затопления и смещения земных масс. Оценка уровня разрушений проводится с целью определения объема и типа необходимых работ. Профессиональное обследование включает в себя не только визуальный осмотр, но и использование георадаров для выявления скрытых дефектов.</p>
<p>Восстановительные работы следует начинать с очистки территорий от ила, мусора, обломков и размытого грунта, которые могут существенно затруднить ремонтные работы. Особое внимание уделяется дренажной системе: если вода непрерывно скапливается на проезжей части, это может привести к новым разрушениям в короткие сроки.</p>
<p>Для реабилитации асфальтобетонных покрытий используют смеси, способные сопротивляться воздействию влаги и механических повреждений. Перед укладкой нового слоя проводится укрепление основания дороги с использованием геосинтетических материалов, что способствует увеличению срока службы асфальта и предотвращает его деформацию под действием воды.</p>
<p>Качественное выполнение всех этапов работ позволяет значительно продлить эксплуатационный период трасс и обеспечить безопасность движения транспорта и пешеходов. Комплексный подход к реабилитации и строгое соблюдение технологий &#8212; залог успешного восстановления функциональности проезжих частей.</p>
<h2>Оценка ущерба асфальтобетонному покрытию вследствие стихийных бедствий</h2>
<p>Перед началом ремонтных работ необходимо детально оценить степень повреждений, вызванных чрезвычайными ситуациями. Этот процесс включает визуальный осмотр, использование дронов для съемки с воздуха и применение георадаров для анализа подповерхностных повреждений. Следует обратить внимание на следующие ключевые аспекты:</p>
<p><strong>Состояние асфальта:</strong> Ищите трещины, выбоины, и области смещения материала. Засеченные дефекты могут указывать на необходимость полной замены асфальта в затронутых участках.</p>
<p><strong>Изменение уровня покрытия:</strong> Повреждения фундамента дороги могут привести к деформации асфальтового слоя. Проверьте, нет ли провалов или выпуклостей на поверхности, которые могут создавать опасности для транспорта и пешеходов.</p>
<p><em>Поверхностный сток:</em> Особое внимание уделяйте изменениям в системах водоотведения. Эффективное отведение воды необходимо для предотвращения дальнейших повреждений дорожной инфраструктуры.</p>
<p><strong>Проверка подповерхностных слоев:</strong> Использование георадарных исследований поможет выявить невидимые глазу внутренние дефекты, такие как пустоты или нарушения целостности основания дороги.</p>
<p>Основываясь на данных оценок, составляется план действий, который включает в себя приоритизацию ремонтных работ, выбор методов и материалов для устранения дефектов. Также рекомендуется разработать стратегию контроля за выполнением работ, чтобы обеспечить их качество и соответствие техническим требованиям.</p>
<p>Эффективная оценка ущерба и качественно выполненный ремонт способствуют значительному продлению срока службы автомобильных дорог и безопасности всех участников дорожного движения.</p>
<h2>Технологии быстрого обследования разрушений дорог после наводнения</h2>
<p>Определение степени повреждений трасс возле водоемов и склонов, пострадавших от сильных осадков, начинается с применения дронов. Беспилотные летательные аппараты оснащенные высокопроизводительными камерами и инфракрасными сканерами позволяют быстро получить полное изображение состояния магистралей, даже в труднодоступных местах.</p>
<p><strong>Лазерное сканирование</strong>, или LiDAR, активно используется для точного определения уровня насыщенности почв водой и возможного подмыва дорожных оснований. Эта технология отправляет тысячи лазерных импульсов каждую секунду и создает детальные трехмерные карты поверхностей. Информация считывается в реальном времени, что значительно ускоряет процесс оценки повреждений и выявления наибольших угроз.</p>
<p>Еще одним эффективным инструментом является <strong>георадарное исследование</strong> (<em>Ground Penetrating Radar, GPR</em>). С его помощью специалисты могут определить подземные пустоты или размягчение грунтов под асфальтом, что предвещает опасность провала. GPR обеспечивает высокую точность результатов при минимальных временных затратах.</p>
<p><em>Использование спутниковых данных</em> также становится незаменимым в раннем выявлении деградации маршрутов. Современные технологии позволяют проанализировать изменения в ландшафте и настроить системы мониторинга для предупреждения будущих проблем с безопасностью движения.</p>
<p>Помимо вышеупомянутых методов, мобильное приложение <strong>«Дорожный инспектор»</strong> позволит оперативно вести актуализацию данных о состоянии трасс силами самих граждан. Это инструмент сбора первичной информации, который можно использовать для скорейшей отправки отчетов в ответственные службы.</p>
<p>Все перечисленные технологии упрощают задачу оценки ущерба и принятия решений по его устранению, обеспечивая точность и оперативность при минимальном человеческом вмешательстве.</p>
<h2>Выбор материалов для ремонта дорог, пострадавших от оползней</h2>
<p>Оценка степени повреждения позволяет выбрать адекватные материалы для ремонта. При сильной эрозии необходимо применять особо прочные вяжущие и заполнители. Цементно-бетонные смеси с добавлением полимерных модификаторов показывают высокую устойчивость к динамическим нагрузкам и атмосферным воздействиям.</p>
<p>Работы на участках с риском повторения оползня требуют использования геосинтетических материалов для укрепления основания. Георешетки и геотекстили способствуют стабилизации грунтов и предотвращению их смещения. Это сокращает вероятность повторных разрушений при новых оползнях.</p>
<p>При выборе асфальта предпочтение следует отдать маркам с высоким показателем прочности и эластичности. Полимермодифицированный или резиномодифицированный асфальт устойчив к растрескиванию и водонепроницаемый, что значительно продлевает срок службы дорожного покрытия в условиях повышенной влажности и частых осадков.</p>
<p>В регионах с частым проявлением стихийных бедствий целесообразно применение быстровозводимых дорожных систем, таких как модульные пластиковые покрытия. Они могут быстро монтироваться на поврежденные участки, обеспечивая немедленное восстановление транспортной доступности.</p>
<p>Также следует уделить внимание гидроизоляционным работам. Применение качественных мастик и герметиков на основе полиуретана или битума гарантирует защиту асфальтобетонных смесей от проникновения воды, что важно для предотвращения размыва и последующих разрушений.</p>
<h2>Использование геосинтетических материалов для стабилизации основания дорог</h2>
<p><strong>Геосинтетические материалы</strong> значительно улучшают устойчивость оснований при ремонте и укреплении трасс, подвергшихся стихийным бедствиям. Их применение позволяет предотвратить деформацию, смещение и разрушение основы под воздействием динамических и статических нагрузок.</p>
<p>Одним из эффективных материалов является <strong>геотекстиль</strong>, который служит фильтром, предотвращая смешивание разнородных слоев основания и способствует отводу воды, сохраняя при этом прочность и устойчивость основы. Геотекстиль значительно продлевает срок службы дорожной одежды, уменьшая необходимость частых ремонтных работ.</p>
<p>Кроме того, <strong>георешетки</strong> применяются для армирования слабых оснований. Их использование позволяет равномерно распределить нагрузку, увеличивает несущую способность и предотвращает образование колей. Георешетки особенно эффективны в условиях мягких и влажных оснований, где другие материалы могут оказаться неэффективными.</p>
<p>Для обеспечения долговечности и надежности основания рекомендуется использование <strong>геокомпозитов</strong>, сочетающих свойства георешеток и геотекстилей. Такие комплексные решения позволяют одновременно выполнять функции армирования, фильтрации, дренажа и разделения, обеспечивая комплексное укрепление трасс.</p>
<p>Применение этих технологий требует тщательного проектирования и расчета, поскольку неправильный выбор материала может привести к недостаточной эффективности всей системы. Также важно учитывать особенности локальных условий &#8212; влажность, тип почвы и уровень подземных вод.</p>
<p>Заключительный этап состоит в контроле качества укладки геосинтетических материалов. Обеспечение правильной установки и соблюдение всех технических норм и стандартов гарантирует максимальную эффективность использования этих инновационных материалов.</p>
<h2>Методы предотвращения повторного повреждения дорог в зоне риска наводнений</h2>
<p>Для уменьшения риска повреждений транспортных артерий при природных катастрофах целесообразно использовать повышенные стандарты проектирования, учитывая специфику региона. Материалами с повышенной устойчивостью к влаге и механическим воздействиям будет обеспечена долговечность основания и верхнего слоя.</p>
<p>Проектирование отводных систем на подходах к мостам и в критических точках позволит эффективно удалять воду, предотвращая её застой. Установка лотков и дренажных труб с системами фильтрации предотвратит засорение и сохранит функциональность дренажа даже при сильных осадках. Это снизит давление воды на дорожную основу.</p>
<p>Исследование почвы и подбор фундаментов, способных сопротивляться сдвигам и другим геологическим процессам, обеспечит устойчивость дороги. При выборе фундамента учитывается тип и характеристики почв, возможное воздействие воды и другие экстремальные условия.</p>
<p>Строительство защитных барьеров, таких как волноломы и земляные валы, в районах, подверженных риску затопления, станет дополнительным барьером для воды и склоновых процессов. Это поможет защитить дорожное полотно от разрушительного воздействия воды и грязевых потоков.</p>
<p>Разработка плана регулярного обслуживания и мониторинга состояния дорожной сети позволит вовремя выявлять и устранять возможные проблемы. Использование современных технологий наблюдения, таких как датчики давления и влажности, даст точные данные для анализа и принятия мер.</p>
<p>Использование роботизированных систем для профилактической чистки и ремонта водоотводных систем должно стать нормой в районах с высоким риском затопления, обеспечивая их безотказную работу даже в экстремальных условиях.</p>
<h2>Организация дренажных систем в процессе восстановления дорожного полотна</h2>
<p>Для эффективного отвода лишней воды наружу, необходимо оснастить дорожное полотно дренажными системами, выполненными с учётом местной климатической специфики и геологических условий местности. Использование таких систем существенно продлевает срок службы дорог и предотвращает быстрое разрушение конструкций.</p>
<ul>
<li>Проектирование дренажной системы начинают с подробного анализа сбора данных о рельефе, виде почвы и уровне грунтовых вод.</li>
<li>Ключевые элементы системы включают в себя лотки и каналы для сбора поверхностной воды, а также фильтры и пескоулавливатели для уменьшения загрязнения.</li>
<li>Определение расположения дренажных каналов должно зависеть от направления протока водных потоков и самых уязвимых участков дороги.</li>
<li>При установке дренажных труб важно обеспечить их уклон от 5 до 10 миллиметров на один метр трубы для гарантированного отвода воды к коллектору.</li>
<li>Дополнительную защиту обеспечивает применение геотекстиля и дренажных матов, которые предотвращают засорение системы и способствуют равномерному распределению воды.</li>
<li>Регулярное обслуживание дренажных систем, включая очистку от осадка и мусора, повышает их производительность и предотвращает возможные затопления.</li>
</ul>
<p>Адаптация плана дренажа к специфическим возможным рискам и определение оптимального соотношения стоимости к качеству работ становится ключом к долгосрочной устойчивости и функциональности дорожных путей.</p>
<h2>Примеры успешного восстановления дорожного покрытия в разных странах</h2>
<p>Для устранения ущерба, нанесенного асфальтобетону экстремальными погодными условиями, многие страны применяют инновационные методы и материалы, демонстрируя впечатляющие результаты. Рассмотрим примеры из нескольких государств.</p>
<table>
<tr>
<th>Страна</th>
<th>Методика</th>
<th>Материалы</th>
<th>Итоги</th>
</tr>
<tr>
<td>Германия</td>
<td>Использование гибких барьеров для защиты</td>
<td>Геотекстиль, битумные эмульсии</td>
<td>Снижение времени на ремонты, уменьшение вторичных повреждений</td>
</tr>
<tr>
<td>Япония</td>
<td>Раннее обнаружение трещин с последующим быстрым реагированием</td>
<td>Самовосстанавливающийся бетон на основе химических добавок</td>
<td>Увеличение продолжительности службы дорожного полотна в 2 раза</td>
</tr>
<tr>
<td>США</td>
<td>Применение модифицированного асфальта с улучшенной вязкостью</td>
<td>Полимерные добавки</td>
<td>Повышение устойчивости к растрескиванию и колейности</td>
</tr>
<tr>
<td>Австралия</td>
<td>Комплексная система дренажа для уменьшения водяного давления</td>
<td>Асфальт с пористой структурой</td>
<td>Значительное снижение риска размытия основания покрытия</td>
</tr>
</table>
<p>Подобранные технологии и подходы существенно повышают долговечность дорожных полотен и ускоряют процесс устранения последствий стихийных бедствий, обеспечивая безопасность и комфорт транспортного движения.</p>
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		<title>Как проводится контроль качества ремонта дорожного покрытия</title>
		<link>https://aktaustroi.kz/kak-provoditsya-kontrol-kachestva-remonta-dorozhnogo-pokritiya/</link>
					<comments>https://aktaustroi.kz/kak-provoditsya-kontrol-kachestva-remonta-dorozhnogo-pokritiya/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:27:19 +0000</pubDate>
				<category><![CDATA[Ремонт и восстановление дорог]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-provoditsya-kontrol-kachestva-remonta-dorozhnogo-pokritiya/</guid>

					<description><![CDATA[Чтобы обеспечить надежность и долговечность вновь отремонтированных автомобильных трасс, следует придерживаться строгих стандартов проверки и использовать современные технологии оценки состояния. Поверхность должна быть равномерной без видимых дефектов в виде трещин, выбоин и волн. Первым шагом в оценке является визуальный осмотр, который выполняется как в процессе работы, так и после её завершения. Этот метод позволяет быстро[...]]]></description>
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" alt="Как проводится контроль качества ремонта дорожного покрытия" title="Как проводится контроль качества ремонта дорожного покрытия" /></p>
<p>Чтобы обеспечить надежность и долговечность вновь отремонтированных автомобильных трасс, следует придерживаться строгих стандартов проверки и использовать современные технологии оценки состояния. Поверхность должна быть равномерной без видимых дефектов в виде трещин, выбоин и волн.</p>
<p>Первым шагом в оценке является <strong>визуальный осмотр</strong>, который выполняется как в процессе работы, так и после её завершения. Этот метод позволяет быстро выявить недостатки в видимости, например, необработанные участки или неровное распределение материала. Затем применяется <strong>ультразвуковое исследование</strong> для точного анализа толщины и плотности настила. Эта технология помогает установить соответствие работ стандартам без разрушения покрытия.</p>
<p>Радар с проникающим излучением (<em>Ground Penetrating Radar</em>, GPR) используется для более глубокого изучения состояния асфальта. Он предоставляет данные о наличии пустот и ушибленных мест под поверхностным слоем, которые могут привести к преждевременному ухудшению качества трассы. <strong>Лазерные сканеры</strong>, используемые в данном процессе, способствуют точному измерению не только гладкости, но и геометрии покрытия.</p>
<p>Финальную оценку проводит лабораторное исследование проб асфальта, взятого с различных участков дороги для проверки соответствия используемых материалов заявленным требованиям к составу и качеству. Испытания на компрессию и износостойкость позволяют точно установить срок службы и безопасность дорожного покрытия.</p>
<p>Только комплексная и систематическая серия проверок может гарантировать, что восстановление асфальтового полотна выполнено правильно и что автодорога будет функционировать без дополнительных вложений и частого ремонта на долгие годы.</p>
<h2>Шаги подготовки к проверке качества дорожных работ</h2>
<p><img decoding="async" 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
rUpbs0k9EjSOM/j6U+HJbGRwKYAB93vz9aI2KdcHPTBoIOcbOM9wOgpC3XAHPY9qQEkncCMcj3FJtwM9SPWtjMUHb0IP400MwOMD8P508cj3z3pdobt2PFADDKGGMj+tOVgV54P0xim+WmAW7dz1/Ongb2+UN7UAJ8qDJIxnuelJnDZYkg9M0456dP1pFX5SpA9sccfSkMdnjg8+3agACM4znrSBRtIxnBxmpoYJJTjBAHXjoaLhYi6EYHp1pwHmMCARjjPQCr0VgkfLHex7mrEcEUROEUZxx71LkOxkLBKfmijYgdeOg9RVlLSfHKhO/wBBWjhs/KuR1HqKB0XcMfrilzMdigLAuCW3AjHAHapEs4lIKqdvvnpV2Q5Ge4wc013LEjA3HoOx4pXY7CQRoACqhcHrjFPYYGSQcZGCM5pNzZIPy/ShiVVlABI4HGM5FIBgKhQeAe5zUE9ykIIOSxHG3g/Wp+YkLYIwue2BWFMTPIzc8nIOcU4q4m7E8upzzHEfyDoSOoqnJJK2Czk+vOfxp2RwMYPQHvSOx4BHIPHpWtkiLjSm9sAgjuP60mWBQY4PpxipFi3ITwPUetOSJWG+MBBnHFMRXc4bkLk8c8Ug3KvyLknGOfu/hV5bQnqhIzyQP84pv2IsMBW3DoSKAGRzqPkcMjDsw4FPiDb0AbI67tvahdOmcYwxA4G44+v1qzb2rooEpTGOMDBo5kHKzO1iRkhVlXJOfp+Vc40MhYtgc+vNdjPp6zAF3ZscdKdDpdugO1A5HduSKynO7NIxONh02ac4RC30HFbenaA9vcQzSzIyqwbao7j3roAiKFXaoHoOCPwpGjDKSSMnHGKycmaKKI3jKyFvLUEtkheM56/jU69gSSDSLnkbcgZAz7f0qTALDG5W9KmxQoVhGR/CKUqzcYx0Ibof/r0rDcgCllypAI7UBSoxkgE8+xPtVoQfvARgD6kdR3pFPmAj5g3ZgB0qQozIpUjA68f59KVI3yeMg9KokQxnC7X7DJ9qEjKyjjgjr/SpdpBA29O9JIyxQvK5AVFLH8KAOd1q7kW/VY3w0HRlGOf84q3p2trcs0d3shb+Fw2A5/pWBLKZZHkYklyWP1qo0pAbBxkYP0oYkegpIw+YEFTznsfxqYEHnINecWmoXVk2badkAOdh5U/geK3bTxepwt7bYP8Afh/wP+NJBc6ho427Y9xUDwlGDA5HqO1VrfXNNuUzHeRr/syHYf1q6kqOMxurcdmBzQ1caZBgZ+Yfd5Ht9KmiXI3Hknv3ppXDfLwfbmpIcqcHvUJ6lvYeEHGeaXHNOo71oQNC01owecc1LiigDk9ZXZezj/ZH8q1LFV+wQNj/AJZL/KqGvLjUJB/eQfyq3p4L6dbkE/6sCudO0mdc9acR2oShbVyCQcbQPrWNZxefqNtEem7e30HP88Ve1eQhY489eTUWioWup5gf9WojH48n+lJvmmhx9yk33N1ckn3HP51y/jJ83UC4xiPIH1NdZGQwGF9ua5Dxkcami+kQ/ma7Ke5wz2Ob70o60YGad8vrW5gAHzU4fdbPQKaRRk5pxwVP+6aYDoNyMhHQ5rr/AAso2uSOkY/U5rlYVBsg3cMRXX+G/lSUcYwBn6UpfCwj8RrqpMa5JJHciuY8V3m+WG0U/c+eQe56D8v510d3MttDJcMRtjUsfevP7md7m5knlOXdiSazpR1uaVHpYcrbVxUTyFgeaY5O5B65phzW9zIdvIpQQ5IU4PpUQNJznI6ilcLE04Ksp9QK6fwrG3mTyYAwoX3+tcozuFRDycfzrs/CzB7OVwfmDc8c9P8A9dRUfulQWpsszKRgFsnDAjOKkhcZKqDjAxxTduH6jAx044rlfEniRlVrSwfhuGmHUj0X/GuaxsP8S32mxXBSEF7oH94YyNoHfPqfpWXDNHOm+Jgw/UVzhZjk55qxGJLTbJkqfY1nOkpao6KWIcNHqjfozVK11OKUhJSEc9D2P+FXK45RcXZnownGauhc0UlFSWODEdCacJnHfNR0UATCcjqAacJ1PUVXozT5mFkWHlUDKj+lRm6lQfK2BURPFMc1XMyHFEpuHkkjaQ7mj5UntVuN42lWQtg7dpU9Ouc1nr941KauNaUWZzoQmjX8xSOhqOXcY/3aF2HIUDqazVdl6MR+NSiWQD77fnW31ldjmeDfRly6Aisd7BUl2qWA7nPIrY0N45NOQxHILEsCcsD9fyrlLhyV5Oc1a0TUDYXWHJ8mThx6ehpRq3fkOpQtG27R2GCn55APXNPj+ViQT0A+Uc1mXN60x8u2+bLbVwep9aoNqt/p05juIuCPlzyD9DWz0ORK5EG2ttKnpwe1SZAyDwR1GetKQVHWkRJDxsODjHoRWxkBwRzgcH6UhXGQVwMdSamS2lZum0HAyeKlS02ACRiTkj5cHj1+lK6HYqZX/gR5HuPWnqGflSfTp0q4tvDESCmGAznHQVcjUpGNuMY6ev40uYLGetm8i7pCRzjJ6/X3q0lnFG4LAsPfrmpdmI5AW+Z+QQenpStyCMFmODkHmpuyrESIigOkPy98HP149am3A4YHJOMA0m0bSVG3f8xPTJoYsHzgdDnnn8/WkAqgYPDYQkYP6/WlJU5DMRyBwOlR5BYvgnAznPTPXinbXcYYKVP904NACq6sBxgEDr1H1/Km8SYZuOvSmspIySCw4UlupA6UgAfKtlQT07kUDHboyCWAPZSPWmeYAqg87iSVPBFAjUZyRtOM5HOfX+VRk4XltvYEjJFAiwrggFJAfXvn8aRkOFIIGMjpwaYWYOCNxyMk9BTw6O+0gbhkqD+tAEcm1uSWG3GQBnPP61BNbpKCPuuCen86sS4EYK8EHk4BxTVI6tgk8k5zgelNAVlsY2Cu5fPrgYqb7DEDu2kgccHrVoN8ig9+4pw+7yACfToarmYuVECWkJwNq49cVIsMUZwqID9KevBJ4z+tG4FsBs/UUrsdkNdQvKqSfWom378rGyseM7+lWsdTim7Mng8e/elcdjPuxqW1fs/lFs9M9aWNtRYqWij25GVU8j860tuO35UZwOBUtDK5aUAq6pnP5imgA9vm9KmY7hg8A96ZtHU8e9S0NEBXKnjnPenFQclW7Z96eSeQcNRt2tkfqKkoSNFAIbqeKfGi4yeo9aAu0ZwcdcjqalUKRn/JpiI1GEC5BJ9qkVMtnp/WjA29OlSR80IYoQcHuKfiilrQgMVj+JJxFp/kqfmmOPwH+RWzXJeIJzPqWwMFji+TPv3oBmLKCq89fQ1Tdvarc7bgQzYI6e9U5Ac4INNkjM8HnimFuOtKwwMVGfekA+PDsFFdhoVoMBiowBXNabDumBIytd3psKxwLgc45qGy4otYwMU4fnRijGBUFE+cjNFIPuilrYgKKM0UAc54gQ/aYn/vKR+R/wDr1Y0U7tOVeuxmX9f/AK9HiBcwo+Puvj8x/wDWrPsbz7NZXSA/OXG32yOT+lcr0mzsScqSsM1KcS3khz8qcD6CtPRITHpsbMPmlJkP49P0xWJFA11OlsvWU4Psvc/l/OutUKoCqMADAFOCvqKs7WiiZAAgAriPGuRq6+hiXH613K8L0rlPHFud9rcAcEGM/wAx/M12U9zinscfSlelPwKTbyK3sYXGgkfhUhJ8sg/3f600LUhA2H/dp2As2R8y1ZCOUcH8DXWeGATDISOw/ma5LSCBcMp+7J8v4113hv5ZbiJuNqj+dKfwBH4yLxbdCK0jtVPzStvYegH/ANf+VcgTjmtHxFdG41q5P8KN5a/QcfzzWYTyBTgrRHJ3YjH5x7Cmk89aH6mmZ+amSOJwc0mSQcdaaW5NIpJYAdzilcZZxm5APr/Ku78OxRrpMT7Bvctk4681wUTf6QWbpzV7UPEUrWUVhYkxwxoFdx95z3+grOpsVDc2te1hZA9nZt+76SSA/e9gfT1rj7pJJJ2AGFQYz2GBU0N6BxKOezVDfyneVQ/K4ycHrUaWL1uVY2CuGIzjnBp0srTPudvoKjxXQ+FdHgv2kuLobkQ7UQ9GPvUFJXMKK3lm/wBVE7/QZrTs1v7cBXiLR/3WYZH0rsJ4Vhib5FCKMgKMcUovtGhZEJKMwz8yZJ9yRUuHNozVSVPVbnPg5HTHsaWprqSO8mkkjBRd3ynPPSoCdoG8/jXLOi47HbSxKlpLQWiiisDqCkPSikPSgYhpp5NKaaeufSqJHR8nPqal71HCMKPYVJSY0A606minUgIpRuwM0wJ7ikuG/ecdhU1pCJlUpKWlDYMA4LD1BPX6VvBaHPUly6lm21CS3EZbkR8j/A1QuNWnvJjNdcL0SMHgVd3QLcBT+8TqwYe3INYawSvIzvxnpngV009U0cFZK6kup6GLdVICqDwMM2CcCnbUD4+Uc5AB5zSSXcSqArhmI6jtTDfR8kKT7Y/Wq1MibbhGKD5iMj65zzTXVB6KoweWxj/P9aqm9wcKgBXkc/yprX0j4+UKM9MZANOzC5fBTbuTBycYFKxAGSQAD06HP9KzDKxXaX44wfpTC5LZDEn36Ucormr50eR868DoSOlRiWPdhX+UjqRz9Kzdxbkg8dCcUm7LjHBOeBzmnyhc1vMQkYKn6n+dO3qWG2QHn1yfpWUjZcBQNzVagt13h92T125pNDLWQxYjcCB7dTSs21eh46fjTBuBAVcHd2HDeoOelPTc4bbgAnuR8v4DrSAqmM7mwQfUd1J6GnROQiqzHfjjI5+tTKFGCy8ZIPGcelHloAW646kGgBnzfMoJIPXHIpgAZTuPAH8Q5/xqYFlwWwFzn/8AXQVUp6HqMdu9AEC4kUKVKMOAM1IY5SQsaggdSTg5qRlAww9O3Uj0psci5KqQGHJ9QPpQBGSGGCWBJJbHBPvSiPK9QuTyAcYp7PuA34yvf096bG8czttxuYAkAU0BImSv3sgdutSdG44PXpTAuD0Ax61KB3HT0x1oGN25+9TguCe360oz04pdtADSDuB4x696cAT6c04Yo6dKQxoVuOelLg/T6UvPY0pGO1AFdt4OCBikHAxVjbntTDGQeKlopERCk5I5pR09R707y8HNC7WZgOqnmpsMRQTx1WnMMn6U8A+lNIx2oEC571IgxzTAKeoynWnHcGOpFYNnaehweKdR3qySO6nW2tpJm6Iufx7VwkrmRmduWJLZrqPEpK6crGTam8Bl7EnpXIzsOwoQmV5RhyDn1qI56nk0rMd386azDnrQxDCVxyTzSIqO+OfanqVJxnFPgi3zjGACevrSGbei2i70LDGeeOa66JQkYFZOj26oucZyOPatjNRctC0lGaKBkq/dFLSJ90UtaIgKKKQkAZNAGZrKb7Kbj7uG/I1zQ9Pzrd1u+SKFog3zP972FYEZWa6hgILK7jeB1K56fjXLUV5HfRfLBm9odqEhN24IeYYQHsnb8+v5VqjFM6cDGB6UAMxwpzWqORu7uy0vQVieL4Wl0feoyIXDN9Omf1rZBIHNQX08MFq7XI3Rt8pX+9ntW8d0ZS2PNBgjtQQKZd7Y75vKyIyTtB9O1Aaus5iQL+tLNjawB6ADFQs/IA60Mw5HqfXNJsEPtX2Spzj5xXa6A4N95uRhoju/DFcOFw8f0zXTaDKVMn/XGT8PlNT9loF8SZz9xKZrmV/7zlvzNNB5FRKeQO9PU/NVgI9RE81I/Wom6UmMQHJzUkOQ49Bkk1H0Ap5D+S/PBGPzqBkRl3fKpwD3NWFtVEakOCT1qSC3jlG0jkKMVAVe2l2q2D+hrJ67lrQV7R/vAAj2NMW1MgOAQB1J6CrcU4b5Tw3pSuAw5/Ony3FzGXcQy202yRSCOQexHqK6bwtci3tf3hOyRiT7H1rNku99t9kukWRV/wBXJj5k/HuPapLCZYYAhwyr1I7e9Y1LrY6KPK37x1t+DJYOYyGDDgg1kwfZDIXuIds5GN3/ANaq0F81uwEcwXfyAejVakvIp1xPAM44ZDioVVdTplQutNSrIk0BO1N0ZOeBmqU92GUgoVNXfMeP7jHHsahlnduHAP1Wn7RMxdCSIbDIV3eXEa/wnr9RVhJUkzsbOKoyoX6YA9AKfbWgV1ldwAOeuDUSjGexrTnOnvsXaQ1G91ArYLjk9ucU8kEAg5HrXNKDi9TujNSV0IaYTwfpTz0pvUgepFAXJlGBRS9qQ0mNCilpBSipGVJQTK3XFCEowdWKsOhHBFWXQ7jxTduTjiujQ5tWStItxHnyws20h3X+LPfHrWZcKwURy5YA5GDitCZTBCjqOWOfwpoljk5fg/SuqkvducFd+9ZG02VPLNnHXHSnFvqfpQbeTqVY9s9KmFlJkbuOepHFaXRjYrkdepxzjNIpyev59RV0adkZDDOeQfWpY7KMhWO7HTnjH19aXMgsZxIX5SeM8cd6CXzn1HatR4YYcFkBU9s9aWPyOiIoIB5AwPpS5h2MyOFpGACNzzwODmrENgx+VjtLc544/CtCNtx3JnlT9B/9enMBjJ47k44IpczCxAtmiDn7wxuDDr6VMzMQVKDK4yAePwpvKn5EVlLfMuTwKk+7jknjgk8kf1pDE/ebvl2lVGRg/n/+umCPkB3C9MdvyqbZ8wIO36HrUbLIXyuWRhlj2P8AjSGN3vsIJIJPUd/Wl3FlLccDOcdaHixKDkdsgNjB+lIECvkB+eT3/CmA6MscnoW4xjgUjYCqW+UdFPT9KIlYDcwBPY4prDC4AYfN68UCHAsrjAJz6/zoA6so2jA6daTOGG4EpnJ9VpxVVcMvBUc59KBjFJkPAZV7Z749jUywqRyoAzwMdKjwQ2/IVAeT7e/6VKJFU7WyMcdKAHEYHAwMdKUZzjjnrSM4TG7p6ikMjZ+UAjvz0oGSDoaX+tM3HgchvSnDJzkbSO2aAF6cEUoo5ApQKAAjIIPQ0kcaRRhEGFXoM5xTqKACjAoooAMZoxijNMaVFHzOKAH1ETTWuox0yazp9SkV2VUVcdzzSkmOLuaec1ICAvJxXOPfXEnBlIH+zxVyMkRKGYk4704RuxTdkajTxL1cH6VG14g6KTVAvjqaj80Hp/KtVBGTmyHxFJLd6fiJc+W28oOS4xXHfaAAFcYAP0IrqtRvTawgouXY4GegrlJ4/MYsep5qZxS2HFt7ig7kVhyGHFIxBqtteM/IxFOSSTafMUHB7VBRIvyNkqHHoa0dNgLuDjGKzGnRFAGST29K2/Dkk11dgCBjCo+Zh/Cf61LKW51EANvAiqvPc1aSQkc0ioWg56g5oWM96zZoTA5opoGBiigROh+UYp1RRH5akyK1WxDCobmQRxl3OEUZJqbNYniG4KhYAfvfM307UpuyuXTjzSSMS/lS6leeVev8uwqnbLJbX5klUo8bgFf7uDWvo9p9pvt7j91bkMQf4n7D8Ov5VFrUe3UbjH8eG/MVza25mdt05ciOlI5qSNQGxis3+1YVtYmCFn2DI98VlahrEjKVL7FP8Cf1NdUYN6nnyklobGoazDaArGRJIOvPyj6muXvNWlu58ysP9n0H4VQuLkyHrgfpVVSJpliVhljjLcAVsrRMm3IdOm4knJDevaoFYg7D271dvZLa3mWKKUvtXDMem73qsyiQZUgHqK1UkzNqwigM4pkg+Yfj3zT1VgSp4YcgmkKEyKpOWNDGTKu07m+6FFdFoig2OoXRBGy3ZVH1FYfl5ba2RtPAHOa155Ba+H2SM4M7CMD1A5P9Pzoeuglvc5tuGzTh1zTXBoU5WqEPk/nULdalPIFRt96kwE/GpM7IeudxzUfGOlSkZkWMDjIFSUTpbXKwtLFA7xrgMyjO3IzVWS9LMBIoZR3xg11ljugtBjISR9+4eo/wp19pen3ymSSFhIT95OGye/vWbWuhaehy5jimUFCc9ivX8u9PCTRglh5kY6unOPqOoqzqmjQaV5Oy83ea2NjjBX3qoZpbeXa5yR3zj9aL2C1xJkV03L1/nVVdyNwSPWr/ANphk++AD64wfzFMMSyA4IYdjQ0mCbRFbh55DtkC7QNoPI4qaCY2zTJKD8gzgNkfh+dVmjkhOeR7ihRI6TZO+R8cd8ZrCUO+x006lrNbmrHKJY1dc4b1prTRhirSKCOxNU4rxYYljkjkXaMZxVe8uIWdgsIZ+7GudU3c7HXSje+poGRCeGUn2NRuM1Us44g4bzA0g5AHQVcNNrldhRlzq7K7rVYXk1vKwRvl/unkVck4FZUhzIx960g
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" alt="Шаги подготовки к проверке качества дорожных работ"></p>
<p><strong>Разработка плана инспекции</strong>: Перед началом исследований необходимо составить детализированный план, включающий перечень всех этапов работ, которые будут подвергнуты осмотру. Это охватывает исследование исходных материалов, технологию укладки, а также проверку уплотнения и равномерности покрытия.</p>
<p><strong>Определение инструментов и методик</strong>: Для объективной оценки используют специализированное оборудование, такое как плотномеры, скребки и уровнемеры. Помимо профессиональных инструментов для тестирования, применяются также фотографические и видеофиксации достигнутых результатов каждого этапа работ.</p>
<p><strong>Передовые исследования</strong>: На стадии предварительной проверки предпочтение отдают лабораторным исследованиям образцов асфальта на прочность, упругость и долговечность. Также важно провести анализ грунтов основания перед началом укладки асфальта.</p>
<p><strong>Обучение инспекторов</strong>: Квалификация и подготовка персонала, осуществляющего визуальный и технический осмотр, должны соответствовать современным стандартам. Профессиональные тренинги и сертификационные курсы улучшают способности команды к точной и оперативной оценке состояния работ.</p>
<p><strong>Предоставление отчетов</strong>: По завершении каждого этапа осмотра необходимо создавать документы с подробным описанием выполненных процедур, замечаний и рекомендаций. Это подразумевает детальное фиксирование качества асфальтирования на основании проведенных тестов и анализов.</p>
<p><em>Систематичность и правильная организация подготовки к оценке результата дорожных работ является залогом точности и объективности получаемых данных.</em></p>
<h2>Технологии оценки равномерности укладки асфальта</h2>
<p>Оценивание равномерности укладки асфальтобетонного слоя имеет критическое значение для обеспечения его долговечности и безопасности движения. Последовательное использование дорожных катков среднего веса обеспечивает необходимую плотность и гладкость покрытия.</p>
<p>Лазерные сканирующие системы позволяют анализировать ровность поверхности в режиме реального времени, выявляя несоответствия нормативам на ранних этапах укладки. Это сокращает риски дефектов и расходы на послеремонтные работы.</p>
<p>Термальные камеры используются для контроля температуры укладки асфальта. Правильный температурный режим ключевой для достижения оптимальной адгезии между слоями и предотвращения расслоения покрытия.</p>
<p>Применение георадаров (GPR) становится эффективным способом для определения толщины асфальтовых слоев и нахождения внутренних пустот. Это позволяет предпринять необходимые меры до возникновения серьезных дефектов.</p>
<p>Использование систем GIS и GPS для отслеживания показателей укладки помогает отслеживать процесс в динамике и планировать оптимальные маршруты дорожной техники, сокращая время на укладку асфальта и минимизируя ошибки в плотности раскладки.</p>
<p>Анализ данных с привлечением современного программного обеспечения позволяет создать подробную карту дефектов и просчитать оптимальные способы их устранения, улучшая выживаемость и функциональнось покрытия.</p>
<p>Инновационные подходы и автоматизация процессов определения равномерности укладки асфальта призваны существенно расширить представление о текущих методах работы, повышить их точность и уменьшить вероятность образования участков с недостаточной прочностью или неправильной толщиной слоя.</p>
<h2>Использование лазерных сканирующих систем для контроля уклона и высоты дорожного полотна</h2>
<p>С помощью лазерного сканера можно определить мельчайшие неровности и выявить дефекты в уровне, которые могут быть незаметны при традиционных методах оценки. Это позволяет оперативно принимать меры для их устранения. Подобный подход значительно повышает вероятность предотвращения дальнейших дорожных повреждений, вызванных неправильной укладкой полотна.</p>
<p>Лазерные системы также полезны для автоматизации процессов подачи данных о состоянии поверхности в режиме реального времени. Интеграция данных с географическими информационными системами (ГИС) позволяет более точно планировать работы по улучшению и поддержанию дорог.</p>
<p>Применение этих технологий требует подготовки и обучения рабочего персонала, но вложения быстро окупаются за счет сокращения времени на выявление недостатков и повышения общей безопасности дорожного движения.</p>
<h2>Методы лабораторных испытаний асфальтобетонного покрытия</h2>
<p>Испытания асфальтобетона в лабораторных условиях включают определение его физических и механических характеристик. Это необходимо для оценки долговечности и надежности материала. Основные методы исследований можно представить в виде таблицы:</p>
<table>
<tr>
<th>Метод испытания</th>
<th>Цель</th>
<th>Особенности методики</th>
</tr>
<tr>
<td>Определение плотности асфальтобетона</td>
<td>Оценка компактности и пористости материала</td>
<td>Использование пикнометрического метода или метода водного вытеснения</td>
</tr>
<tr>
<td>Испытания на растяжение при сжатии</td>
<td>Оценка прочности асфальтобетона на сжатие</td>
<td>Применение гидравлического пресса для измерения максимального давления, которое выдерживает образец</td>
</tr>
<tr>
<td>Определение модуля упругости</td>
<td>Измерение жесткости материала, его способности сопротивляться деформации</td>
<td>Испытания проводятся по нормативам, заданным стандартом</td>
</tr>
<tr>
<td>Испытание методом тройного индентора</td>
<td>Оценка вязкости и устойчивости асфальтобетона к колеобразованию</td>
<td>Нанесение трех параллельных нагрузок, измерение глубины вмятин</td>
</tr>
</table>
<p>Тщательно проведенные лабораторные испытания способствуют улучшению эксплуатационных свойств дорожного покрытия, увеличению его срока службы и снижению затрат на последующее устранение дефектов.</p>
<h2>Применение дронов для визуального контроля и документирования хода ремонтных работ</h2>
<p>Для обеспечения точной оценки состояния участков дорог, подлежащих восстановлению и ремонту, применение беспилотников показывает высокую эффективность. Благодаря возможности получения актуальных аэрофотоснимков, данные приборы существенно упрощают задачу анализа обширных территорий.</p>
<p>Использование дронов позволяет:</p>
<ul>
<li>Выявлять сложные для доступа дефекты, такие как трещины, колейность или разрушения на дорожном полотне.</li>
<li>Проводить оперативный мониторинг хода восстановительных работ, оценивая объемы выполненных заданий и качество их исполнения.</li>
<li>Архивировать визуальные данные за всё время ведения работ, что дает полную картину прогресса и позволяет оперативно корректировать планы в случае необходимости.</li>
<li>Предоставлять документацию для последующего использования в отчётах и презентациях для заказчиков или инвесторов.</li>
</ul>
<p>Для максимальной эффективности при эксплуатации дронов следует учитывать такие аспекты:</p>
<ul>
<li>Выбор модели беспилотника, способной снимать в высоком разрешении и при различных погодных условиях.</li>
<li>Обучение персонала по управлению дронами и анализу получаемых изображений.</li>
<li>Регулярное обслуживание и технический осмотр аппаратов для предотвращения сбоев в работе.</li>
<li>Соблюдение законодательства о воздушном пространстве и правил использования беспилотных летательных аппаратов.</li>
</ul>
<p>Внедрение дронов как инструмента для визуализации и документации процесса восстановления дорог является многообещающим направлением, которое повышает прозрачность и объективность оценок выполнения работ. Такой подход способствует повышению доверия со стороны заказчиков и улучшению качества дорожных услуг.</p>
<h2>Критерии приемки работ по укладке асфальта и отчетность</h2>
<p>Принятие выполненных работ по асфальтированию начинается с визуального осмотра уложенного слоя на предмет равномерности, отсутствия трещин и ям. Особое внимание уделяется швам, которые должны быть аккуратно оформлены и плотно прилегать к уже существующему покрытию.</p>
<ul>
<li>Толщина асфальтового слоя проверяется с помощью специализированного оборудования и должна соответствовать проектной документации.</li>
<li>Температурный режим асфальта в момент укладки и уплотнения измеряется и записывается для подтверждения соответствия технологическим стандартам.</li>
<li>Плотность покрытия контролируется с использованием метода неразрушающего контроля – например, с помощью дефлектометра или пенетрометра, позволяющих определить уровень уплотнения без повреждения поверхности.</li>
<li>Зерновой состав асфальтомассы анализируется лабораторно, результаты должны соответствовать принятым стандартам на асфальтовую смесь.</li>
</ul>
<p>После технической оценки состояния асфальтового покрытия следует процедура документирования всех зафиксированных данных. Отчет должен включать:</p>
<ol>
<li>Результаты всех измерений и испытаний, проведенных на каждом этапе работ.</li>
<li>Сведения о времени, температуре и условиях окружающей среды во время выполнения работ.</li>
<li>Фотографии до и после укладки асфальта, а также в процессе выполнения работ.</li>
<li>Данные о материалах и оборудовании, использованных в ходе ремонтных работ.</li>
<li>Итоговый акт приемки работ, подписанный всеми ответственными лицами.</li>
</ol>
<p>Такой подход к оформлению результатов и соблюдение строгих критериев при выполнении асфальтирования обеспечивает долговечность и безопасность дорожного покрытия.</p>
<h2>Обработка жалоб и оперативное устранение выявленных недостатков</h2>
<p>Организация отклика на жалобы потребителей начинается с создания доступной и простой системы подачи жалоб через онлайн-формы, горячие линии или почтовое обращение. Для бесперебойной работы данной системы необходимо назначить ответственных специалистов, которые будут осуществлять первичный прием и регистрацию жалоб.</p>
<p>По поступлении информации о недостатках следует проводить их быструю классификацию и направление соответствующему подразделению или подрядной организации с конкретным заданием на устранение ошибок в оговоренные сроки. Это требует наличия четко установленных процедур взаимодействия между различными структурами и лицами, ответственными за качество выполненных работ.</p>
<p>Важно не только исправить дефект, но и провести его анализ с целью выявления основных причин его возникновения для предотвращения аналогичных ситуаций в будущем. Регулярный мониторинг заявок и их удовлетворенностью помогает улучшить сервис и повысить доверие пользователей.</p>
<p>Отчетность по устраненным недостаткам должна быть подана в виде прозрачной отчетности для надзорных органов и общественности, включая статистику по выявленным и исправленным дефектам, используемые методики и сроки выполнения работ. Это способствует поддержанию высоких стандартов ответственности и открытости перед общественностью.</p>
<p>Усовершенствование процессов приема и обработки жалоб идет вместе с постоянным аудитом и обновлением внутренних нормативов для совершенствования качественных показателей исполняемых работ.</p>
]]></content:encoded>
					
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		<title>Ремонт мостов и путепроводов &#8212; особенности процесса</title>
		<link>https://aktaustroi.kz/remont-mostov-i-puteprovodov-osobennosti-protsessa/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:27:18 +0000</pubDate>
				<category><![CDATA[Ремонт и восстановление дорог]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/remont-mostov-i-puteprovodov-osobennosti-protsessa/</guid>

					<description><![CDATA[Поддержание и обновление конструкций транспортных переходов требует внедрения передовых технологий и материалов. Применение высокопрочного бетона и антикоррозийных покрытий обеспечивает длительность службы и снижает частоту технического обслуживания. Зарубежный опыт показал, что систематический мониторинг состояния помогает выявлять проблемные зоны на ранних этапах и своевременно проводить укрепление уязвимых элементов. Точный анализ нагрузок и их воздействий критичен при планировании[...]]]></description>
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
XqnO79az6ldCN94QGXIeGTDd8Dof6fnW5o5LebFnG9OtZurxRRBvJLYaBJPmHPXv+AFXtFf8A0hCehWgYafcxMI7VMh7clXBGO/Ue1U/EcC3d25gXdcRgB1HUqBnI9a0kg8vUfODffXABGMfNmsidzJ4rnDHKqfz+WjqLoVLZ94tgT/CwGKs6mv8AxIc+k4x+RqtYgiOzYH+Nv5V0lmIlsgz2X2sk/wCr27s++Pan1AwPCum3F5qkVxH8kNu4ZpD6+g9TXoh34G1gSehrKjvfKjCJpM0SjooCqP1p41CZVz/ZhHHV5lGfwq7EGghkxs3fjxTyvq4+rGstLu7uMsLS3xj/AJ6n+gpN165+/Zp9S/NAGl5MPm53/Mfqae8UZIUlgB0ZQRWS8lwoPl3dmhHXbGx5/OmrNdnHmX0QB/uQH+ZNAGrJZQOCQFLHue9ZHieC3tdGYoBHIWCrtGM560XNzLDLGZL1zGTh8bV2+nbvVG41a0lYwtcXDjpgEMv8qAMjQHs7S4kmvZmRgvybFJKn1z0rmj80hPqSa6yWPSYbc+alyRu3ZZSG59+OK5Ifep9QJ7eNHlw+duCeB7E1u+ItMs7O1inslT58K6ZJ28Zz/SsrSwr3qpJJ5cTKRI23J2nqB7n1rU127muZgnllLT/lmPLwfunuab3EjnnPQgAU0u3rilbO3mmUmMkTlcmnYqXTmVLgMSMggrkZGfcVpyW9jc3BKpLE8uMRxgbQ3fGeg9qm+thuDtcy4ITO+0MF9SaSeJred4mILKcZXoat3CCzL7VYodyoXUjd71QBJ5JyT3pp3CUeUd9akhRWcbulRCnq5XGOxzTM2dHplgsqCWziiaZSfvk8Y4NaS2N3gedChA5xGw6/jVDw1IUt0LcBi5JNX7vVPLhX95HGzEcs2Qfw6gYpDjsV/sUrTIZ9PRlGfM5U49CB1+opX0eEuzeRDGpUEKr9CfY9KtmYLZCaS4RYc7FKchs+uScc1j3ero0xSGPO1sqAM4/AUFEs/lqNsKxmKMcsGALevFJDZy36hba2LKehDgdP60ybUbBlgCWgWVYyZY8hULjoeO3Xjis+WCaWZJI2WISjcS2FUfQDtQBuvZtDdKjW0sTNwisuDjHUHoSKdNaqoAZFZu5Z8sPf8aZYXM0VgbOVvNRm3nK5YfTnjHtzTpr6ZB5hJmbsZFAk6fkelADmWGaAsEt3K4JO7GB+A/WozBMkgkhl+RVBB3Eg/j2qET6Y8ZfzYztB+WZMN9MjIP6VFZz2ot5Y1kYK/DRCTg5/umgCRr1oJFNwGdiMjyyN2ffgH86nj1C2BDT20qrg4LOFPPXoMn8qpT26C2IiItwvR1P3h7kc8ViyjY7FZWdScB+cGmkI6jSWtLjxDE1oZVAQkhgMKAD0P/1q6OCeeC3SScEhoC+VGCGbkfU1z/hLTzAIrqXLve7ooxnhFwcsfc44rphKl1FbzR5SMzhdp7gZH8xmhgYuu61ZQXC2zeYypGvKbep5796gs9Qhuk2wGVfLHO4Dp+FULqO3bUbyKaCZpFkZRKYy24Z9altikORDBPCG4OYO31oGT3Ny8RWGGLzJH5BHTHc+tIEkkZN14wxnDGJcZ+lZupXSW11CzeYFYFZNqANt7EfjTRq1uq/ubq5JXnbIgYZ/pS1A05Srwn7Zbx3MK5PnRHnA9V/qK4u6kEsrvHGI4yflQHoK3n1wywvDJEzbgRujIXOfasNz5jqrJgAAYXjp3p2AuaToV5qcfnRbEhDbS7Hv9K1W8O2dmym6uZXU9WC4UfzrEt7i7sdwtp5Ykf7xXIzW7p97ZCxC3Ns891zl9hy3pyaTHe5l3dlBDeqqTHyW+62OPz781be5aEnbI8bDkAAEfy6VJMjXDYj02BAOzk5HvkHis2QSum4KAseVJ3AZ78UIC695cRSqskGyRlDENkZB6fn1qlLefOy+RFhuqgcZ/pUXmErgufxpjsh+Ys7Ed89KpIQqTeWNjLt71aVgwqhLKJW3OxLYxmnQTFDg/dFNCJrx5Z/mkYvsAUE9QKn03TZL+3maJvmiIwucZBznjv2piBZFcdmp+izyWd5KVYGTYcKwyGxzj8qbelhIiNrEH2SIQw7E0/7EmN0Ejxt9ciuhW3t9eTeu2G5XqgPX3rLms7ixlZJkIAP3u1SMqiQbTHPiOZRwf4ZPp6GqEy4kNaF0iyxFT+B9DVFkd4I5CDzkZ9cUAddp8rzaoGZsjaevtiqXii48y+SIdIk5Huf/AK2KsaY6W9xE87YjVHLN7YzWVqzwXOoNLb3SyiU5/u7fQc1zTj752UpWp2MyY4IpFPFPnibBJBwvBPXBqFWxxVcuhPNqWF61IDVcNTg5qXE0UiwBSn5cH/aH86jRyeMVKr5I6fjxRGLuglJcrNtMjSY/9psfmaz/ABEZJNQb7MzEgqg28Hhc5z9Wre037Jc2sEML+a643YHAIrJuVWTUbi4LYRp3UAD+7gU4RtJ3IqyvBJbGdBaaxGy3cYlcxkN9/OfwzXWwXCXtvHMg2B+qnqp7j8KigkCQlRvTA4yvWrER3AZGP6DvWrZzEyJujLDqe2O3+eam8ry9vfOabakShj07UruSo9hms2UiuZGWU5wI8nqeTR57F1HysvqD0qhd3MTOVW5hB6DJ/r0qoLiSCUBsqw6e4p2C50APOU9eQKzvElql1o8zAfMi+YPbHOP51JYzLgEN8rcYPY1auU8+1mg/idGAP4UbBueY5q+5zbWzLHudgyDJ4P8A9fmqW0j5SMEcGrgUNpoLDIjlJ/Nf8RVkkUwlgbyZEKOn3geo70jD/Q0buZG/kKhySck5PrUjP/oyLnoxOPwFADMcVctOdOlX+9cRj9apA8VpQoYoI42GM3O/PqFXNAHSxtmFT6jNOBqsJljiRSeigH8qqXmppDCSDlj0FSUVNbuRNeJGvSGMJ9SWyax5FVpXLHvUnmEhpGOSxpqqDnNUSR+TgZ/MUvlAnCgjHJzUm1lAOcqOSKcT5hHlnBHUmmIhCKuRJ17Vo6PuTUbf5AcuFC59TVVIxtZXxuHOTU9ndGG5iljj3yIwIB6E0AdjZqiSzRKAq7y349a5qN/ttxIJE+bKqpJOM5xkDv3ra0i6+1u05TaWbG3rzWFDI9tdpcRIXET5ZG9uuD+dZ9S+hoasDJqt5HuKiKBV474FWdFB325/2azI7k311qE/OJFYqCeQOSBW1o6gGFgMDb0/CgYkd2LjVXg2lGiGCT0PuKyNRP2XVrybOWUkLk+q46VseQsWqGfnfKCG544rH8TOn2rYnzbtsmfTjGP0zR1EQ2AIis1Bx8zn9K6CSZbTSld0LLv6B9ufxrOtbUxyWUZGMQM5/H/9db8aKtqgdfl+lPqHQwvtySfMbeMknIG6Riv5VYhvrnZmO38s56LbsfxyeK11mKkjCoCCclutKnmOhfzQwPPHAP8AWruuxFjDnTVblA7JN97G3AHHqPaohpl+VUsSmP70gGPpitS/vksYTLMhJ4ChWJ3H0NUltNQuyZ5rhbXcQR5RzsHTaR607gVLotp13AsjNLvb5trHkdMGtR9LMkocOix4+55X+Nc/LHHHeW8UV2koVgTMqbgv165PtXYKpTYQC46AgYzU3HYz5NLRgP3cbYGf9Xz/ADp6aXuwon8kddqqo/pVxp3DsDA2SPl2sP1HWnhJWAEiA927YP49qYjPvtHt5UleaWeTaucLjsPYVyfhyyh1DVVguN3llGY7Tg8V3lwm63dmUAIjEYbvg+nX8a43wUQNdGSAPJft9KANez0610qR/PN3HLuYJJEpZXQ9OgOD2IrM1u+sZJYfsrXcjRygymXdgjGCAD3/AArsIbu5e6kQ237kHCSbhnpzkZqw8gI4UE9+KAPOdcn0yWSNNMt3iVAd5cEE+nBPasquv8dRL/okyoBu3KWxgnp19a5aK2klG77q+poGNhBL4AzkVq2G3z7bc6v83zBmA2j3JostNKOsgliVsEfMxzyMelaFvo0B/wBZJGf+BMf8KTsUosNXsWmjjiHngsrNAGI2yNkfdP07fSud2lTtIII4IPau9t7Gzmt47eYRSxRnKDYflz1wS1PvfC1jqWHieSGYDG4fMG+oP+NKLS0CUJbnn1HU4rT1rQ7zRZFFwoaNzhJV+63t7H2rMAxVmLOo8Puvk5YgKmevpVyeLh2Wz84A4yiZx9R/WqGgSrBalmjMoY8KMZGPrU15eWMT/aYRcpckDhX2qrD1x7UWHHYmivEXSikEMSO4wfk+4R0JB68fjUET3ckyC58kxgbNpwuOPvHH+NZRuZHfzZSXIJYBmyOf500SyNMHdsP2yMn6CnYZtPYNBaqzSYYHYwUgc54P+etTQ2MnmTI13lFwyqqZIPfKnqB7VSjv2mRIbg7o3wMgZI59R9asQ4hk+WRnPVQ52se2c+mKQD1sLvLxb497/MZMkLjtwO9NttPuFvixgSRO24nOCOc5Az3q8t4Syo7kYba+VxtP1/lVUHypmmihMqRgr/rOWH972/lQMYljbySvbSRRx/edUC53YzyOM9O1V4tItftcSvbzgMpJdGXBPfrx+FXDckOgkt5l3YbzBgjGOo/z606OOKKIyRzsyckqVODz6e9ICkbCGNyd0aKhBV5EA49Dg4NVNVv/ACEEUciSAj5W2KMA+gxxUtxJass8skDyPn90JCQMn1HTj0rDn/eM0kjFu5qkhM9D0CJ3t9PVnwI7USqAfUsP61csrUGy08HBLPvPB54Y/wBaqQH7LGoRwjJpiKpI/iJOOPrWusTRz2Kq+EijbcuOvAH9aQHm1+byXVLsRyE4mfAMwHGT6mqcxmXlw+4ddw4roptPtftkkpUPvc5ZQeMnP59KztYVI2SKPG3GeM/l700wZloTIvzcEe+Kt7Iv7ODGLMm7hwR+tVSAOf5VcEEMeniRlYyu2F9AKokhtJ4oJldkQOpypZNw/Ed6uJf2sTsTJ8zckpGFU98Y5p2mQEq0rLuHTkhatxpsZhvhIPUKoYn8eKTKRWaeO5dmWNXLnPyxBs5+lV5TFD0tHLjj5kwufpnrV6O0tEwY18mXpuWcpu9sYOaryPexRbLcOyk8DaOR/M/WkBTnvJpFXEIjAOAQp5/XFMku/NKhwVA5ComPy5rTtJbiVxHNDDEzA/MVJwR1ODVqW1lERSWTYOo2EKG/QUAc44eQmUqcA5Ixj9KkjVXGclQD8w7Y7VdvoIFiBhlUuv3sv1/X+VZ8bGGTDANkdj/WmBI8e5SY2YLnB44NU5IwrEZJrQ8yQkYdI+OAwAGPeo7hwQNwiJ/vR9aAK0MxiOD92nGUQ30c68rkMf601jn0P40x146cCm9hI2PntbgmJyjIflYH8v0q7/a9xcbYpbeCZugJG05rOEoltbeU/eMew+5Xj+WKjjJJO4DrStcDRu9IvRGZRbpGo6oJNxH6VjtlbGME4Jkc/wAq149bns7R4pB5i7SIznBU9vqKqahbBNBsZgBkkglec9TSGW9Yt7u3gnEkkPl+XhAhO4+pP8q5qGZ4n3IcGuvkVrhmMhJBHLdSKyZtLglja4jlg+zqp3SI2CD2yh/kPwqWUmU9MuYbdmFxF50LgBkzjIz2Pb/61b0MfhW5ljXZeRdsdd2fU/4VzJj8pyodZB2KHINSwSNnKPtcdqQzs/8AhFdJkZTHPcKnXPUkenI4/WmS+E9OP+qvbhTn+JA3+Fc22r6jlUF3J77TjApk1/ebCTd3GO/z0h38zffwrbsu62vpgR1MkQxj8DUOoeHxaWslw12X6Hb5eAT+fFYduby5mWOK7mJcHH7wjtUReRhlriVh/tMTR5Am07nTeGWWEyuOiAnb3Jx0qpgW72sN6yxu8jSvk9Nx/wDrVU0rVYrSYlkQADqoLO/tknipXsJNUuHubiYI0nRVGdo9KUY2ZU5cyR0ko4+Ycsf0qeLAyp9On86ydHSdQ0M8olWE7UbHOK1UBLYPHfPvTZCJoyEU8Y44xWbfSvJHhIppUP3Y4hgye5PZf1NXJf3zxwL1Ybnx2X/6/Ss3U/ENraObeNWmdThvLbaB7ZFQUYlxdNBL5dzpqQj0BdX/ADJ5qSJgFVFk328n3GPBjb0P9fzq4NQtdTg8nbIc9YJG3fijHkMPTvWXFGba8a0dwYpB8rngEY+Vv8+pqhGtYTFZDE3G4Y57Gt+3fKLK4K5XGG6/jXKmQmRJRwx4P+8Ov9D+NdPakTQKzjg4NJgji/EECw6zcKqgBsMAB6is92CwFR/EwJ/I1teLlxq6kDgxj8eTWHKP3DH0IqkIhJqaRXa3iIGRkjhenTgmq4Yen61s2+sXGlWKRWhCSSOXL5/DGKoRRtbK4nlUC3mKZ+YiMnj8q1Lu2mgjkkmtnhaNmbyz1CsV5Ppxx+NQTeJNZn+VrtvmwOO9aaJqN3pF3vs5ZXkQqzoudpUrxj14pAc/LfTSnl8fSq7Nk5LZqWPTb2WYRJZ3BcnGPLP+FdBaeAtTlJ+0SwW4B9d5P5UAZB064GmLfFU8gts3BwTn0xVYIGPP4V3OsaOmleCpbVHaQxyLK7kY3EsMnFcSF34H8qYCbm2jcMqT972p5OGBQBm9PakJYIQRlem4elOKiPayDJPGB3oEJs8xmM33h2HYUtmv+lx903gZHfmgxtMxD/IR0AqWKRI3Rm4KEfKPY0AdXpdstpLJFED8r9z61jarbrZrOAzZbGxs8Odx3D8K0dMv1u7uaZVZAf4Sap+KEdmhlH+qJIUepPJP8qz6l9Cjp8JGmXc3A6ID9f8A9ddNZJsaPvgVSisHtdJt4SMvJIHcD06/0rWtU2vjHAAGKGNGGL9ptYFu6AeUWG7PJq5faSdRv7WUKqQqp81s8nB4471n28QWS5uPvP8AaSM46D/JroEYssTookKfeTOOD/8AXFD0Eiu8Qk1JnClSihBxgev9f0q/gKqqTgY9M4oihJJdhgsfyptwG3Ng4AHTHf65pLcHsIilowdwYtg/KMUiwkjBcYPPT9DikSVVQZCZIy2TjFV9SuPKsLmRJgCEO3b69P61oSZup3kF1qVtF5yvDbFpJM9Mr2qsNYvLtitsiwKeGkA+975NYttIqStvJ2MjIfxB/wDrVFHK6gFWIpodjasdGt5GBmvJF9VSE5/M12GmpbWNtHaxmSVScgyYJNefRahLGQWAbFaltr6qYy4O5SefY0DsjshHBLNvRQCOAwHSo52eIlSrE9sHr+FZ2neIrJSpc7m9hirl7qD30DNaIFI7kdPce9IGuxVvIpI7SeTcwzGxOG9u4x/KuI0HUIdMv/PnjZ4zGVIXrzXYMJZIAs2UypQuEyTkYz1rlbzRfs8zKnmyxpySq4JpkG2/jCwYc2Uh9yFzTT4ytc5W0nHy/wB5ev8AhWDb6aZiGW3uSm7GcYH0zjFXIdM037N587XKAvgDI4HrnHP4UASal4hg1SAQPbSFgcqzsPl49qySxPWtVLfRXspXR7iG4RSYwzBldvTpxWXmky4iAsOQTThcSp92Rh+NBximH6UwbZZg1S5gbcshP1rodG8T3u8IsBfPUgZrkz1qaCeWMbY5HQNwQrEZoC7Z3fiOW4vvDtwZkVQqh8HrkHtXnldhbSn+wr0jmRYgQx57e/0rl3gEpV7cfK7bdv8Acb0+npQiJmxZF47LyxlGI5AbAJHTn8aV7Gf7MLiOESK+dxV9zEev1/wqpJDPKkJjGQke4orfNg9x7U23LzyrlTgcMc4NMlbE0NoVdGunVFc5CBSxI9Mev41Pb24AxHEXL/wyDP0Bwat2NoyKI9pdm/eA7gAWAOMfSr1miBCg3JKf7uCRzyQOlFyjOihvkulNpBHbBTvChshjjp+NaM+rwxziHUbYRzAZwjB+v+0DUMy3iRIlq5dd+ZNydjyMn3x60i7WRTMY1eT5lwWyvrjsPoTSAlkcuY5Hif7NIvCMgLZxkHIPX8qihdIZjd2rBmPEkfORnGSQOucVNcSNHZeUA4t5G2l4QxwOmMds+v6VS1AGWAbJXYRtiVNv7zHscA0AbGmXDwxtHCipC4JMbAkKe5HfFZ1zdRQ3kkYCo0gCq6ZwcdR74zVSG4tEs1jNxdROxPlzl87seo7Gksl020jljkuxKHYMH2MGGO3SgCG81azmsmt0jlVyfvEAjr19aZpmlpf6ta26SrNbZ3yOvHyjkgg8j0pJYdHZpGMkoznbtB49/wD61W
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" alt="Ремонт мостов и путепроводов: особенности процесса" title="Ремонт мостов и путепроводов - особенности процесса" /></p>
<p>Поддержание и обновление конструкций транспортных переходов требует внедрения передовых технологий и материалов. Применение высокопрочного бетона и антикоррозийных покрытий обеспечивает длительность службы и снижает частоту технического обслуживания. Зарубежный опыт показал, что систематический мониторинг состояния помогает выявлять проблемные зоны на ранних этапах и своевременно проводить укрепление уязвимых элементов.</p>
<p><strong>Точный анализ нагрузок</strong> и их воздействий критичен при планировании работ. Использование современного оборудования для неразрушающего контроля, такого как ультразвуковая диагностика и лазерное сканирование, позволяет оценить внутреннее состояние конструкций без их разрушения. Это обеспечивает более точные данные для решения о необходимости проведения вмешательств.</p>
<p>Эко-инновации также играют важную роль в обновлении инфраструктуры. <em>Применение переработанных и натуральных материалов</em> не только снижает воздействие на окружающую среду, но и способствует снижению затрат. Безопасность и минимизация временного воздействия на поток транспорта должны оставаться приоритетами при реализации проектов, чтобы минимизировать неудобства для населения и обеспечить бесперебойность движения.</p>
<h2>Оценка технического состояния мостовых конструкций</h2>
<p>Анализ состояния конструкций производится через серию этапов, каждый из которых выявляет возможные недочёты и дефекты. Основные методы оценки включают визуальный осмотр, инструментальное исследование и расчётные модели.</p>
<ul>
<li><strong>Визуальный осмотр</strong> – первоначальный и наиболее доступный метод, предполагающий фиксацию видимых повреждений и изменений в структуре. Позволяет определить наличие трещин, коррозии, подтеков и эрозий на поверхности.</li>
<li><strong>Инструментальные исследования</strong> применяются для глубокой диагностики. Включают использование ультразвукового оборудования, дефектоскопов, рентгеновского анализа, а также методов неразрушающего контроля.</li>
<li><strong>Расчётные модели</strong> используются для анализа будущих нагрузок и влияния существующего состояния на прочность и устойчивость конструкции. Проектирование с использованием программного обеспечения помогает предсказать возможные сценарии разрушения и оценить необходимость проведения укрепляющих мероприятий.</li>
</ul>
<p>Для уточнения периодичности инспекций и последующих действий используется метод рейтинговой системы, каждый элемент оценивается по шкале от 0 до 100. Пониженные значения требуют немедленной реакции и уточнения масштаба возможных повреждений.</p>
<p>Интеграция данных с современными информационными системами позволяет автоматизировать процесс следования за изменениями состояния, обеспечивает непрерывный мониторинг и оперативное реагирование на изменения.</p>
<p>Проведение аэрофотосъемки и использование дронов с георадарными установками дают возможность получения более объективных данных о труднодоступных участках.</p>
<p>Применяя совокупность вышеуказанных методов, можно достичь максимальной точности в оценке состояния и принять обоснованные решения по управлению техническим состоянием, тем самым продлевая срок службы и безопасность использования конструкций.</p>
<h2>Выбор материалов для реставрации и укрепления мостов</h2>
<p><strong>Высокопроизводительный бетон (ВПБ)</strong> часто используют для замены поврежденных участков благодаря его долговечности и способности сопротивляться воздействию экстремальных погодных условий и химически агрессивных сред. Добавление модификаторов может улучшить его характеристики, например, повысить морозоустойчивость и водонепроницаемость.</p>
<p>Актуальной практикой является применение <strong>нержавеющей стали</strong> для армирования, что значительно повышает срок службы конструкции благодаря её коррозийной стойкости. Также это материал способен укрепить конструкционную целостность, предотвращая возможные деформации и разрушения под нагрузкой.</p>
<p>Использование <em>геосинтетических материалов</em> для грунтовых работ при укреплении основания подпорных стен может значительно улучшить стабильность почвы и снизить риски ущерба от её сдвигов и оседания. Эти материалы, включая георешетки и геотекстили, предлагают надежное решение для улучшения несущих свойств грунтов.</p>
<p>Для защиты от внешних воздействий и продления срока службы используется <strong>полимерное покрытие</strong>, которое может быть нанесено на различные элементы конструкции для создания защитного барьера против влаги, солей и химических веществ, повышая тем самым их устойчивость к коррозии и износу.</p>
<p>Обеспечение долговечности и надежности конструкций требует тщательного подбора каждого из этих компонентов с учетом специфических условий эксплуатации и возможных угроз. Производители и инженеры должны совместно анализировать воздействие окружающей среды и нагрузок для оптимального выбора материалов, гарантирующих безопасность и стабильность на долгий срок.</p>
<h2>Технологии реставрации основания и опор моста</h2>
<p>Обеспечение надежности и долговечности опорных конструкций требует внимательного подхода к выбору технологии восстановления. Основания и опоры страдают от агрессивных внешних факторов, таких как изменения температуры, воздействие воды и химически активных сред, что приводит к необходимости их укрепления и реконструкции.</p>
<p><strong>Инъектирование трещин</strong> позволяет восстановить целостность бетонных и железобетонных структур. Для этого используются специализированные смеси, которые под давлением вводятся в трещины, обеспечивая быстрое восстановление прочности и герметичности.</p>
<p><strong>Обвязка опор армированными поясами</strong> применяется для увеличения несущей способности столбов и пилонов. Специальные композитные материалы, такие как углепластик или базальтовое волокно, обладают высокой прочностью и стойкостью к коррозионным процессам.</p>
<p><strong>Установка дополнительных опорных элементов</strong> подходит для разгрузки существующих опор и распределения нагрузок более равномерно, тем самым повышая устойчивость конструкции в целом. Применение временных опор позволяет осуществлять восстановительные работы без полного прекращения движения на мосту.</p>
<p><strong>Применение геотехнических анкеров</strong> для стабилизации опор и основания актуально на мостах, расположенных в зонах с неустойчивым грунтом. Анкеры позволяют укрепить грунт вокруг опор, предотвращая их деформацию и разрушение.</p>
<p><em>Диагностика состояния</em> оснований и опор производится перед началом любых работ с использованием современного оборудования для измерения трещин, сколов и других дефектов. Это дает возможность точно определить масштабы повреждений и адекватно подобрать методику воздействия.</p>
<p>Применение вышеперечисленных технологий и методик позволяет значительно продлить срок службы мостовой инфраструктуры, минимизировать риски возникновения аварийных ситуаций и сократить затраты на последующую эксплуатацию и техническое обслуживание.</p>
<h2>Методы восстановления проезжей части мостов и путепроводов</h2>
<p>Замена асфальтного покрытия часто комбинируется с гидроизоляционными работами, которые защищают конструкцию от воздействия воды и предотвращают преждевременное разрушение материалов основания и опор. Комплексный подход к восстановлению включает также укрепление и защиту бортового камня и перильных ограждений.</p>
<p>Применение противоскользящих покрытий повышает безопасность движения в сложных погодных условиях. Эти покрытия наносятся на финальный слой асфальта и содержат материалы, увеличивающие трение, что предотвращает скольжение транспорта.</p>
<p>В случаях, когда дорожное полотно повреждено не критически, возможно использование метода частичного ремонта. Это включает вырезание и замену только повреждённых участков асфальта, что сокращает расходы и время на проведение работ. Такой подход эффективен для мелких повреждений, как трещины или выбоины.</p>
<p>Технология бесшовного соединения нового и старого слоёв асфальта помогает предотвратить появление трещин между стыками. Использование специальных соединительных материалов гарантирует долговечность и надёжность покрытия по всей длине проезжей части.</p>
<p>Для увеличения срока службы и улучшения эксплуатационных характеристик дорожного полотна стоит применять современные композитные материалы и технологии, такие как геосинтетические маты и сетки. Они укрепляют асфальтовое полотно, повышая его стойкость к динамическим нагрузкам от транспорта.</p>
<p>Регулярное диагностическое обследование помогает своевременно выявлять проблемы и планировать заблаговременные восстановительные меры, избегая серьёзных повреждений и дорогостоящего капитального восстановления.</p>
<h2>Организация движения на время ремонтных работ</h2>
<p>Первостепенная задача при восстановительных мероприятиях &#8212; обеспечение безопасности и минимизация помех для транспорта и пешеходов. Для этого разрабатываются планы объезда и временные дорожные схемы, учитывающие текущий трафик и возможные альтернативные маршруты.</p>
<table border="1">
<tr>
<th>Тип дорожного движения</th>
<th>Ожидаемые осложнения</th>
<th>Принимаемые меры</th>
</tr>
<tr>
<td>Автомобильный</td>
<td>Заторы из-за уменьшенного числа полос</td>
<td>Временные дорожные знаки, размещение переменных сообщений о состоянии дорог</td>
</tr>
<tr>
<td>Железнодорожный</td>
<td>Задержки поездов</td>
<td>Перенаправление рейсов на альтернативные пути</td>
</tr>
<tr>
<td>Пешеходный</td>
<td>Ограничение доступа к местам пересечения</td>
<td>Установка временных тротуаров и пешеходных переходов</td>
</tr>
</table>
<p>Важно также установить чёткую сигнализацию и информационные плакаты, объясняющие причины временных неудобств и предоставляющие детали о доступных обходных путях. Регулярное обновление информации помогает снизить уровень недовольства и смягчить негативное влияние работ.</p>
<p>Также крайне важно обеспечить эффективную координацию между различными службами: полицией, службами экстренного реагирования и органами управления транспортными потоками, чтобы любые события на дороге были оперативно разрешены без дополнительных рисков для безопасности.</p>
<p>Организация непрерывного мониторинга зон реставрации позволяет быстро реагировать на изменяющиеся условия и адаптировать планы в ответ на возникающие предостережения или аварийные ситуации.</p>
<h2>Контроль качества и приемка работ после ремонта</h2>
<p>Заключительный этап реконструкции требует тщательной проверки выполненных работ для обеспечения безопасности и долговечности конструкций. Следует начать с визуального осмотра, чтобы выявить явные дефекты и недоделки в структуре и отделке. Особое внимание уделяется равномерности покрытия защитных материалов, целостности сварочных швов и правильности установки опорных элементов.</p>
<p>После визуальной оценки следует провести технические испытания, включающие нагрузочные тесты. Эти тесты помогают оценить реальную способность переустроенной конструкции выдерживать ожидаемые нагрузки. Использование современных методик, таких как ультразвуковая диагностика и рентгеновское сканирование, позволяет выявить возможные внутренние дефекты, не заметные при внешнем осмотре.</p>
<p>Заключительный этап контроля качества включает в себя сбор и анализ данных, полученных в ходе инспекции и испытаний. Необходимо все данные сравнить с техническими требованиями и стандартами, которые были приняты за основу перед началом работ. При обнаружении отклонений от стандартов, предусмотреть корректирующие мероприятия.</p>
<p>Итоговый этап – это формирование заключительного отчета по результатам контроля и проведенных испытаний. Документ должен содержать подробные записи о каждом этапе проверок, включая фотоматериалы, схемы расположения и корректировки, а также подтверждение соответствия всех параметров актуальным нормативным требованиям. Только после полного соответствия заявленным требованиям происходит подписание акта о приемке работ.</p>
<p>Качественно выполненная приемка работ гарантирует безопасность и долговечность использования обновленных сооружений, а также минимизирует риск возникновения аварийных ситуаций в будущем.</p>
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		<title>Что делать, если после ремонта дороги появились дефекты</title>
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		<pubDate>Thu, 30 Jan 2025 17:27:18 +0000</pubDate>
				<category><![CDATA[Ремонт и восстановление дорог]]></category>
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					<description><![CDATA[Обнаружив недочеты на вновь отремонтированной магистрали, первым делом следует оповестить соответствующие муниципальные службы. Необходимо оформить заявление с точным описанием проблемных участков и приложить фотографические свидетельства, которые могут служить наглядным подтверждением всех озвученных недостатков. Для повышения шансов на скорое решение выявленных проблем, рекомендуется использовать не только официальные каналы обращения, такие как портал местного самоуправления, но и[...]]]></description>
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
wD170Ywo5z6UAMY54yM+lBBKkKcN2J7UbMEEj5jS7M5BoAao2jDHOKbuHJzwKk2g8dKa6npgGgCB3YkAEA96zr0x+aJGGeMYB6VduYi0XDFT61iSpNJOsarvYnG4Dg0AT2Ns09wWK5RTzz+la8twiQqq8EjGPSljijsbcDAAUcnuazpX8+XzRnPb/CgC1Edy5zz6dxU23OPUetUraU79rJtGMjmre7jryaAGsM/SmHgH36DNPYcY5x7VXf5E746UAQ3JYIScEj7tTQYI+lV7hlKlVOSetLAeBzuIPXGKALTdeKGAOctTVY46YFK3JyOlADNuD16UxmPXOPbvTnHTAzntUcpY8KBu96AGyIWjyOc96rktEMYYA9x61KWwwB55/KonyG2g/iKAJoy2CcfL0B61MrYIAI56VVt5PlEb87ffqKkICKRnH9KAJn65HGajIIXIUmpFI2/rUbnONgB55oAX3446cU4YxnP1pgODn1pWBz9aAFKgnpSBT3I+lHPQmnA84z7UAAwBzSkZ4600fe60vODxn29aAF+71pknKZI5zTw2VGf/wBVRyU47mdX4GR1Jbf8fMf+9UdS23/HzHj+9Wr2OCPxI1mUhuDSgd8igfzoA5yawPUHbztK9icmm446cUdB9aOO1ADs0gNHOc0E5oAN3tTvcCmqpPSnAGgBDu3cDg96cemKMnHJ4pO/XPpQAmQBikJ5xng0rEDrTNrSkBO/f0FIY+JPNk3A8LVooAc7snoRTVRVGFGdvepsANxjpTEM2/Lgn6UuQgx1oyAT/LNRTzeWjN0xQBR1m4ChY+MEZrFt4ftcoBBVAcs3dqu3sqzvvkUN3FPt4ijcDqM89qAJBEY44kiRVUyDgZ6VZ4JIYcVDHuWZsMTgDA+tWSmBk8/SgY2EBVIB6Ux5DI/l52574qQD5AeAaiQbpSSPlHGaBEmNi5J24qKFQWMi5+Y1LKcQyE85BzmkXCRqMdBTAZOQMADJNQxqGjySQ38xSzyFpAAeKUbgmO3XB60AIB+falY9MHJ9KG4GR09aT+HOeRQAmQ3eo2Y9MUpYBSeB2pMHp1GOooEIORycmlOAcUhyABnIHSlAznB496AEYEDJx+NA299xPoPWl5X/AOvTM4PGaYEhAAIAOe9IRgcc00NnI5p24gDrQAhJGB3xTZuY2NO6uMkZ9TSSg+Sx44FNbkz+FlSiiitTzQooooAKKKWgQUUpooGJRS0UAJWpoIH2ibP9wfzrMrT0H/j4m/3B/OplsaUvjRsNgHOKYeQTj8akweppp9OxrI9Aao2n6ikJwDxmjr7UnCggZNADdvPbn9aQgAjjNKclsfp2pOfpQAhBznpTscdKDwef/wBdBHfvQAg5PPakxzTsZ9qB93HbNACAAUnQc4PFKeBz60xue+P6UABPHTimk445pc88Go5nCDn8MCgCpfylYzjGKk0q38tDLN/rGAwD/CKgjU3dwSwwg6A9zVi8ugtvhflkPG0/rQBS1O7M1wI43xGh5Pr70K3yEqMr+VU0iRGYKxwDkAnnHtUguU5DSbfrwMUAW7cKUynIPXjpVpUxjAx8tVojg5RgS3p396lDPztOCePYUAPK5IyeKgk4XOeM1MWYDDH2zULIrSBixPHTFAFNo2BwoA9DUY3BgVAOBnOauOOSAOO55qAcHHX39KAEiuGJySeevtU4Zdp9M1UZQh+UFQ3QgU5JfkJweehx/OgCxu64XOeSaazLg8+4zxUaSngj7w9P502U54OCx7k0AGVUngbjzj2pkiFx0OW6imqQSDu6jvjFPVWCEKwJLclqAK0ICykFiT0wP61cP+ry/wCQqHbjnaOx69aerh+E5bPDAUASoxViM5NStggjFQDG7OeanyCn+eaAIfmBwe/8qcemMfhTiCCc4HvTGBBByeDxjtQAmefu/XFOTAz+tNAOffpxShskgdQelADyBtAzyO1HGQelIpB7dKcy88j6igAyQAOv9aZJ9zPvUuMHH40yUDbkdzTW5nU+BkNSW3/HxH/vUypLc4uIz/tVq9jhj8SNTGWzjn1pSMHGQaUEHqDigH06VgemG0jijBHUU8Ubce9ACHnGKMd8UGl49aAEGR7UooORQADQAHjApCc8ClxwaaXC85oAZK3BHXA6DvVi2Ro03MAWb9KhiRpST/Dmri4XGf1HAoAeMcYAANNmOwc5BpSFKZAIyelKU565oAYoDn5efWqOqSY/dK2CRnPXn0qxdK0KF4xj1OaxriUvlm7Hk9CRQMiOWEQK5H8S+vNX0YKmzG5jVSxZJGcsMd/pV1AuCTnJ6GgCWIYUE/e6mpG+4ccCkboelMeTC8dSMDPegBkspVQiH5ieKfEpCbByKi6uoydwGelWIyqjcTgYpiILiRgwRFyowXPtTy2TkenHpQ2Ajtg5OWpsh8u3JB6LxQBWO7z2we/epwq4+9yOtRQgkbj3796lOMYUcfSgAcE8np2HpTWHy8fiMUFsEqcYHFMYjPUmgBjANGUYcHigfu8hMgDgHpxSsPTmk3YOTyfWgBflAxz70mCfw7UAnJPXPehvlOCCM0CEG0dQaQ/T9KcF5JHIpr5z60wADnIp2WKZAJPc0nGM9cdablifX0oAcvXJ6DrTJeI2Azg0pxjgc0SEGI8801uTP4WVqKWitTzRKKWigBKKWigANFKaSgAooooAK1dAGbib/c/rWVWroP8Ax8Tf7n9amWxpS+NGyTgDH0qPHXPXPHtTyMdMUzPGTxWR6Awkmk96MjOOhpcA9RQA0gsc9u1LgAdeKcwyOOaRgBjjrQAzHOaMnNLkZ6fgKBzwOtACct9KDleg5FLnaOcU0nIHWgBuS3OAPamHBGM/j6U8DHABPPBpCg5JyVx370ANBRlLKQw9QaYVSQbQPxpAHVSAoHpj0qWGLaOnXtQBC8DRpvQZ29s4JrLR/t8fmkbFyQAwwRituZ8Db+dYd1MLe7YOAsU2NrYx83cZ7UAV5oVjfy925zynv6j61F5oOYpY1G7gkf1/wp9242sTHlhydvLA1BFKkoVo2Y5PPqD70AWrYJHEFSQqR2PH41bjnkCgHaee57fSqhO1VQxF+fv+o/xqXAIJ8twDQBcEjkZ2grjrupjSHkBOfrUIjji2urMxYfwnOPrSB9v8LK7dyaAJA4LMpGF6UzMa5xjB7etNkkbJVCM+5prsQNwiZm9O9AAUDg+h5BqIqVBA388AHpTg4JdRFICDjkDn6etCtvBDxuGHUEYoAjQ7V2kscHGOOaEfJBAw2Noz3pNqAFt556k/ypC6Bt21SfpyKAF2DPOAB+OaEAyTncD29f8A61QIEdyqsCxPcnApVLKvJ5JIyO9AEjtI0WUYBlznPGB7U+ItGPLGNqKDnPJqHO/J27B7ck/Wptu0jcoIz9etAFg4AJJwB3xzTo9yjBI9ajWQMhXcpx/OnAgOMj8DQBI+dvABYdMmmY4+bGTzipCCcdeO1NPJIzyD3oAYPlbHrS8Zz096PlBzjJ9R1o2kHBJP40APHygndwPelU5Gc5pm4BgvB+tPB4B4AoAVl+Xgjn07VG5ITaecHg1ICBwSOKZJjYcHjPSmtzOp8DIqkthm4jH+1UdS2/8Ax8R/71avY4Y/EjV+6MY5NLgetAGBTgpNYHpic0ox3oJ556ijqOtABg5z2pGwKXqBS45yfyNAAMY60n1pcY74pCR3oADgDJNN27+vXNNZhnGPwqaCPOWPOegNAyRI2QbB0x2qQgLyOo/GnjGORt/nSZxwR+dAgBAIBGeOM96CwBBGaQhQcAkntShgFKkf40xDLlgLZtwCt2rnJCuDgfMxwOc1oX90rho1JO3+I1UtrfEnz4c5zuFSUCIIAVT7zGrtuFQck7m9e1VmUSynYcKO5HSrJYbVEYyRzuNMCUkDr0FU4nExkbnhsKfSpt22PLkhhwT71mwPI1yBEMA9v60AaMchI/eH5jxgUrtlwP4Bz+NSoABjHHtSKm7czYBb+VAhv3toVsDqahumymwckmpozudmQHaOAKrO4aY5U4Hf1pgSQgbTkE4/lUijcQu8LjuabGzA4xk+lIVbkEEEc4oAG25GTu+lJkbXYqMEYB9KaxOcD8abg7eTQAc7cjg0z9KecLwCDwOlIDgYyfp2oAQE54HWh87cEZOepOaGOCAeRntQSoOOme9AAwJwQOP603B9KU8jmlyxTr0piEVtpyPvdRQ7F3Lk4ZuTjikBIOOx6j1pQc9qAGnIxjgUko/dnNO4B4Jx60yT7pprcmfwshooorU80KKKKACiiloAKKKKACiiigArT0L/AF8wH9wfzrMrU0H/AF83+5/Wplsa0vjRrFuTg01sjqvFKVBOT+WaM5OOwNZHeNK7vb3PanAcHpgUc/QehppJ7Hn1NACEkHigY25PX+VKB8hOOexpvVuW/CgBAD04+tOA2rkc0AEc4zQSeOnSgCNshsEA5FBxkZ5x6Um8qehGTR3z265oAaY1aTzCBuxjNK/T2xTi2RxyPbvUYUlgMH2oAVFJOT0FSs2xMkUqrheKilYlwccCgCB8nIZueuapXsQniZJRnJBGB0q8RnB6E+tRSDdHgrnPvjFAHOwxiMyYeRwh6knKj/PeiGPZIXVieTwoyak1GO4gVp4pRheTGRywPaq+nypKskikA5+aPoRxQBqxIkpywDA981ObeJVCKhC+1V4W3RBSCFB3AgdKnRy3O7K4yOOtAEP2YITsduBjGcgimCNo49rOgyOParh5+9jH0qFljLAnkDpzwaAKheYLyy8HnaMk+lQNcS+eUa4iLY6K2Dn6VbYwLKZNgye/TtVUizXkxJ+853HFAAVvMH95CwHrkH86VGmQE7TuzgbW/maJZraRiCyfN90A4OKHZMRhZGjkzxg5oAfljnfkEc/Lzj2qs7Q+YxdiD1ztIx+lOMkoJ33MB7ZKYz+tK94iKrMysR1CtnH4UARl4GJXzo93U5Jz+tPgMXmbvNBx+YFJJN5jKUti6j5i+QP6UsKKfmK7MjkAHgZz1oAuKVbIQEp0ye5phi+Qg9vQ80Iu4jAbaBkds1MvyPnHy44zzQAxNpgPyZyeR0/OnhdqglRk9PakVQrFQOM9c/jTzhQDuwp7GgBdxKjj24pAMHrjtTkOxsEfpQRhs/z7UAN2/P6fWl4JYA/jQ+W+7jPv3prADGDzmgBSCVzj5hQBlSQAT70pJxnGD+lHBXJ4PegBcc5OAR3xTJHUkoDlutSBgV69eaY5zGO/vTW5FT4GR1La/wDHzH/vVFUlv/x8R/WtXscEfiRqnr9KcWOcmowDk5FPyDWB6YdTnvS5x1puRS9RnP4UAO5ByehpQM4K9e9N4NKOeO9ACk7jnnnrUTsD2qRj8+M85waiIJZQOpOAfSgY+KESSBz0Wri5MYAHP0pIYNq7QTn61IE2AjdnmgRHklCAOh708FCMZ5HrQzDb/dJH600cHAJ565pgQx3DDVI4g2A6MM+hxUjXswkK7iQOM96zb3dFqVtJy21xnHpWwum3mW8vYYiSUO7t2oKUklsZOpR5viBwpAOQMc9/1qJ2Ea4HLZ4Aq9qFs9tDAJdvmDdwPQnNZLMzzLlsc8c0hFqJSByck88U/AjU5BxSqyvHu/CmkjG1enqe1ICO7MYjZWOQOhpbWNRECo6/nULt9okaIYwBVuFflGT93imIcwOVUjAJ5I7UOxTnr2AFNXLybiCOwx2py4chyRjkf/XoAaD5IDYBweQe9Qx7mcE5+gp103ybRj5uMU1CFYhScetMB7kJwM5B4NMwGO4k89DQWPUgH+tKc7fagBuxgAc/TNMJweR06VJwRyCcds1GcDjqPagBBycEge9KM4IUHNICNwx+tITyTnFADsAOAQcDqKadpY7RgA559KGIGCAfTmkI54B570xDwMZLjg+nrTQQCSvrmkJyOaQHPWgBe2T+lAJU5H/6qDu9D60Dg5JwRQAbS3zAj1xmmOflx7c05jk5C4x1pH+4wzmmtyZ/CyGiiitTzQooooAKKKKAFooooGFFFFABWnoPFxMfRB/OsytTQh/pEvHRP61MtjSl8aNg859D3pgHoOKkA4DHGKTP4CsjvGlQAQeD9aj3Z4U8UrfN14GcfWkOeST07UAJgZx1pynjGKRScHaPrRnKgjPvQAj5GGHHtTc55znilYgEA4Hv1ppcEAZGD+tADW+7w2DmmgEJyQx9RTiR09qYepHqc0AKWLADgYA6VLGuKZHGwOSfwxUxwB0oAY5CA8nJqErkAnk96djcrMeajYcgqfb60AMYYb5QSx6iopCFyOSccipGDMOmMHselQyEnoDk8nigDK1NTMrbfxHrVFPDWo3KRSWsYC7MCQEDP61qXA/e+W3G/j2q1p01xYqBGxeIEgpjt7H2oAwZNJ8Q253G2Z8/JkYPakhj1l5FQWFwXHZlwK6W7vYyQFluImPPC5pkWplUOLuYDHePNAGZ/wAIxqV4u+5mS3YDGMn+lVZvCuoRylY7uN+OpYitr7eH5Z5nB6fKBQtyFcHyS2f7zAUAYS+HtZg+4IZ1PX5wf51Pa+Gb+VX+0SrCcghBJnjv0rWFwoAcQKvrlzUb6jKcoJQnsi/1oAz7vwwIS5bU4olY/KrjtWZJpMsTlobyKYqeAhYYP41tARv8212Y9yCaaAScom3cfXrQBmQ2FyTmWeMtkEgjOas+SFYDMZwew7f41bWIkfNgg/zp7Knl5GTjnH0oArJAZD98YHQLxVkRsFUdB6YpYzlAcDBGemKlIwfQHnAoAijXAxx7Y7UuAzYXBA9+RS/Lg7hkL3NLjLtsBKnAFADTwuNp46DOKQnePu/dOfp+FB7Buoo2/u93yhgcUAC4D7gO2MnmpDk/XGaiPLg4II6DtShW4+9nv6fSgBTuYfLyOlIzMBgDoeOOvtTuOgOD7GlB5HTJ7igBByMA4A5xikyB14HfNKu8k9z/ACpNpJHzYx6UAKCACSPrTWzt5Oc9PalUZUDvSYUJkHrzTW5FT4GNp9v/AK+P60ypLf8A4+I/96tXscEfiRqDpnrRjFIRj2oJNYHpjdpLZP5CpFBIJzyKb3zSjAoGOGMUBtoI9aTORk9KTrzQAbuvSn2kJkBlZu/AqPZ5r+Wqk/3iKuRIFG0ZUHvQgHhfLwRk88kU5yQMjv3NJjHAFI53hjk5HSgQwsNwG3OalDbd30qJWXPIwPWql1fBNyLy38x7UMCtqbq7HOd3scVUt4CuDLLK5/66Nx+tKAZ5ixzgYxz+dTM4RMA8+lJDEG7aQWOevJzipI4QArNhjnI4706yt/tcV1Ir7WtlBK4+8KcisFBc/e5FAAzkk5GAOnvUUjbI3JPY8UrtkDAxmomUOcZ75xn8qYCRsA6lh8x4yBVxmATYpw1QAYZSFyRUyqAdx4OOcUCAsUiJB+Y8DPrSx8KEz2/OkjBMu9uVA4Bps021clc59KAIlcyTbmHyrxTyu0kjn2qJGVBtPyk8mp+DyykBRzg+tMAJVsDb09DUbOTwcjFOcAfdGP60xie5yRQAhJBB79KaxIGKXk8nkdqaWG4dqABTx60cE+9B6nP4Y6UmSKYAPTrS7u3TH60YwoJzyaTjIPagQZGCc+vWhQMnPHH5UMuAeVIB7HrSnscL6YAoAQqeuf16UYOQMjn1pQWUNjhW9e9NOGzwBn8qAFVjjk9vSmOOGJ4JpzZBP6+tI2dhPbFNbkz+FkVFFFannBRRRQAUUUUALiiiikAUUUUAFamgD/SZv9wfzrLrU0E4nmP+wP50pbGlL40bJI9+aifG/OKkyOBjpTdnJJOQPzrI7yLB3Dt7AUuSrZUDI9Kdkdc89B7Uu3ozUAMI2qSPx96YWJGf69afkM20Akd6Y3PTAJ9TQA10ywAGCOcigjJyQDmhupxz9aCFwewoAY4x149MUqLli7daQ4kOTz2yamUYA5oAUcDrUcrfLhep/SpWICnJ471WZmZtw59vagBucBm67emaRs4zjI9felk+XHOcnpTFxjuM9j60AKFOTlufWq0zAEAHkDPP9DU3AGCc5qCZFlAVl3AHI5/kaAKZTzFLKTlTk7e/rxSxTEjaBuTbkEZGfqDyKjk861Z23PLbqRtyATH/AFNWInRgQGQsD93p/OgBAyTk7XwQMc//AF6aUbGMJg5BIP8ASrAYkZkXBPXjIpGVNpO1Mgd6AKRFxjYsEbL7v2pgW5II8uKJeMNkk/lV
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alt="Что делать, если после ремонта дороги появились дефекты" title="Что делать, если после ремонта дороги появились дефекты" /></p>
<p>Обнаружив недочеты на вновь отремонтированной магистрали, первым делом следует оповестить соответствующие муниципальные службы. Необходимо оформить заявление с точным описанием проблемных участков и приложить фотографические свидетельства, которые могут служить наглядным подтверждением всех озвученных недостатков.</p>
<p>Для повышения шансов на скорое решение выявленных проблем, рекомендуется использовать не только официальные каналы обращения, такие как портал местного самоуправления, но и публичные площадки, например, социальные сети или локальные форумы. Такая стратегия помогает привлечь внимание к проблеме широкой общественности и ускорить процесс восстановления неточностей в работе.</p>
<p>Важно проверить, соответствуют ли выполненные работы стандартам и нормам, что может потребовать консультаций с профессионалами в области дорожного строительства. Эксперты могут провести независимую оценку качества работ, что будет полезно при общении с ответственными за ремонт органами.</p>
<p><strong>В случае нежелания муниципалитета оперативно реагировать на сообщения о недостатках</strong>, можно направить письмо с просьбой о проверке в вышестоящие инстанции, например, в министерство транспорта или профильные надзорные органы. В таком письме следует указать все предыдущие попытки решения вопроса и предоставленные доказательства ухудшения состояния трассы.</p>
<p>Также рекомендуется организовать коллективное обращение жителей, чья повседневная жизнь затрагивается ухудшением состояния улицы. Совместные действия и общественное давление могут стать решающим фактором в ускорении процесса исправления ошибок в выполнении дорожных работ.</p>
<h2>Как определить тип и масштаб появившихся дефектов на дороге</h2>
<p>Оценка ущерба начинается с визуального осмотра участка, на котором были зафиксированы повреждения. Важно оценить характер каждого изъяна, его глубину, ширину и длину. Различают следующие основные виды недостатков:</p>
<table>
<tr>
<th>Тип повреждения</th>
<th>Описание</th>
</tr>
<tr>
<td>Трещины</td>
<td>Линейные повреждения различной длины и ширины.</td>
</tr>
<tr>
<td>Выбоины</td>
<td>Впадины разной глубины и размеров, часто с отслоением покрытия.</td>
</tr>
<tr>
<td>Колеи</td>
<td>Продольные углубления от колёс транспортных средств.</td>
</tr>
<tr>
<td>Оплывы</td>
<td>Растекание асфальта под воздействием высоких температур.</td>
</tr>
</table>
<p>Для более точной диагностики проводят измерения поврежденных участков. Используют рулетку или лазерные дальномеры для замера длины и ширины трещин или выбоин. Глубину деформаций проверяют с помощью специальных глубиномеров. Эти данные помогают определить степень воздействия на конструкцию дорожного покрытия и необходимость срочного ремонта.</p>
<p>Также, профессионалы рекомендуют использовать фотофиксацию повреждений с указанием масштаба – это упрощает работу при планировании ремонтных работ и документировании ущерба.</p>
<p>Понимание типа и масштаба повреждений необходимо для правильного выбора методов и материалов для последующего восстановления дорожного покрытия. Это позволяет избежать повторных повреждений и продлить срок службы дорожного полотна.</p>
<h2>Составление и подача жалобы в соответствующие органы</h2>
<p><img decoding="async" 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
SoAmXLNnA689KqWsJvDqcBeRIZLouY/LxvXgfePatJdOKak14hy5jEagpwgHTFAGcdWvf7Ktr3bGxd28xAnRRnOOeuBVltTkbV4beJk+ysjFn2gliADwe3BFPttLWCGCD7UXjhL/KyDLBgeD+ZpttpUdtJatHK5W2RlC7Qdwbrk0AV7bWJJxaybonW4lCeSqnegPQk/hz9atQXN5f27XFuYUQSFUjZScgHGSc8dD2qS1tXtFEUF04gB4iKjIHXANJb2LQOyxTtFEzlzGUBwTycHsKAKsmpTRnUl3JugbbCoTlvl3cjPNX7G4eawgmkKbnjDsVGOozwKrHSwHvXWU+ZdAhiUHyjGOPwq1awra2sdu8m/y1CBiMZAHH6UAVbKe7vbaG6jMSRStxEQSdmf72etVxrchTz0MWzzvL8gKTJtztJz61btbSSycRQXDLApyI2UHaD2Bp0FpJblxbzskLOW8spnGTzg9qAKzXt5v1BUeEizf5VKffG3cRnNKNVH26ESTRxW8tsJxuXnJOMZz/AEqGGJrq+1SHznijldRgR8uu0A4Y/iKttprm48+C4aICHyAvlgjZnt70APjvJH1drcSRvAIBMCFyck4656Ul9dSW95Zxo8axTM28uucBVznOelNtdLWznSWOZ1VIRCqMo6A56+uTT7yxF5c20jSkiAlwmwEOSMc0AR6beS3k96rlVjjdVQFNpIIzk81FqV1NIL+1iMaxw2peRiMltwOAOeOB1q3b2y2tzcymVnNwwdlwAFIGBj8KqarZsI7q6SYoXtyjKF3CTg4Hsef1oArLqM2m2kHmokqtaCSPAwQRtGD7cjmtBbq5gvbaGeSKUXIYB0GNjAZx15GO9V7XTIrqygkuXaXdbiIDbt8vgZH146+1WobMm6jmnmeZolPl5AG3PU8dTQBFb3d3ewm6gaGNS5VI2UksAcZJzwetU7+6murVnXakKXyRKChJJVhyT9e1aENo9pvMFwUhLb/L2hgCTkgHsM1n6paG3tyYZ3Aluo5TEF3BTkEkHH40AWZdWnt2ubeXy5J0ljjjKjCkP0yPbmpDczw3TWsrRFmgaWORVIwR1BGfpTm02KaOcSu8kkzBzJgAgr93A7Y/rRLAIzLcyzPPKIWjU7ANox0AHcnFAENtqE4i064mMTx3ZVWCrtKswJHOTkcUHUZI7+CNp7eUSztG0aA5TgkHOfbkUzSLJpbGwlmd2FuoKps2hXxjn1IqRNJEcUMcV2+y3l82MFBwTnIPr1NAGnzgBsewHrRkFs4z6AGm7lAOOQPTrSFmI+Ree470APY7+oAx/OkVhg8/KOnvSL8xxxgdMZ60mSSMHGP0oAeZCcHOB2JqxYECc47pnn61Xzjg8E9BU9gT57DgAL3/AAoArcA/MSW4PvQygn7vGM8nim5I4X6c5xSgAN8oz9O1AC7jnByvpn07mkbYNx2j/GkyQoPQ+h6mnck/OTnGcUAJnHJHvz2FAwdzY5zigAO24nPpk0mcNg5bHUGgBOV4bnnGKdhg33R9adtZjn9O1NLAjjGBwetAFSQN5zj5jzR8hHIxTJ2/0h/mPXrQp569KkYNjjGDURHPNSMRjkYNRMaRaGOKjJpzGmEcUrDGN0zUbfSpCKaR7U7AV3yD0qBwT2q0wPpTGHtTSM2U8dcqaAPapioJzRs59u1MBqAY6E1ItAQ1Iq0AAAxTgefSnAcYpV9MZ/CkMcv1qePp1qNB7Cp0T2/KgCRfrUyFeMfjUapjpU0aHAxg0CJ4lB6A5rQtsZBxmqcSZOApHtV6BMHhce9MRpwdOKnzVaAEdQasZ6UAOzTWakLD8agkcDuaYDJ2x3yaoTuxGR0qaZx1DGqEr5HU0gK88hAxmqbksSf6VLKxOfmFQFiOy0hgScdKibOeVFOLegppY9qQGlaE/Z4x29B161OQMYXj1qGzY+RH8uWOe1TOcoee/PqKsQDBOBuOfT1pFGMnaS3T3pOT94fKOxzRk4HUYPUHrQAoYNnc2fUZpOM7VH4DtSkkNhfxwDxRxycnk+tAAcAcDk+9IVAX5B23dKFUBODg55ORSqc54JJ6UAJ3O1c+lOCvnG3b7g96BgYOeBx9KTPzDnPGKAIpLmG2cea22R+VGCxPrwB9KfBNHcwiWNt6Nnk+3Wq93HdNMk9mYVdVZCJQSCOPT0xS6XbSWtkIZSrSF3csucHcc4/WgC1uJJG45PrVW8u1tZIR9neRZ3EalWA+bHfP0qwMgcDGT+VZurgtLp6qxRjdqAwHIO0880AWlvh9qW3lhkgkkUtHkgq2OvIq2+3OW5I9f5etZMiyW2r2hlm+0mYmIB1w0YIySAO3HNQaXd+RConjlMc108Qk3553EAYPQUAba55yCO49qAAckjGOc9a5+1LNa2MTSyLHPdyrIxc5wCcLn8AKtX8P2NI44mdYp7hEk+f7i98HtnigDWZcH5gTjpnrzS7XGCqfL3Pesa6DQ3V7bRM6xfYzLt3MdrjOCOcjPWm2cwRY3vg8TR2gki+cneu3LN7t7UAbTBhtD5GTnOaDliAcnHOQeKxrXI1G2SNJYo57V2xLLvLEYwx54PNVrGR2vNOLhz80qtMZDiYqOuM9M0AdGeBwcYOTRjOcgjv2qjrMjotqm8pHLOqSMpwQvPf9PxqprFslrpV1LCZUJVNq724IbqOfQ4oA2fmH3R09eopRhjkgtzwDwa5+5ncSMkm+2nM0cbqHOFhJ+8PfsTViZTb3txawtJ5LWjSOu8nYw6HPb/61AGsw7KCPp0pTjAATvnjNYVuTDDo0kbyeZcqFlBYkOpXJOPY4qPLroS6j5r/bN/8Af6nfjZj6dqAOgKnOQCNvHHakAYocDPbnvWeim71m6gmD7YkTyo1YqDnq3H5VBfWK2/2ECSVt90iMxkYErgjHX2oA2FDDnaRt54pAdgABAPXGeayDGbXW0SJZJ1W2d9plIx8/XJPOAcVpWt1HdWcdzEpCyDcMj+dAE+Bt3AcnqWo5xhi2R1GOlYJlc6JHfiWQ3rOM/MeWLYKYzjpUiIIL0W7yObNpN0bszff/ALhOen/6qANrGP4TwOBQD82CMN1x6j3rLvkWaacgMfLtWbKuRhucdD7frUEbJLbWMASWedrXzCokKjBAyxOeT6UAbZHHCfXnk0AMM7lOB6nHFYcUzPo+mTEyS3bYEa7sCTn5gfbHeodGdpJLcXAdQTKYWMmdzhiMH6DoPagDoFC4yBgk7eO9LgAjg5HX296xtXUvDqEwL7oIAAwcjDZznjvjFLKs02qS2wjd0jtkKIJtm0nqc9znFAGyQ5+YR5PqO1GGDfMDx0OaxD9qj1DTBMGluDA/mqJSoJGBnPSqrsyo8jiVduphCN5Yhcfd4PNAHSgFvvA47elBO3JJbA44rEQzPfamC5t2+zKyfMcRZJ5PbPHWm6YWfU4JDDJCps/MCmQtuO7G+gDdIJHIJPejO3G04XPJHemYxywBanZJJ5xxnnNAASpAycnrnPT60Ag+uM846Ggksv8AsjoemaRgM7TnHpnrQApAchSO+PWhgTzng+1IwCt1xx2pVBOONoHXFAAAzchM98Gg7iPunbjBAPFOOAQpwD+NNBG098e9AAGwNqHIHULVqwXExP8Asnr+FVV+8oCggdgKuWPzTE4x8p4/EUAUhkcFt3PPp+FJ5Z5IwM/xUgAHUc9valUqUyu7p0AxQAuGDjIBJPyk+tJzngKccFiO9GCWHuOBjr+NHGdpOO31oADnceCB7HO6gMwJ28c+vU0hA4AJ29eRinKykgkHk0AIrlhgj9aXGCdoGAOFowDwpOeuPakY4PqR6d6AKEzHzmY+vX+lG5uuTTbglbl+g571HuOPvL+dSUSM+evP41GTntTHcjuKYCznCg0rDuS7c0hAHehLVzyxp5sxj/69ArkTfSo8c1KbVwco+KmSMBRuAzjnHrTC5QdaYQa1DEh7Uoijx9z9KYmZG0nik259TWx5MJP3BSC1gznaR+NAjKA4708D0FaX2KHsWpRZRerUAUVTjJo2n14q+bP+6/HuKb9jfd0zQBVQH0PFToMjqaf9nbONtSLCw/hNAxqg44NWI88dKaE7nP5VMgHcGgCeEYOMVehBJH68VRQAYwcfjVuNzgAmgRfi4HNShu3H51VWVQBT/MU9OKAJmPt+tQS8Lnb+tNeRQv3s1C7jHBJBoAhnYjOQaoTOcdCKtyMCeo/KqkgxngYoApO2T3qMnPUfpU7rj0qIj6UhkZ+lMyM9KkINRlT6UgNK0LC1XacHn8Oe1S8kcORjpnrUVnxbLnHc4/GpSGK9Bz0PeqQgxuxg5HQEnrS7DwPQYwcE007QB35xjHU048EYyc9KYBgIDkBccsQQc/WgEhcbVHsAP501VyuWOcH6ClO0g5bt06gUAISVUht3Hb0oLOOD0/ug9KXjcS2STwO1OBHocn8KAEzuHI57U0kkL05PJ/p9KcxPVS231NNHzYGMA9fagBwHJG7n26UZb1/LpSEZbOR0646j60vyk/uz09RQAn3WILbz39qins7e4A8yFJdv3Sw6fSpMAcc+wpDIixF5HCIepY4B/OgCOO0ggZmS3ROCN/X/AOvTY7G1iwyW0SsMnOOhNPF1ANjieJVPQ7x296e0kSKHaRETs28YP40ARfYrZIDB5CrExyyds/0NC2sKxNEkaiJjyrd/8af50GATPHskPB3AbvbNL58G3zPNTy8/e3DGfr0oAjitLcRyRCBDHIcOD/F9fWnPZWp8tTbx4jB8teu31A9qkaaEsE82PLcqNwy305phljWXyi6mU9h94/hQBEmnWqKD9njGAQABzg9R7CnmztQYmEKsYh+7xwUHtTjdWwUqbiMMeCC46+nWnNNHGwR5UWTsrNg/lQATRpLGVlCsh6gioTY2rRNCbdCpPKdjj61YOAQTjP8AeHWmC4haURLKm8j7gfLD8KAI3soJTueBGZV2gnn5fT6UhtkitZ0tIURpFKnnGTjualWWOSVo45lZgORnJoLxrtBdNzD5VZgD+A60AVdMsfstpDvgjW4jQIxU5J/H3qc2dv5wm8lDLuzuPr/jTpJ4Izh540bqN7AHHrzSLJADjzYyx+bAIz9cUAJPbQzshuIUkIHBPUfj6U6e0tp0TzYUPlnKe30pVubUru86Mgn++KN6FinmIz/3Qw3Y+lAEU1lbTSh5LWN2243N1PtU8aLGqomFVRwoHFMSaGRmIlRvL5J3D5frSi6gx5jTx7ScAlgAT/WgCP7FbmcymBBIT17A+tNNlatAIWiVo1YkDqA1TfaITuKTRFFOCS4+X8c0huYUjVjMgBGQWbjH9aAE+xQrE8flIBKcuOzfWhbG3UIDbJmP/Vf7I9B7VIjLJHvjIZG5+U5FAUs5DY5GcAdqAIobW3gZWigjQouwMo6A9QKEsrZEWLyFEYfeFHZvUe9TKVBAU429lHak2jjnIU5HGKAKNrpcCWwW4hSV2yZGck7jn9afaWMX2OKK5hWRosgO3Jxk9+vSri7cBTnHvTic8ISMfpQBXNtAsiyCBfNjHyMDyB7VH/Z1kdpMEYyQ+Bn739761Z3k5Ppz7H8adwAAGPr0zj/PrQBXksLeRneSFG8wYc45b6+tO+ywi4W52IJMYDDIOPSpuCowefUU1hzlgAB+tADtueQB6444pArYBIUjPtSKV3sOhHoKHOVPGPXigBRgDG3I/hX0FKd3p09O1NIwQemep7/WlGFwwbJ+lACc/wAJJYdye9G9icH060uVUgA4IHWnnAI5I/HvQA1gMZC7fXntSYbc2MDHTj/ChiV+8M+xoU9TyD0570AO5xlT3xgmrGn5MxyW+6ev1FVQAPvdPT3+lW9OP78sACCvXGO4oApgfLxhs9CeKFJ5yTxwSeKJHJG0Y6YxjnNIoIJ+Vug654oAXHynLDpztHJowCM4PTqTmghsggH/AOvTQME5LM3rQA4sQM5GB170AnHPyrnr3I/pSMcrt5ORxyRQvbG7J9utAC5KnIG3cORSHoAoC5wc9KRgSRtUj3yWoBA5Ld+lAGddn/SpMZxmoN3b+dS3rN9rkPTmqxc55NSV0JEUu+OKuqFReBUNsPlznrTL6bYFXOMnHSmIlM5LEKOn6Uxie7VWWXIyDS7+KB2Jy3OOp9c0eZ1xVdn4xn60jMduPWgRMbhgOBThOw6jmqiHLfSpH4+tAFkXOBzS/ak9Kojk9/rSseAB1JxQIvfa4/Q04XSZFUBGGFEiFULZP9aANQXCZwCc1IJM4w2KyoInRNxJyffimvLMv3effoKANpXPQGnb/TFY8cso+vrT3uZVAwOp4oA1RJ2NL5vpmqSTqqfPLhvZc0gvASMEsP8AdxQOxf8ANA6ZFOE5Hes/7ZkU5blepxQFjSFw2chzml+1yD/loazBd98Cl+1jOOKAsagupP79IZm9c5rN+1Jt7Z9c8U5bpGHOB+NAWLxf3/SoyuR1/Sqhuo88Hp6mnLdIfWgLErQ/jUbQe1H2hM43ZpftGepAFAEf2cmg2vvTzcIG+9TGuEB+9xQBPEpjiUAjcOg7/nS4+TOSueg64pEcNGCANvYnqaeHDHIwCByPWmIQkrzzgdTijk7Rnbn170hyzAnnGfu8YoBwBle3Oe9ACMASOSxzjjgU75eDjb/UUHP3ckZ9sUgABG3P1NAAWYjoDnpx39M07OThgOeNnT8aYSG55PY4z1pysccgn+lABuJGw/MowBQAMk8ADjg00KQGyMDrilB2/KMHjrQA5Sc4GOec4wMfSkAJbqxx37ClbJOQgOQBSAgEjHHQYbvQAiZKnac/8BrOvXVNWtXuQPs6RsoLdFk6jP4ZrSdiV64PbI6+1NCheCrHjqwJFAGRqIt4zYGCSABrosXOCvKnJ69KitpVh0+KIRIy/amUTSZ2eu4e3OBW6RxgYPtjrSAAnrk44A4FAHOgqkWJGi2pqqk4HABHUe1SXzRm31eSHb5DxIqkDCs464/DFat/aSXawqJBH5cgkA2lskduvFWVG0DGQT6g4oAymkZdY015JLc/u5ApiBHVRg8k1WwDokcCgDUfNHH8fmb+Se/TvW9IN3QDdnr/AEo5HXj15oAzLf7NLq2qRuI3DGPtknC81DI0SR6ot4A08kjELnl1IGzb6/hW4hLdFAP0oO3cCQBj7vHNAFONLgaWkZY/avIwPXdt/wAe9UoBbyaTHHCFF2kR2r0dZNpBJ79a2BIoyV6+mKZwWJHJHG5BQBjKIni0uO0CidHXcB1UYO/Pp+NRvD5s2oQzzwwySSkhnQ528FSpyBXQck8KRnvjkfWmkZGCOB7dqAMPVJ7eay1BhJCzCFYk+YEsRycd+9TGXfryfZmiJa0A8zjCjdkn34rSs4EtbaOFfuoOD6/X0ptrbrbwRxKpKoODyO+aAMJTENFtUWSPI1DOWxwN55PtViZppb3UkV0ec2YCGMbTkZ4784rdBBTBXPfrTApHByo9fSgDJskh823nFxbqIoiGiRSCRj+LJPQiqUTv/YGn7pIPKWeP5duGHzn3/pXShl3ZAyc8kinHAGSqc9+360Ac3Kxlttb2MqR+Y5LBh83y8KP8all+aZHt3iciyxKXXKxrjjHoxNb2VwBjH90+39aR/mUg4Htjn/69AFTRiG0a12EACFVJ9Dj0q2ygDaxyevyjrQMrnjA45OeKXJHY49CP1oAFA29NvqfT/wCtSFyMlSCOvAzSAH5uCT/vU459CxHTBzQAu4g/NtUDueaNxTgAjd1HWmrhDjJOOemaQ5Z8r6dcnmgB2MgADaOvXtSBj2wB7/40gOMAHJz0p4y+MqPwoAR+o53AnnbxzSciQ4JPqNtOBAOSAD3x6UFsDqOehx0oATLZHHLHgUY7ll+h7UwLyDtY7m7Zwfen8k8cfTmgBAF3EAE+5PBpfu55A9PakYZOXJAz90UoOAewHboKAFDHk7M44YYxikzg9Q23+Lvmmj5SSMhhyDz+dKxLDBXPHGTg0AKcMd3DHGcmgcL8xyfz4NMAIAB4J/WpEbkdMfnQAm9jHkHGDxzycfyqzp3+vLcgleh79Krtjjcg6cnpVrTjumI6kJzz7igCnLgruzjPYcZppBxwSBkde59KViS2DlSRnJprDB3FTnI96AHAEYGeByfWkJGdxB/AZAoOEJJJyDnikDM2DwVPRuOKAH5LYK5APTjmmnliARnvkdKRACD29xmnZwxIyQ
fWgBSTuIHBHAGevvSAHeCfypOCM4PXjrnFCrh23BlUdKAMq+BF3Lz/ABd6qjmQ5GasXp/0uT61VdeQQT+FSV0NC2I2DI6VBqMMjISp96SCYKw64NXuJE65BpkmDHMejkgg1KdhYMQCatXNgsvzDO6qjWMq/wAfAoKBsEkZYZ9DSn5c4dhn3zTDbzKB3oYSBcNGeO4oEOTJbBkbr64pzZVmIdvoearpLhzwcn2qTzATk9+DQAqvKcfOuc/3aDLMNuVjPPODio+F5ByKa7Z+lAF2KdsjdHngnCEH+dSSyeZFDnjc3TvWbG5VgQenBqYvsaM5OEb9DTEaInViwKuFXoNvPSq/2qIyIGJXPqpxSKdly/PyS9D71DGzxShWHzR8H6UgLouIiOJEYlscGrCYa5ZedyDmsqVP3Rwqkq+7p1FSWzQvdSxmNcFQUI9MUAXnG4gkdeAKRgMD8qruoRIZFeQKDg/OTj86Ng2rudz83OWNBRYC8gUrD5lHcnFV4hhl/eSAbiOtOVyrRHecbyOR0pAWD1bsFFNCqIs44J/E1E5kEEh8zo2G+WnEtiJC/U5BAxQMeYxuA6n07USL2H3vU9qZvY3B+blc8YpFZ9iO0mQW/u4oEKYlGFXn37ml2EMQCSR19BRub7RIRtXaOMUze32dvu4Zu2c0AL84GQ/40Ey92xxnFP3fMRtHyrnAprvuGfUdaAIgXKgsx55oZSVySc49elPHOzOORSBlKjnqMUAadiM2sSgZ65qzyDtIHpz0qtasPsqfeyRyR25qcAqSMZzxjuKokG2K4B3N/u0FWJG4++KQFnJKkehBNJsHK9ARzQA4568HJpEKg4w3J64pN235Q33vWhtxGJAFweg70APHAIJwO/tSDcTuG3GMjPBpFUYBIIOMfL/9ejcduD26Y7UAOznBDBh1PNIoGxhknvmmlA2QBnjjqKVRhOfveh4oAimlmFxHBCI9zxliZCccEYxj60llcvdWvm+X5fzshCnIypxSXFnbXoAuFZ9mSuDtx69O1OtbeC2g8u3jZIwTwT+fJoAsSEMhYnkfw9P8ms7VJpITaNFO8ayTCOTcAeMHnnp0q+z+2M9+wrO1NHkeyYQtKqTh2KruAUA9f8KAFknLaraQw3WYpA5cLtbG0DH0qdr62EwiLFTv2ZKHaW9M9M1Wni2a1Zyx27LGivvdI+MkDFVbgX86qzxzHZdq4CINoQNwR6nHvQBptqUHmOi+ZmP/AFgETHbkZz09Oab/AGlbSbdrSEunmKBE3zL6jiq0KyJdaozQSlXVdh2feIXH86r2Tvb3dgHgm3LYFGQKScgjt6UAahv7bZEwkDiQfuwi5Leo9cimpfwNA1wC5VG2sdjde/GKzorOXbAohkilM7zNKv8AyyRjyvuSOMU+2S6g06SJbeYzSSuFEicDceGPtg5NAGg99bo04Z3zEVD4Qkjd0+uaW4vreJykjncq7yFUkqPU46VjxWU9rd3EsPnyeQ0ZjWTGJgFwf/rVZeBjf3TOLoQ3SqQI1B424KsMcGgDRS8hecWxLGRl8wDYSCvrmoU1G1cqFeQ73MaHy2wzDqPwqsls6apCIhcRwxWoj3qOcgggE4POKpRwXXlWyiGYMt3I5Z04UNkBj+dAGwb23WW4Dy7Tb8yEggKTSwXcU8nkr5nmBd7bo2GFPQ81lm1dF1NPss0yybNmV++wHJz9ec1JbiayvbmWTz58W65kZfvFckgfnQBsBlHyhWDdcEd6qx6hbTuqeYwYsVXchUEjqBkdafFMJ4Ypl/1bqGAI6Z6cVkW1vcKyOsVz5iXTvtkXEaKSctn+9igDWkvoYGkWRzlAC+xNwjHue1E19BAxEj/JtDFwpYAHoSRwKphZLV79Dbyy+e5dCvQgrjB9Me9R3VpNHo0dkkcskwRVOxfkY+hPpQBordw+Y8AZzJEAzDYeQehzTV1K0eOF0Zys7bY8xnDGqgikbVLlz9ojjMEaho1ADEZz1HvVaGO5XTtJjEUiyQSEvmPOwHdz+tAGo+oQRPOCWP2f5pBsb5Qf5+tOkvbYBW3SMzJ5oCoxwvr/APrrKNrKF1dY4p3E0QWMlSTI20g/jmpFW4tlMYinmE8HPy5ZHC4x9P5UAaC31vJ5Co0h+0AmImM/MAOaYdQtvssk+9vJiOxmKNwR+GazoFmhbSS1tcA28bLIfLJwdoH40kkUx0O9h8mbzZJXZEKYJBYHP5UAa32qJZ4oWDiR1LKuw8gdeaI7+3kmWOOTLMSqnacMR1APQmqBgnOpwTOsrF4XVpQvAJxge2Oabp9ltgtoLkXe63cFQoHl5HfOOlAGjc3UNuU8xmO9tgwpbLenHelF3BJbtcrMojXI3MMbcdaqaqrytaCNZiqXAkYxLyowcn9RVZLS4fTZYkiOUuBJGH4eQAgnPuTmgDSjvYDI2C4KpuKmNgdvqM9aSC/t5ZDGHdXVd53IQNvY81FPK0sLRR2s4aQbAzpjZn3Paq91bSTX17EqOiy2ghVyvykgnv8AjQBfhvbe4cLCxZiCy5BG9fUZ60HULcOsTmVWL+Wp8tuW9M4qhEI41jurkXiG1Q8OoKrxg8gc1DLOyR2k8kFwqxXJmmYxnCggj/CgDTa+t42kG5yyHDFVZlX6ntUZ1K2U43SbirEYibkA8kcfrUVmklsstvNbySI0rSK6ruVg3P8A9bmnSK39tW7iKTy0hdCwXgEkYoAkOp2Zfy97AghSSjAAnpz71P8Aa4vtH2UM3nhd20ocbfXNY1xBcSXN6YIZ2LSxvHGU+RtoAyfbI9aszRXEuuI22RY2t9juFP8AeyQD60AXFv7d41ZXc5cxDEZyWHUAdTUtvOk0QaN1KMxG4dQR2IPSsS3tZovs8qxXEaxTTZCL8yqx+UjPWtazijiRyqTZkcyN5o53H/8AVQBZIPQ9PY5pxwSvH4VEyn5SA3Jxk5pzbQcAn6nGRQA44OOjAdicGrenBhcsCOdn071TLLsDEt36AcGrWnLtuDjoEPX6igCmwYkksCvoOvSg5CbQVUdiewpQc/dOM849KQKOMHJ9RQAADruJJ4zmlAJUqWXjtTCWPAJwOuP50pIOOpJ9OPzoAMFnR89OAexoKg4znbjhsUFvl+YZz/Kjb8zEdT0HtQAoVODnJHrTeecDAB9KTzFbhVx2yaVuSy5IBPGD1FAGTebVunABAzxmoN/PSpLwlbqQE9x/KoQcn1qTQXkHK1YguccE1ApH+RQyK3OcH2oE0aIuI2Gd1DOuMkjFZhV16EEUASEcgD6mmKxdeeIHaW/SnBVPIwaz/KBwWbNSowQYXIoEWjCh525NNMCHsKiFyR1JoW7IODg/hQIU2SEdBTH05GHT9asfaENOWeNvT86AM99MxkqxH40xrSQKMEntyK1UkjY43A08Bc9RTAylWULtYAj+tI/mcEqp7Z71rFVzk4o2LnjFAGWkjjHyjj3qJ0HmhlUoeox2rZ8iMjgDNMNoh7ZpAUVuGAZXiJDdcdDTfMTnbuKnrkcitEWqgfdphtF9MUDuU1mjY8kjP8/Wnu6ZL7gc9R2+v1qZrLPXp9KT7HkY4/KgLjEuIg7ZYFXGCKEKCPyjICEOUbuPY04WQUYGPyp32Q56D8qB3EaVC6y7wHHBI6GmsyBSAflPOD2qZLXini2AFAXK3nosobOcjB+lKNnltHuGOqtVj7MpFNNqOpFAXGK4JV2IDY2kE9aayqBtDZXsc8in/ZBngACj7Lx0oEQblCgbwCppC0eOWxnqB0qyLIYzgE0q2oH3lpWC5asnDWUeGHU8HtzVgMc5JBwMc8CooUEcC8HjI+lOVgM/MM4wf8aoQpQ5UMQT7dKVmLN98KAOmetBXI5OVyPc0cqTgjA9qAArjAGBt/Gnckhw4P51HzvOSfm9aM8nCn0z2oAXbszk7cnPByaXaAdxyp700n5mBBzjGSKX5UXOCUX9DQAu1FDbQCfQZ5pu0Fcvk5/hAoyrdAB7d8+1IQxKuDyO/YUAPGf4mAyBjj+dG4hTyDk9aau9jg9T1Hb60jBehPtz2oAlYbjkHp155P0pC2AVRgoPQHtSK27IB2j2NVpZxHd28AhZmnJwwI4wMmgCz8wO7dk9M+tAVsctkjuR1qlJqKotyJYnUQSCMgYO5j0x+YpZtQEST+dbussEfmGPcPueoP4GgC2EzhuCB3OfwFQmzSS8W6LyB1UoCDxjqRiokvt8kMcsLRicbo2YghsDJB/ChbwmeONreSFpgxjJI+bHJHtxQBc25GCRgc89aaeGJUDHUe/rVG21WK6aFBA0XnKzRkkHOOucU7+0D5N5J5BC2vysAw+bAycfhQBdXvgEjI60pcYUK456Z61QW+dyI4oGciMOyhgNoI4GfWiTU4UW1lEcjR3J+WTI+VuBz784oAvsd468noegFAB7sSw7n0qmNQhW+ktQrARx+Y0hPCj/ABpYrwTyW/mQyIlxkwsxHzHGce2RQBaI3NjeOeiDtTZI/MUxsMoRtIxVOPVF8hZ2gdIWkMe8sDtOcflkVIl4xe8TyGzb/fJYEHIz/KgC5tKDau3kYwM4x6UiqQBwNwzx/OqUeoeaLfyonMk6eYqEjIX1J6CmPqSiDf5LFvOELLkBlY9OaANAAbuflOPpQdoXKKMjt2FU2vzHIsT2r+a5IRNw5wOTn05qS1uRdCQBSjxOFeM9V49uooAn4J5HI6YpVOwEb9oPOKqLcs97NBHE2+JA2/cNrKemPToaS2u2vLWGaG2kbzckLuAAx39qALi44XPB9qGGAecof4R1rPOpx+RDMkLlZJfKC5CsGzjB/GpGv3E0ULWjh5WZFG8YOAG/LBoAukNtC7tucc0m0lCpZfmqiNRjEW7ZIsgkEXk4Gd/YfT3ps+p+VHcSSQPvtceZHkcA9we9AGiA2wZZRig84LY6dTnBqml6Xa4Q27iaDBZRg5yMjGPalhvC9w1vLC8ciKH2nBBB6c0AWjhuD07HHWgqN25vvdj60igc8sSeSBxkUB1J+UY7EnoKAE2g8kkAcA+o7Uq7VwQWwPUUOmUK4ySemeg7UgZ92G5GOD60AEsazxvG7blYc470ssQngMLY2suDknpSNhTjkY5PvQrDgLgD1BoAePkyQOcYJbvSAk5LMGyc4B6UMgJ7cDjig7lGN2MjPA5oAAeeGADcCgqzfLwcntnik5VCCcgfnQCRwAwGM4/pQAAccHcAOR7etLsXlc59jSAKwUkY2nPA5pCyrlSuSe+aABgBhRz6n0pQCD33dDnpSBuAQVPJyfT0pMOuSpznk570ASZIGNwBHUdKtacxNwQxHCHp9RVNVypYj8farWmYNyenCH+YoAqtyDgkn3NI24A5Iz3PTikGerADPGTikwrE5RQ3TPc0APXanCjr1AHT2o+ZF4YD0ANNGF2kDaoHbtSNnDMMfOD2BJ96AHDk4LE9jSEM3zNj2XP60YbAxhVA5/z60oTCkKwJJ5z3P9KADnAJYK2MFs4/CgMo+QklgByRnH0pCisQdmec89BSsVAU4GeuRjkmgDGvlJvZTsKjPAqHYQM/1qW/Yi9l5J571Dux7GpLTFP3cc0KTSZJHXP4UhJoKHknp/WkLe/61EW55oyKBMczH1phY460hJzTGPHpTExrN69fSmmQ/WmMST1xTfxpogmEp6d6USGoM4PU0tMRYErAjk09ZpFP3j+FVR7nFKGOcUBcvJcyg/eNSJcuucsST71Qyc9acGOQeKAuaQuzkZbmnrd571mrJxzyakRge/4Uhmitxu74/GpFnGPvZz71mhx6U9Xz0IFAGisx/vU4S5//AFVSWT3H5VKGJ6/zoAtKSe+fwpwU47mokY46Z/GpVfJ6cfU0hi4HfcaNq+hpS3pjP40jM/dQaAG8D1pDJx1pGfPBFRNyKAHmX1o87Heqzkjq36UwsfXNMRbM3vSecMYqn5nHU0m73oA2IJAYlOC3tnjrTgAmRyCecgZNQWQVraMuCeOOD6mp3KrwozyMDORQAg3A5Xjj64oK7gFJwAMAHkD3+tGQvBGSOx680m1Bt/dqR6f1oAkA3LtAGB93PFI5cHG7ODyRzTcYXb03cBSMBqTnIDAEDpwOKAHBiqkrj25pFBjbqM929aBk8OQoNG0EgHBGNvqaAAgg8MFAOdoNO3hjuEYf1H8zSBEB5QH1JPWjgudqhT1PT/JoAOjMXAx2OeRSlQ2GYdORkdaaq7VIG0/h+dP8tQhJQc98f0oAT+E7See3T8qo31pLPd2hZEMcQbcN2MZHpVsNzuIwMkZPSmtNFGP3jRo2ONzAE+/NAGaNMd4ruPZGoklWaLaxYfLjg/XFPurcRadeyfZIoWMDruRyxIweOe1X/NgVgm6NHI+7uAJ96WVEmUqwWSNuocZz9aAKMMFxcfY5ZAsQgi+UhtxZmXAPsBUUNjcxzWczojyQ7lkYykmTIxn2rThj8tFSFQiAdOwp+Vx94EkdT0oAyLHTbi2+yl0jhaLcJZBJkupz8uP89KX+zWeK/WSGFpbgkxEyHC5GOePxrV2h1G4buR1pzY2A7EPftQBm29vd2sjSwxREvGgdXfGCoxn3FN/st/siWgVWVY3DSA/xMQcgexFaRQh1IK5/WnKitLl8nA68igDKi0+VblfMICm3aKWQNyzsck47ipLKwaAwiW1hJhwBKHJJ7cD1rQc7mIVOCcccYpvBHIVgRggdqAMWzgkutOMBCJCZ2Zn3ZbAcnAH1q2dPd7i/llgRmmx5YMpGPlxz/OrkNvBCCIYY488/IMDIqTIC7SBu7KeRQBnwWlzAbSUKrSQ2/kSJu4I9Qce1RSafcmBtvl+dLdLO/wA+FUDoBx+taYzk5Izjjgdf8acEJGHYcdunNAFa5t5PtVvcRIjlFZGQnAIbGcH14osrV4ZLi4lZd8zAlFOdoAxjNWivz5IX1GOKFUYOEUZ5OetAFE2hk1K4uJIEeKSNVjIfBBGfyzmq8FjcRWljFIEdYCwkjWTAfPQ59q1Tkq6LtxjHSjBYDOMewNAGT/Z1zHaQoscYMd15wzJ1G4n0/Cp9RMhv9OMaF23yYBbGfk9a0mEaYwOMd6rvBDIVkniUuvKs/OPpQBRk06WZZZJChna4E2zJ24Axgn6d6dPYtJp9zDDaxwzS4Ut5hPfPJx2rQJRgWCjkYx6inKAvzD5V45A6UAZhsbtY7nyGjtvOQBEjct8wPJz2yOKksbWWC/aZYkjjkiEZUSZOQTV0qTnKja3PAFKC2TgBVHH1oACrZ3EjcRwopSC38YDMOfU+2KQjapIIJzu5OeaGRMAlB1yO1AC5BUAgMV6fSlUnepCqF7jIoOBgbVHv0zSBSJM5HP4YoAUkOMAMcnknFAAAUA4A4wOBQqp1KjI654//AF0w/MxAB9T2xQAq7sdQVPIBoAG7cx3N+ZJoJVhyqFc7ulIAuTheTjkDmgCRgcbhgNjknrTDlidxOOwPb60jZJxnO317UAszMQoyW60AObJQgZAxubJ6+1JjKFSoI6gGlXO7LOCQc46ZoUDp1x6UAIDsy7vvBOOf/wBVO5OQowezdjSAIq4CJgDp1xTSu6PkgDP1oAfnAUYwx6471a00BbliV+Yoeg9xVXGQqtz68Vd05VFyQo24T+ooAok5AkY8n7uW/WmL8pJLAgdPWnEMSSwGQPXgH2pQuBnarEDigBpJOcbsDnHPTvxTsoMANt46YJP0xTesnCg98Y60KHbDcf7Xt7UAOGUUkdzxnGabv+c5ABzjIGMUjnDAE89z0FOABGBtBznnqfagBwYHgNznt/nmkBBBBycH6CkZGQDC4UenWjk8EZzxjoR9aAMe8Je8lIHfvVbY+SRVi7QLdSFwSc+mOKhIXOVUikMUxuq5OcU0ggUNyACDTNvfGKCkxrDn/wCvQvuaQjmk6CgGPIFNKbu/HvSZx6Ubx0OKZJE8ZU88/Sk2/wD6qczgnkUbVPQ0yRm0Z4o2Z71JtBGRS8Fc5/SmBGAD6YpcUuDjPBpDkY5oJFx+VOBwcYOKaoJOSTTxyetABxjp+NSK340zb3xwacg9qRQ9TjqKkQr3XFRhM9qeFA7UASowzxn65qdW/CoIx2xVhB6kUAWY2bHDCrUaSuNxZjj0FQwgcHk1fiRtvGdppDItg/iLE+mMUyRcHIz7g1aMIPAVc+3emNAApySD9KQyiyjBNQOBV6SLqSf0qq8eR14oAquCahIIqzImDjFV3UDqP
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
eBwTGKOZ9g9lH+ZF/gdcru56/wA/ypFLHDADnuazzb6goB+2jGf+eQp32XUB8xvgD04iFHM+weyj/Mi3kZYEZGc89qeTwWJz7ZAqj9n1BT/yED+MVAttQZNov845/wBX/WjmfYPZR/mReyvHHzH2NC+YxIPHOQTVD7PqGQP7QBOOP3ecU5LW/wA5XUAB/wBcxRzPsHso/wAyLrMWI3YDY4zTPlxkntwdpqmba/OGF8Dkcfuuf/rU0w3oIU3wz0x5Qo5n2D2Uf5kaJBZVI6juCBmnLyTk5B5HvVA2uolcG/4HbyxgU1LW/ILC+XGO8Yo5n2D2Uf5kXlk5OFzz9aCeFUZOeucc1SeDUQwDXw9P9WPypBb6gSR9uA7f6nFHM+weyj/Mi85KhMgDH0NLgIw+UqCecVSNvf8AJOo9B/zyoEGoA/LqHb/nkKOZ9g9lH+ZF0MORt6H65/GgsQVCtkdyBVFrfUMMTqHPp5dILW/AwL73A8sc0cz7B7KP8yNAswBVirKR2OKZtGcIPlA7jj/9dUza3+3aL9c4zjy6Q2+oBsNerj/rmP5Ucz7B7KP8yL67juA+ZepzxikXPUZ9snNUlt9QIO3UAB6+WBmkNrfkFTf9TyDGKOZ9g9lH+ZF9goZTg/UUu4IpJGNvcVRFvqOCPt6nt/qwc0029/xm+HXj90MUcz7B7KP8yL65PzbAOO+M01SNqs6g7T1P+FU/s9/jLahjI6+VQLa/UEDUfb/VUcz7B7KP8yLu8KBnknge34elAUAEqvJ/WqRt9QJydQxzjPl4pGttQTn7fuPr5Yo5n2D2Uf5kX1aTbnIyDzSMwzzweNxGeBVIWl8gLLfj8IuvrSPbahn/AI/g3/bMd6OZ9g9lH+ZF0jP3sjB6Yp7ZVvukN/EARWd9nvicC+Use3lCntbagT82oDpn/V5o5n2D2Uf5kXyw2kMu7HQ+1NQkpkqcdOuapC11DdgX6kE94xSfZ9QLHN+Pc+UKOZ9g9lH+ZFzcD0OQO5pT80gyOgwR2qj9n1Agf6aMf9cgKX7Nfk7hqGfT91RzPsHso/zIvKBnGcYzjGP1oDgjcQTx27fU1RWDUGJP28ZPB/d5pDbX6qAdQ7427BRzPsHso/zIvgyFsg/Lj0xmhzgYcLtzkHrVD7JfsxX7fz/1zGMU5re/5/4mCkAjOYh/k0cz7B7KP8yLmCCDjcM8g80qfcKrjAPXpWeIL5fme+Ck/wDTIGni31ErkX+Aef8AVijmfYPZR/mRdDFdoZsN3/8A10jECQqoyentVL7Lfj5RqHQ8jysUG21Hyx/p6884CD+dHM+weyj/ADIvMQqHHH8qQhxG3GB+BNUfI1Ddj7aPUHyhS/Zr/G06ht7/AOqo5n2D2Uf5kXMgjdjkjGadlQ2D83GSTz+gqiINQC4XUe//ADzpfs2ollJ1DGehMYFHM+weyj/Mi7k7T5YyfSnBpNwYEe+etZwtb8jJvuM9fKp32a/XBOoAZ/6Yg0cz7B7KP8yLbFS4OO/IHPNKnylQPvnjbjFUfs2oj/l9Xjg/IOf8aFhvi+F1AfUxAYo5n2D2Uf5kXwvzNwRk9NwwKGI8rJwW7+9UTbagOTf9eMmMYpVtdQXpfqO4/dijmfYPZR/mRdGAvIOGwc9//rUZMhyBnnHOKoG31AZJvR/36FWrVJo4/wB/KZT2ITGAenFCZMoJLR3HjDO6lM57ZxSlxgnblRzj1H+NKGA+6Wz15BpRxuGCfT0zVGYmQSCcc9PQf40gLbj0X0yD+lGCcZYsCMcZ/wA5pfvfMw5Hbn/JoACdwG8crnHPek6nOT8w4OM0rfPyCT16jkUwMoBLjbk8DGfz9aAH87A2P90qcGrulEtMSST8pzn1yKpEMVXJIBGCox1q3phzdEjtHjOPcUAVFbYpymPb/Io3tglcdM4BwaYGzgEhhjIx/KnH1yowPyNADkUsCTjJHBLUjAZG7kr0welNJ+YA854znpTnYDgFieowDyaAEYcKp+oye9IzAHIQtxnrnNJnaMEcnnHvTiSoZ5MDJyAeOPegBrbwd64xz14P5U8AlMvnOORnqf6UwoQBtIHPBb0pduduCcdcAkAUAIVUELjOTgcdfWnyAkYVcYOOmM0jna5UkAYGBt5B9KEJY8jd9eOaAEUS4Vj859cYApxkDvnaM8dO/wCNNYkNkkE/XFLjKYBC98k4oACCxwFxj1bPHrTmTDZ3DB6gtTMbFIViB6A8n2p24BM4IHpjP/6qAGjgttAAxjOeKaNixggMenenEZO7nYp4zkU7DEDCr6k49aAGthlK9GHfGAadGS3yNjAGAQcYP9aYBlzg5wcdaVFJOCQD14HSgBzL34OOvHX3ojwU+UZLc5A6UmCELcZ7ZH6HikDZ+4QeOmMZ9qAECSMeMkHk5Gcn/Pan72WMBgACfxpWBC5Dd+cHpTEOWzjJHAOcigBWbA4AOfVv505QTn5hu6kZ6fjTBkD5X5zgEc/nSqMOQqk/7RPX2oADgfN17ZH+NGAX5GMD16CgsCSUU56DOcYoU4AA7dsZz+lACKw3/d4zj1696b+8TJBX+v404/KuJCBnjGaR1IwCVH49TQA8qpAB5PYZzj/61IAPM2kADrgjk/jQR82N5YnoPWkZ/mKsQcdML1oAVw652DGORnnB9aVQyEFlHqSMc/hSopYnnODwc9B9KjPB5GT3BPNADw5cEgY+o6Ui/O25l4z/ABNkfShl3AAYAyO5GaRjheu4Z4XP5UAOlUKCpK49M5z+FISdjZzt6Hml3BQD1z3xk0xTg7iMdRnPb6UAKSoCgrn6Ht+FIwZwDGu0jsRinruPONqdM9x9KYBlWZSMEfXmgByB5CSxwc8HPH5Uh24LgbV9xnApAuUxvPHUL1NPk4VTkYPB4zketAAMlMKD0zntTFVhuzkgdFApy5J45FDqRgEhenG79KAHGT5QrAD3H/6uKRmboF9+GpFHt19eQvvmkGQeo69c9qAJAhVQeAV96jwuQwU8nkg9ach6nkdj7+9NYlz8u4k/eyCMfSgAG3cxY5bvhsUBsjaUPzDqByP0pRluEALEYHHA/Smk7sLnJYZIz3oAFMinYSpBbJCnt9e1PZFzy2T1BPX6UzaTJ2wfzzT9nzk9R7/zoASPaWbj5l42haayyeZhSF7dM4zQG4+Zxu74UCpBu254VsH69aAETegbKgYGMkYzSqylRgE98Zx+VR5B+Unj1zmnnGc5wB2BoAFBbk429uev51k2l0U1G+iu7rKwOBGkjj/JrUbhV3kucc+g96zrCOWPU7+Sa3kRZXDIWHpnrQBHZXLT6xcx/aXlt41V0G4EZPX+dW49RtZZUjUuS2VViDtcjqAaq28M39rXsklvIkdxGFVzjqB3pmn6cYYreO7t5y9u5KOH+Qc9evFAGlczCCM3GG8tRzgcj6DvUcWoQTefv3xtb/63epXH+BqPVJQI4bZQS1w/yhRngHJ5rNeGSW41O3ZXia8AeIOOGC+p7dqANaK+gmkWNNwZ13pvQgsP9mmPq9p9ladUm8hTsdxGQM+hqvHDM+o2M0sTQraxYYNjJOMYFVfsF42g3FqLdvNkm3qu4DjIOevtQBqQ3yS3LQKHMyLuKsm3CnpTv7UtysLASFpf9WgX5m/D0qhqlrKLy1mt2KPKvkSA9dpHP5f4VNPavHqVtdwRboUjMZQHBX6Z60ATS6rBHF5kiShBncwU/Lg4OfTnHFLJqVvFAkrLKsbsI/uY+YjPT3FQ6tHJc6TLFBC5d8DZgDBznJ5qPVILmfTLVbe3fzEkQleDt2juP85oAureQi8a1USeai7yAvGKZHqVk2nyXasTCDhsjBz9O/WqcNnJDrMk4ilaJocGRurP1NQDTLkxy7I2MbwBjFgD94F2/wD16ANFtSt/JgbEgFwf3WI/v+1TXF2tlB5l0T5aEZMfO0nvxWS9rcPZ6XD5Em+3bMoUgMo/Oku7bULizvIdskiOV8lZGG4c85OcCgDRuJw91bQxSyJcONwVoyVkHv8ASnaXci5WYiR5mWQqTs2heOgFU7m0updRtJUWZI0hKSOV+7nt7fWnaHBLbLdKyNFvlZo+mCPzoAuXd2LWQCQPjaXbam4bR1/KkGpwi3ichiJ/9Wu3LN74qnds91NexQRSOUiMHGOWPJzk/SqtrDJPHp80UUjC0BhmVW2uGxzigDXOpWoto51ZnSRtibfvMe4x/Ss7SL6OM3S3MkgDXRSMtk7fQE9qdNp5ja0msoHCQTFzGzjcc9T19qowwTXtve28cRy97uZyQAuOo+tAG5c6jbW8jLI2SgAcqMhM9MntSrfW8t1JASweBdxJGAB161nzWB+2X3mw3E0NxhgIzgZHYioJ9Mmmu7wqksStGvlYOQSoHBoA1W1O2SMTtFMY8FhmM5wO/wCtPtrkTb5ISQmB99drHIyD9Kq3JvLjQpI7iFkumTZsGMN79asWiyJYW8cq7GRArK3Xj8aALm0CPk5H93OeaYQFZVOBnuByaXYQQd+T6Hp/+uggB9uR7DbQAOrMoOGHsR/SkVXVlLDcSMltuBTlXfgcY9c4prsQx53EdcmgB2/exxw3SkyXPoo65bOMUcbcAjPTJHJoJxuOcjPAyRn2oAcw/vEYPv1pvQMFXGBg5PA/ClyAgyCM0wNyGxhRwCeKAFOFHQn/AIF0FISXXCqFKnB3cCl+8uB90ZGSMUuAxODnbweetACIZHJDk47H/PWlYKoZiM465XI+vvSIvykk4PX5cnmg5RAwK54BzzmgB6hfLGBljzkCrWkrJ9pb5wF2Zxj3HNUwQ2NvIzwOMfnV7TAwuSfVDwPqKAKBDcY2oo7nHNCnLFt3XqTSHaF+ThexIHzUoTcpIbjPp0oAViF2g9uB7UpGCNzKz4pNqKCvbPX0HrSYPC8gHjHOSKAHBVIJKnOOcDt6UgO0kjJweBt5z6UEkHOVA3cEj9KQJkEgAHOMjtQA4YxkMPq1KdzIMsMZzxxmo43zIQc804FFZyAdx6A8UAKzYyMcZ5Hv9aRGwSFUkjrzxTVfCq2G3dCMClwNuN3y56HFAC4LHcozgYwT0pp+UDewP07UvysRxk+wGFHrSBQxBypOc5HQ0APAx97rjBxxj/CkQlkLZAjx0PY0eWofMh79MUNln4HPoM8f/WoATA3fMpK/jgn0ocLk7dwz6qef8+1Lj7oCnJJxknpSYD7Q5U+9ACjAGNpIHGADmnAYAAbOew7VGSchudmT/wDqp7Hcgf5hg/hQAoJUgbyW5wR1zTScdR1OMjikZhu53bGGOOv+FGA38RDDjHAoAeSXQ8Y4wO2famkNkEEIMY680mOu58L3YCk6Db93P8Jxk0AGMk9QD1GMc04nDKisd2OD3oEWdvzYXp8uRmhgvlgDgDnjOBQAMhyeQzDsKNqMvRl/A8mgbdwADdzj+lG70xhgcehoARDgbg3Xj6fWn5K5y23I5J7+9R7cKCgJ479DTom4w3GD6f8A16AHFuQSyj1HFBw4yOQeR2pnGwqoG760oYFsBidx54oAVDlMBSQeuOTTWBG4rtPHVu1BVlYHKkdMntRhTllOeOXIGFP+FAAedoJ3EdPTP4U5sAMpxg8ntn1pgXJyDg49OopQqR4JyT2HqaAFAyuS4K9if6Uo5Y7gcfTOfemnAJwx5OT3x7UrAhfl6gZOR0oARtmcZIB5IKkU/h+Tj6dMUwAMQcA4Gcg03cUcbj8vbjrQBMC54DL9QBxTQccAnd9KRthcFl49OlITl2Rt2QdwC9KAFBAbKqfwPWlYFhypySODxn6Ug+Yk525HJPSm5XBBzj0AHNACkMDksBn+Ec0AZA5/3RSHBIyQo9OPl+tOMQwNx4Az6ZoAFfdIQhwV6nPBo6j5ACM/w0PtAAHbp/8AWo+YBiVbgcnnAP8AWgAKqFBVWUDnoTSKQMDOCecgcUOSNynaPxx+NIyFFIXgY7fzoAkI2kEHB6AEcmggqSSeMDg9hSKcpjDdOMDP9aaWAjXbk4POKAFJySxGcDr047U5WO0cEL/eNMypyoLAdcnGaOc8PuJHBPagBWVwuBtGWySelNzmTKtkgdcdqMKMlWwmcb2A+b/69OCblIUgZ5OKAEYKi5zjJ456e9OZCBl2GT+YFKqqm5RyxH41GFG35eccBhn1oAcgGPmU7u/B4puAOOSODjHNOYgFimNqkAnk0hCkM2CG9qADYrSK5Ub1ztb+7mlKBmD5VnQfK4A6HqKSNir4dSM+n86XKiUhiTkdOn50AO3bskHOD83GetIHCn7uGGDjrTQSFByQ656DgZpSMDK9OpDYGaAGfZY1nMyqWdjkgk8E9cD8BS/NsIcggnOF5pQFyN3zsD9xR2pNu7qVJ9QKAHKcEMWx6/SlQE7trDavUdqQoufm5IPr0oIDHIBGO3tQAYwBwSp6nBNEgVcEblPQcH/HpQpON3JOcDPSkzkANjrg9iKAHggjZnpn8T3oD7TjcPpgfzqNwUz12+45pxwyd8j2/wDr0AOBPOWySfxppPfH1Occ0jEZXHCEYGOoo4JABI2/dJ6mgAVFXfhDHuOScYBPqTTVh8v7oWPJySOrH1+tO4U/MwAPcAZNJwFAAwD0GBlvcUACjO7IyP4s5FQ29rDaFhBuRpTuY7ycn/69TrGu3arfKT1Ap3yKhVcZ7k9sUAByMnILYxgHk0m0bTlW59j+vtQNxwArOe3070nIwxChScDI60ACsgJOc9uVxTiARnOOMhu35HrTQhK5XGSe3I+lEJxw2SxPJxwKAHndgMTt/Ac0hO5e5HoQeD7GmgYLgD5uuWoVlOG+bptbPYUAOVm24WM4PpzQynLbRk4wOelMwAM7s+39aXgEEk7sZJwML6UAJt427w2O46Z9KcBxvJPHWkX5jjcCfYdacsYUqXOTk888UAJw6bi4x1Ab1oABbldwPQgHmkAAJ45zk0uMBcDLH5sEHmgAI+fqeexHWhTn1I9PWmgLJtGATjgA0ch1BGfegCUEliA6n1x2poOBg8uemBk0jlTsLHpzyKCyktndsI4xz+tAATtYHB56YyKv6WSbg8lTsP8AMVQGWAcuVboScYq5pBP2puVHyHt7igCmM/dxnPXH9KUncM8K2OMmkCAIeqFhyDzRGBtOQMdODndQAmRvB37uOnvTsqpPzAY6d9v50kmFU5ZmyMbT2po2n+Ee4HQ0AIVXAbcMeg5xT0A3hmAI7D/Pehsj51BXaM5zjNCZyMrux2B6e1ADlPnblGBt/T2phLA9iRwPc0jufMyxBOOgo2lhnHB7jjFADlyedwOR06YpxHHKMBzz/WmnuTyQSMn1pGBLjaueP4uhoAczMMAZO3gYz+FG3B+ZcKecntSFAAo3N7kHjNNIBkCkBmPfPSgBW3MrBXUZ7gnmlBQYClPQ4JBNLtRs/eBHHGcGmZHmMQm0Z9s0AKdjdwOMqOnPf3pEDbsAcA56YpxHUKmW9e/1pMsGwfm9O+aAH7huGCMHvjrTXEkeRu5PQZ7Up4TaQQP4gx4z7U0OMbQMcdaAAMFB3HC9v9qpAMtwhOenNNAK5ZgScdBxg0jbSjbyW7ADqKAA4AOxQrdOc8UmSFzjLA8DpSKhCcqDxwF70pxsA3fLn+I5oAXOAdpAPfn+VIv3ixKtnpnPSgAMgyv3uD60SjCjgsxPccUAKWVlwGGfb/69NwoYbSWGPY05cYG4Yx296DuVtygjOBjPrQA5QFBLn5uoHHSkGZUDKeBySOhpUc9cHHOGHrTDKNxDEFvegBMsuTgMMcYPanAg9SpGee2KTGW3A8ZzwO9OYk7SBj/axkD8KAAAHbujOOnFG9jJuIBJ9RTdhZ2CLnjoR0pVGCcblPY54P5UAKOh8wKuO5PemHLKcyDrnAPXP4UIi7znaec7vT2x1qTCkFyWA649TQAhKg8EBfT196a+0hgW3EYGeKaMHkLtz0x/OnleAFBUHqR0oAQKCQTwBjJPFPzufYgAyOBjk1HuYkBsFue5/OnSsPLUdFB4B60ADAKNodTx82DzSBuxCrz90jrSZL9ByOoHelAxgDoPzoAfhj0j3Dvg5prEkYU9efU0jAsvIy2euOB7UpXg7gcnqFOMCgBctgMFY5459Peg/IcBh789KawCgY5x0GetO2jABBXuCvb60ANUAAksCwP3j2pTsYY3ADv6fWmSYVgMFvUt1PuKepUYJTJxxjt7UAMICsQcHPHt+dPysak
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" alt="Составление и подача жалобы в соответствующие органы"></p>
<p>Необходимо также уточнить в жалобе свои данные: полное имя, адрес, контактный телефон и электронную почту для обратной связи. Это позволит ответственным службам быстрее связаться с заявителем для уточнения деталей или организации осмотра дорожного участка.</p>
<p>Документ можно отправить через официальный сайт городской или районной администрации, что упрощает процесс и ускоряет обработку обращений. Кроме того, жалобу можно подать лично, посетив соответствующее учреждение, или отправить через почту, что обеспечит доказательство отправки и получения документа.</p>
<p>В случае, если ответа или решения вопроса не последовало в установленные сроки, рекомендуется обратиться с повторным запросом или использовать возможности обращения в вышестоящие органы власти, прокуратуру или судебные инстанции для защиты своих прав как потребителя дорожных услуг.</p>
<h2>Обращение в муниципальные или государственные структуры за помощью</h2>
<p>Для решения вопросов с неудовлетворительным состоянием уличного покрытия рекомендуется направить официальное обращение в местную администрацию или специализированное дорожное управление. В письме следует точно указать местоположение участка с проблемами, приложить фотографические материалы, дату выявления недочетов и описание имеющихся нарушений.</p>
<p>Кроме того, возможно воспользоваться общегородскими сервисами для подачи заявок онлайн. Это удобный способ быстро донести информацию до ответственных служб без необходимости личного посещения учреждений. Такие платформы, как правило, позволяют отслеживать статус обработки заявки в реальном времени.</p>
<p>В случае отсутствия реакции или отказа в удовлетворении прошения, следует обратиться к вышестоящим органам, таким как областной департамент транспорта или министерство инфраструктурного развития. В дополнение к предыдущему пакету документов рекомендуется подготовить жалобу на бездействие или неэффективные действия местных властей.</p>
<p>Во всех документах желательно ссылаться на соответствующие законы и нормы, регулирующие обслуживание и контроль качества дорожных работ. Это укрепит правовую основу обращения и повысит его шансы на успешное рассмотрение.</p>
<p>Для максимальной эффективности может быть полезным организовать обращение через общественные организации или сформировать коллективную жалобу от группы граждан, столкнувшихся с аналогичной проблемой. Это продемонстрирует социальный резонанс вопроса и может ускорить принятие мер.</p>
<h2>Мониторинг ответа и действий после подачи жалобы</h2>
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
gHJfPH5UfI7/vGcykfwrwaQDNzRjIjwM87u9Shomi3scdsJ1qFhskVXYYHfcc5p0iJG3LKQwyMd6BkreUYU75/i29DUbSAhfKT515JBzQJHMahkVB2wetQomXdg4XHUHr+HrQBZIM67wcSA/MWPUU9liRQCwJHVhUG+JcxsCe6tjFSwXRiyjKhPX5+n4UAKX3DA4KnhW7e9LNGGIKqzyNj94Tx+VSNbGMIEiwuchj0xQykn5X3kn+LoPegCsFkaT94crn7wUk8dvSnTR7gdzsQBwAcGp53naIGR/N24H3sEfhTVQthd3J59c0AQLGYUEezbkc7utK0skZBVVdicYIyBUzOHXDhpG7kHmmll3Fui4yFNMCNFD8Agkd+uDTXGSCQRs+XbnnPrUiqBLkJhmHAAPNIIt7YLBOeN3Hv1oAjWTymZxkvt7NjmgBy4DLktgbunSpJpFd1jSJVTPVep/HvSyQiMqjhlHTJPHtz3oAbLEiOTliyjrHjDH6+lLDhCqn5XJ3cNjPHSmokkhIC8E4HYE05sA7Sh8z0Hf3NADJJ41+cgncOuMnNSxSOSoDdDlQcZH406ORt+5mZAVKny1H14FRMMsVjYhTyN3H50AO88bJIyoLtj95jkc9qY7FSNzZCjGC2eaEWOORn3byTzu/h/xp8qIArSE72POF4x7UCEB37vKXCqeZH5578Cljd0Rtkis5bAyD09aZti6b1CrnAAPf9KnnjkgeEI0QAXO4MMgfQUANaNJHDS3allX+Jcf8BUUmGkV4wSo6EkgcfTtTW86Jt67SA+Rg8nPelZsOY2Q/d3Meuc+vegYw7o1LwMQp4BIzke3FFxII127ZAXxn5cnnrgU9F3/M0p+U4KgcihlSSNHTKs2clhz/AJ+lACRuschEbsuDgnPSpJy0q7o2YqDndjAp8MSTsU2r5mBywJ49eKgm37WjR5MR/dGOB/8AWoAfavAtvg/PIfuLkAD61Gg3RSKUUhgcN3T1wKRo9h3qSzgfNsBOP8KPMfCTsgJYkD5iTx7UATRDEIkRCNhOSw3Z/DvTWXzXUyn/AG8YH8hQLmUXJaMBmZsjsF+tIqNubDom5ju24AzQAgQELCWVt4/u4YfieBTSpR1VgokPBXqacBF5ax73k2PklRzjHGDSrcqpUqZG2gjIOCPXpQA1ZXDFVfa5HPHX/Cg71coysu1chmB4HakQGQcZCjkk8H/65qadkNwuJTc8bB8uCfbHfFAFZclim5hxkDuamAbytzjakmON3Jp8TJEd80bxOynDA5zz0I7U5SW3Mm3CZwXHT1yO1AEflojjLLGB0IIJJ9/SmsFQKg/eSNzuLDaOf1o2iXa4UZbPGMY/CnTBPlkWPYoG0ehPfNIBsh2qjKobLfU59fpSzjzJzJJJvOfm4wR+HpTQz7SGQsTna+Tge2KSIIXabbvVOChbAP8AWmAmdkodWLjcA3J6ihyFlE2x/LZzgZxk+lOjkimdCxECjO4LyCcfzpyv+6Jdt4UjG3nPv7UAEMpMsWd0nJOwdfbGOnNJiNZimCcnncx+TnufU0zzpAGG75s8sOv505iNu4yndjuOKBDlhVlZyiiTqilD83Of5UiiSaN3K4Uddq81EUCyBlyvcH1/WpZZpivzLu3Dsc/hQA1lK4injKjovQFTj0zzSbI5FIwQeCNxxk9hUQAR23L/ABYAbqae7MshbIyc/Lnn/wCtQA51KCSN/wB3NjcFCZJPv6VCrvEMAbixIJFOQSArIVYZbhSe1PRGclVA2sSST/Q96AGYLPksFDdh0/WkiSRl2xAtxjgUOIVl+68gA5WT/wCtUm0gKyLswM4GcmgB/nyGOIF9kYbHXPI68UyeUvJsJZlQjAKkAe/tTQ6jDYOeuepqRDEpzPFvLdBuwR6EGgBhmcBEJVwDx9fepfOeMZMpU5y3pmmPDKVR2haSNj94cA/jQWEO5UX1wSc0ASfa90g37Wb+Ij09PSmvduZD85fOAPMwWA9qi3b1yiHn7+DnJ7UgA3RhHYsG5BGce3vQBet715/Oh2tLEMtzksB/L8aQXEEdsxCl2b+8enp7VBIGtpTGwZJGHG3gFaDMUtvs/lqxxncHbP5dKAJhdPIwdVI7bgxBpjXKBfKaNt0n+sHTPPao0zt2rGCR6ucA+uOlRmQB2Jj38Y+c/wAiKANJnVYBCycbtp9h/nvUnMswaGIPGmN0gTdjHtWY0jHjzMnjJPzZHpTyZIIvMZtqkdFbH0zQBpTrcC1EkYZBkk4HJyf0Ht2plxKxhRUBRgx+ZgOc9uO1Z8T75EzIIo9u4uDuA/DPWpbh4QPmcMzHja2M0AW2lLgOCgc8Nj5TzUMkDSx+YsgYJxgnJUf4VDFGzQsCyKB8xGcn6/WnyTGWBFX92UGVLN/9agCYCSGGIhWBAPUYDD3pjRfOZZGiVmHy4bBA9ajimKuvzecV4IDHbj8elRTK6TmVGkZScYyCB7dKALCztbgOQksRAyWBOfrQixtMobEaN1IGM/nTllkCgOvyBcbfQZpwVml8pGR0I6jqB6UDFDRtMYRGAm3Ktnlqid3giIhYtIh3YXnvU6PFHFIkwTcT8p3YI9jUaC3DjKt838SnOKAB03t5kpJaQEsoA649KS2sjNGz7tqgdMdKk8p4Z9s7q4bABRsMR9Kje6lfaTksGK/IoXjtzQBGYDDcCRZR8vRs85/xqKVXMp807sjIPQmrsRtSsj3aO8hOT2AqCa9eaFFIVlHCgD+vrQIpsjsw2q4PQZ6U53YyqXiXIHLR8EH1xV2S3hfZ9nlmbKfMsvt6VJCV8lt6l2IBDryR/j9KAKkz4dmkUqzAct1PHWiKVQ3KN93kdj9KsgbISzyxyAcYcHcf8KZskktWuCA0K8KvZP60AJ5iOgiVERsknkHB+vYVUwHd/N8uJwOijINWrREkkkZoQxI++WwCfrRLI10kAnEZEZwnOGx7+ooAqbFKK6sfQr7/AOFQmAgkMMHHQ8mtO5kU4DxKID2XjaT3FMaEKFLxF8cbz0/+tQBmgEDkkc8dqmC7v37sXLNg7z1/GpGU/MFTBHRTT1VTFhVXI+8MZJNAEBQRZyD8/wDdPA9jSJHtQHa/y8kjpVlUDboyD0zz2pYItocxtuBGSp4zSAoZIkJwpA7HkmpMq6htoJH8POD9KnhtXaTLRM6nnIIzUOzbLuU4XJGM0DGFMAFictyB1FTwlHhMeweZnh88ikFvK8O/JaPdyR2NI1sSCON3909RTEK1nNLdLHC3muRn5ev41GySQyGOTaHHUYyKlhR4WLo6LKBnDH+XvTktLiVt7LI24Z3LzmgYs0YOTHI7ZXawVj09h2qSFXhQBpwU3cBwAf8A69RqLJH8iFgkh+Ypzlj9alMOFV2GdufmYjIqbjGbwqFiBtJxz2pjSy+aY41DZ539Mew75qfftkVx94dsZWo3bzBjyiu3qCeDQIEEYcFQSxP6/SiQ8BSV+Q5bI5NBTYoKpu44b1PelDrjJ5foxU8imA2KRhLlkwoYkGM5JHrmpSoWQOh3g/r/AJzUR3hAA3B6qPT0FLEJZg5V8NgZ5x+FAEqR+XvZgGKDAKcfN+PJpLqMLGmVfcy85BO49e5x0p8aqoWQsPQAv+HWoZZo4UVUXcxPAJIH4CgB7yIDuIw+PlVR90461XTlcXEpY8dsZPrRGsyguy8kZCg/5zUyRLJAN37vqWJJ2j60AQyyYJj2he7NJx+GKVlVM/dDYyN/b/ClVPvASs6ocbh1OKUtvjJAIcdCee/SgCFiXlUiTIYdcdv605nK/ffG7BUYJH1qW3WISEsrZb5j9fWkZkCb13FjkdM0ARlthVxH5jg8AnIx9B2pZ2MlwsqosbMPmjQE/l+FP8ranyqcEfTb9KjVnjYAg7nHykLz+eaYDst5zfM0IRuB0Az7dqUsxbe3zOOgJ/TNOkHyrFsJY8FiOT/9ambcs2cbeoIyM0ARO+GWEsuWbu386lQxPEJYpQSgwWYEAe2O5pEileIvsYAHblQOPxpNof8Adhmy3rxkf4UAErRx4aHLBkwQDjk9s1MjxyFdzgODnJHGfcCoS0KMqs5Zgf8AVjvxUimNgSoIbHAJ6H1+lACrcKsEiXG91fBBRtoz7rRKiEDLiMj76/0NQbJMbVcqNwBx93NOilkiZ/lXzQxPzY5/A0AKpDNkFUUNzt6DipnbEK5Ynfkop9CODn14qLzZY1Ev7onPzHb90nvgd6PMMhLz/MQO2MtSAdBHI6M0KuXXncDgAURq1uGQllkkUN1H6j6UxmYCVoZnKMBkHApszKoXaC5YZYg5/WmA+NmVlO8APwSWxn3p9zGpdEXyzIOV2jhfX8aiUK9wZVj2scAEgZ+oqZ2IaRZCPu4yQCf/AK1AECASRFRISc7mB5H5/wBKlkJgASXMhbk4yATQIlG3K7Wb3AP0xTpoxEnyKM9TvHC8dqAI12pI5eP02tnpQ4Wd1XcQA44P8+aZtOPML98kj/OKdIsq4LoSrfMGPQ0APLRANsDDaTlezHsR7ZpIs+VHLvcb/u5UEfTmkgkkmgaMqMSHJKKM/TJ/lUqhoUCOnyqOoGOM9cCgBjswzAqrs3bitSP5aWvn5yobBj4Qn6+oqEJJKpdY9q7ipZmHA+tMZ22+WpDAZJbAx/jQAiRbQ0nn+eT820jGB6VP5SbREYHK9Sc8g+9MdsxIVCYcj7gwD70sPmW6eYsgVt2CD/jQAkcmwFBgRBfnJANLHb+UoYyxmN+u1uvsabIqOwDgR4PzsO/5VNJGvlR/Z0kZc4JZSA2en9aAI2nPzSJsAHAQjOPf/wCvSI4WPlMSYJ3jofw9PpSNE0ReSfeo2702rxnPc9MUx2BkQZKpnPBJBHoKAH+a0DHHmGQ8Bk7ZqZlnliHTJBGCuDnuKbtRWUozK5fjJGAO34+9COz3ajEhd/lO04JPegQw+WHBkACjk5PUd+aSYtcTM0PmNE54LH5sD3qV0aOR4j+8J5yRnH49Krxk7C8QJbcQd45B/OgBZwnllVJ2Rr17tz3pjsHTzsBMDHAxgdqslHh8tjui3g7nI/SoWumZlRuuBzn8s0ALE6YPmOVb+FX5onYmdI5VyowdwAGfrRKmWTzcO5x8ykE4oEkRfGxHBzzjnPQUARIIlLcnI4BWpJZhLDuYBWBxtC43D14ocMzKIV+YDlic5x/+umtEx2nGCxHbH1xQBP5cMoXE5ZtmdrjofTNQIwYlcDI5+Vc1O8Q8zyhuJP8AEO57VG6Mr7SSkpHfp9aAI5EfcEjfdyOSOMfSh1EaKNq9eoPPvT/Kl3O2A0Qblgf5etKxj2kMR5i9Nq53fWgBuxwZDlfmHG4dB/jTlSXYjQjPuD8v+c01xIAJBl1PAyTgf59Ka5URbd2Mfw55/wD1UALOPLcGRCpb+6u7JqJGDRLtbLHqCOR9anWSXGxW2nj5c5BogEoVpd6xbQVJ6k/h6GgB0UyoGZ1yhHOB8w+hpspxBu3I0RGQc9PY+9KPI8piyDcvQEHv34pRGUjKiVQoBJZD29CKAIVQiPJZSp4Hv+FPMu6Ih2xzwB0P4etEsUEjDyXk553Sjt3qJlK4RtxI6HbigCxC/nShLiZkjHIKjJ+lI6MJHEcjHHRkHP0OOlQYO4b84PTipbcXKOZoZCOxGe1AFmDUFit/Lkt4Zied0mc/nUSzRGVdq42845IFRTbYskpgP3GCP/rU0OZBsTg4yDQBeuJJJZ1ljESooAJ3ZI/Ooi8cUSrv4B4GOntnvUGVDnZgkdSDyaZLuLyLDvdAc7imKALn2hjAVLBNwxvYd6cisUDJEiKDjcpyCfp29aqPcoYiiIVDHLKTuBp0bpu8tjsIziQHgUAWd7s+DjcRgFfr39Kt2z7AVkliQBdpyN2T26fzrLMnlzkRv7ZPO78abIw3KeMEcnNAFwpIxyX4I+YrjnHWrEaFkIRjGcEqACQ341mbiB8ib+PlOOatC5uIrYsWXngEHlff2oAdHFJ5mJ0ZIhwz5pXOzKvBjjAY8Ej1JFN+1SNAzzS7j0KFc7veoXIljjGGycgbT1oAcqsIjHsbzCcA9l/xqxGCYfLViznGRnggVGmpTQpHAWWREbgMMkD0zUhaC5PmRq0coOeWBFADZ3l8sQSptC8ggD+dRGEmRdjhSFzk9DUtzICm2NjuccoT3+tBBCKfMUP0IVsn8RSAmitt9jLPA6YTkq3r7VHGwmMj5VJSOUY8fUGq6uCNkuWHUHBFTxGAuwuEWGJ1+VsFgCPTvQA+3njBzLFvUejY5+tNjeNhMJAGDHOwdPxqJggMgjf5fcbSw9hUSyIkgT5i54+lAEhRWBYMU2kEKCRn61YeOONI7gxAL22tkH/61NJRoC+Gd1+XDNyPwptrbvdhkV41ZT91228e3agY1gSVeYspYZDKoORVm2u7hlCi42hR91+CP/rVBAZGka2QYl5A+Yf/AKjSIohdlus76AFWFlO9E2hRjOKZNDM7gecyLjG1efxq7O6zSFk3CLAzjjn26UeS0YLogUBcgucZ9gB1qCjOEbJlFJHP8TZ/GnM6B0xJgN0XHUirYsrgPskjAkxk/MAB+NBs5nVHEce48B1YnHt6UwKayI3mRsHyuMsBx+HrTgI41xgAL/KppIGwVUqo6EnoP8aiW2ReUG5Qc53ZH4UADckbSSQPu8YNErC2XzXQrv4zyefbFO8tpGOxVOwdOgoO4AAnGD16CgQ0vKrmMAox4yWwv51OIrfK7QXAUnKgcY/nUTRl2AXLLnce9SnFusbGIDfkBtuAaYEPlmOQHzIztB2Ac/me30otfPnaQAFEHMjMDx6DHSnkr5/AVU/i39Dx1z2qVEeOOTyplKjmMRjseu7PWgCOWLbhoyWjfuQBk+lNMJ+Z2dQAOm7uP50YEeG3ASpyMjCg+w/pUDh3kBkmaTccgbeRjqR/hQA/yNnDNlW79voKha0RpEDYLxt8pbPBq2ysgUoGB+4QcdPb+dKthLu2sDhMsZGbrx0yetAFdyEkCr82OcHp9cUrISAxTCvx61NFbBY/NIXaTznOfSoXtd90H3O237gzxmmIJdwUY24jGQxOT9OlMtl80qWMcag8s/8AIfjUhRxsBnySTnjG0e9NCuziQ5ZhlcjHOf6UAOYSZLttZATwQcY7Y/8Ar0W6kfOyoyY4GOnv7VM+d3DIuAAdxwpNIYlf5WYYwC5GQHPtQBVwFZQG2bs9RwaieORJkdUEceAuQfmxViGZZOX5AJGDyoPtThB8qlgQwHKg5z+JoAiwU+RGbpjaOcmnEBS6qSGlGWUjkH2P86cG2yMUi+UHaNpJ/P0pjYTbl8sOWI7n3oAbnySG8oMRjduIZT74x1pzyRyzh412qRtK7vvVEqPI20/NG2Ce2amkhlYrKYWWJiQMLwT9aAIIFLgrnykDHGV5LVIQB8uzgjJlY8GlSZ0lyCVcgj0pQhLHewf5uApyBjvQA+0aMBR5YkCc57Y74qJpUeXzIR/F8q47A8c+lPZBGqxIyjuD0z7U3c6KhyVJ/hK8EjqT+FMBN58wg/IucZDdT7cVJPCUjKyIoXOcZ3MfrnvTljMag71ZXOc9T9Kj2GWR2hjZYhtY/L19zQBNFcSqkSybXjjU4Xng9ciq9wvnom1skjKoSSQv/wBc04siyDyyoBbg4J//AFUwyCLCopQY2jrlie9AE80dzAiI8Rj3LnaxwSexqDbJHEZXA+6OSeSaYHYyhmJY5ycnOOKkjjRoikjhQcgAnqfbFAClZHg38mLjODnn1pgQCVNrHGM/MOh7/Wp1iaQ+SkbNIeDuYAY7fWkMMio7CLZGTjJfOPbNADVA8xHkmCx/eywz/wDWp5WN0LT7xGPuoqjH5VHCrkNsVTs7Z4H1pQGMbDIbPTJ4Y560gHCSGdQi7128fMRjP0FKsiyxtE7P5P8ACoGACPWoZHIDICNueeOtEisEDBX2vgMT0H/16AJJpCMI0ZUDnnJBHsPTrVfASVQjYAbjC54qzIpjjiXewbHGTwo9PypGufKhXC9yCW/iFAEJljkxjgFv4ucD6U9AXY+YMOpyqjnj3/z3ojHmB5nVGRuNhHK/Q1I0K3MYMsrRKrY55PSmIWCSUM0sUZKhfmAOFH/1xUOd0buwO0/MSP4qmLmJZFjkZ4c4IVQPbmlEL+VJFHEAoXlj2oAqIwLZRCFJ+UHk4qdhEBgxjzMbcAfd5z1qNwsioq
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" alt="Мониторинг ответа и действий после подачи жалобы"></p>
<p>Для контроля реакции на обращение записывайте все представленные документы и уведомления, отправленные организациям, отвечающим за устранение недочетов на улицах. Указывайте дату и точное время отправки вашего сообщения. Получение подтверждения о своевременном получении жалобы ускорит общий процесс обработки запроса.</p>
<p>По закону у властей есть определенный срок для ответа на ваш запрос – обычно это до 30 дней. В этот период рекомендуется следить за изменениями в статусе заявки через специализированные порталы или по телефону горячей линии соответствующего ведомства.</p>
<p>При отсутствии ответа или действий по улучшению ситуации на дороге можно подать повторное обращение или обратиться в правоохранительные органы для привлечения внимания к проблеме. Не забывайте отмечать все новые и предыдущие обращения для предоставления полного пакета документации при эскалации вопроса.</p>
<p>В случае получения негативного ответа или отказа в удовлетворении вашей претензии, обратитесь к юристу для обсуждения возможности дальнейших шагов по защите ваших прав как пользователя автодорог. Правильное документирование всех процессов увеличит ваши шансы на успешное разрешение ситуации.</p>
<h2>Консультация с юристом для защиты своих прав в случае игнорирования проблемы</h2>
<p>Обратите внимание на необходимость юридической поддержки при столкновении с игнорированием недочетов на отремонтированных участках путепроводов. Вовлечение адвоката может существенно повысить шансы на удовлетворение требований.</p>
<ol>
<li>Прежде всего, выберите юриста, специализирующегося на административном или гражданском праве, имеющего опыт работы с подобными вопросами. Правильный выбор специалиста увеличит вероятность успешного разрешения проблемы.</li>
<li>Соберите полный пакет документов: это могут быть фотографии проведенных работ, результаты независимых экспертиз, официальные заявления и жалобы, которые были направлены в ответственные органы.</li>
<li>Зафиксируйте все ваши предыдущие попытки устранения вопроса посредством переписки. Это могут быть электронные письма, ответы на официальные запросы или протоколы встреч.</li>
<li>Определите с вашим адвокатом наиболее подходящую стратегию действий. Варианты могут включать подачу жалобы в вышестоящие государственные структуры, начало судебного процесса или даже медиация с заинтересованными структурами.</li>
<li>Подготовьтесь к возможности судебного разбирательства. Это включает консультации по подготовке свидетелей, сбор дополнительных подтверждений и расчет экономического ущерба, причиненного некачественным исполнением работ.</li>
<li>Рассмотрите вариант создания прецедента, который поможет в будущем защитить права не только вас, но и других граждан, столкнувшихся с подобной проблемой.</li>
</ol>
<p>Проактивный подход и грамотная правовая подготовка заметно повышают шансы на восстановление справедливости и компенсацию возможных убытков.</p>
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Как определить, нужен ли ремонт дороги или полная замена покрытия</title>
		<link>https://aktaustroi.kz/kak-opredelit-nuzhen-li-remont-dorogi-ili-polnaya-zamena-pokritiya/</link>
					<comments>https://aktaustroi.kz/kak-opredelit-nuzhen-li-remont-dorogi-ili-polnaya-zamena-pokritiya/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:27:17 +0000</pubDate>
				<category><![CDATA[Ремонт и восстановление дорог]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-opredelit-nuzhen-li-remont-dorogi-ili-polnaya-zamena-pokritiya/</guid>

					<description><![CDATA[Первым шагом в анализе является визуальный осмотр, включающий оценку трещин, выбоин и уровня износа поверхности. Трещины различного размера могут свидетельствовать о разных типах проблем, начиная от обычного старения материала до серьезных неисправностей основания. Рассмотрение глубины и паттерна распространения трещин часто предоставит важные данные для выбора метода обновления поверхности. Для точной оценки состояния используется георадарная диагностика,[...]]]></description>
										<content:encoded><![CDATA[<p>Первым шагом в анализе является визуальный осмотр, включающий оценку трещин, выбоин и уровня износа поверхности. <strong>Трещины различного размера</strong> могут свидетельствовать о разных типах проблем, начиная от обычного старения материала до серьезных неисправностей основания. Рассмотрение глубины и паттерна распространения трещин часто предоставит важные данные для выбора метода обновления поверхности.</p>
<p>Для точной оценки состояния используется <strong>георадарная диагностика</strong>, позволяющая обнаружить пустоты под асфальтом и измерить общую толщину дорожного пирога. С применением данной технологии появляется возможность проанализировать реальную картину состояния дорожной одежды, что особенно актуально для выявления невидимых повреждений.</p>
<p>Традиционно применяемые <strong>асфальтоукладчики</strong> зачастую не обеспечивают должного качества при укладке новых слоев, что рано или поздно приводит к необходимости коррекции. Использование современных моделей техники, способных регулировать уровень укладки и уплотнения, может значительно продлить срок службы покрытия без дополнительных вложений.</p>
<p>В дополнение, анализ образцов асфальта на содержание битума, гранулометрический состав и плотность дает <em>ключ к пониманию текущего состояния асфальтового покрытия</em>. Если анализ показывает низкое содержание связующего или износ фракций, становится понятно о необходимости вмешательства с заменой верхнего слоя или возможной корректировкой всего &#171;пирога&#187;.</p>
<h2>Оценка состояния асфальтобетонного покрытия дороги</h2>
<p>Для анализа текущего состояния асфальтобетонного настила следует провести визуальный осмотр покрытия на предмет трещин, выбоин и иных дефектов. Обнаружение мелких трещин диагностируется как начальный этап износа, требующий локальной коррективной работы, повышающей срок службы настила. При наличии глубоких и широких трещин, а также значительных выбоин, подтверждается критическое состояние покрытия.</p>
<p>Помимо визуального осмотра, проводится измерение уровня скольжения покрытия, что важно для обеспечения безопасности движения. Использование специализированного оборудования позволяет точно оценить трение и противоскользящие свойства настила. При показателях ниже нормы, обеспечение безопасности транспортного потока подвергается риску, что указывает на необходимость проведения регенеративных мероприятий.</p>
<p>Для выявления внутренних повреждений асфальтобетона целесообразно применить методы неразрушающего контроля, такие как ультразвуковая диагностика. Этот метод позволяет оценить плотность и однородность материала, выявляя скрытые дефекты структуры, которые могут не быть заметны при стандартном осмотре.</p>
<p>Также важно провести анализ состава асфальтобетона, чтобы установить его возраст и степень износа добавок и связующих компонентов. Химическая деградация материала может привести к потере эластичности и прочности, делая поверхность уязвимой к механическим повреждениям. Влажность и температурные перепады способствуют ускорению процессов старения асфальтобетона, что учитывается при оценке его состояния.</p>
<p>Финальным этапом оценки является решение о проведении необходимых работ по восстановлению функций дорожного покрытия. Глубина и объем процедур зависят от выявленной степени износа и повреждений, обнаруженных в ходе всех предыдущих исследований.</p>
<h2>Анализ причин возникновения дефектов и износа дорожного покрытия</h2>
<p>Оценивая состояние дорожной сети, необходимо учесть ряд факторов, влияющих на прочность асфальта и его долговечность. Вот ключевые аспекты:</p>
<ul>
<li>Погодные условия: экстремальные температуры, осадки и перепады температур оказывают значительное воздействие на асфальтобетон. Замерзание воды в трещинах приводит к их расширению и ускоряет разрушение материала.</li>
<li>Высокая нагрузка: интенсивное дорожное движение и тяжеловесный транспорт увеличивают истирание асфальтового покрытия, приводя к образованию колейности и трещин.</li>
<li>Качество материалов: использование низкокачественного асфальта или несоответствие технологии укладки способствуют скорому износу дорожного полотна.</li>
<li>Недостатки подложки: провалы, недостаточная плотность или неровности основания под асфальтом могут вызвать его деформацию и повреждение.</li>
<li>Влияние окружающей среды: наличие агрессивных веществ, таких как нефтепродукты и химически активные реагенты, ускоряют процесс старения асфальта.</li>
</ul>
<p>Для поддержания дорожного полотна в оптимальном состоянии требуется регулярный контроль и анализ вышеперечисленных факторов. Применение инновационных методов диагностики, таких как лазерное сканирование и инфракрасная термография, позволит своевременно выявлять дефекты и предотвращать их распространение. Основываясь на данных анализа, специалисты смогут выбрать наиболее эффективные методы восстановления долговечности и безопасности дорожного покрытия.</p>
<h2>Способы диагностики несущей способности дорожных конструкций</h2>
<p>Применение дефлектометрического метода осуществляется для выявления глубинных дефектов. Этот метод анализирует прогибы дорожного полотна под воздействием нагрузки и может прогнозировать его состояние на будущее. Использование динамического дефлектометра позволяет с высокой точностью оценить фактическую несущую способность без разрушения самого полотна.</p>
<p>Для оценки верхних слоёв дорожного покрытия используется метод ультразвуковой томографии. Этот метод обеспечивает быстрый анализ состояния асфальтобетона, выявляя трещины и внутренние пустоты. Ультразвуковая томография особенно эффективна для контроля качества новых покрытий.</p>
<p>Оценивание качества нижних слоев тротуара возможно с использованием георадарных исследований (ГПР). Они позволяют изучить распределение материалов, определить наличие воды или пустот без вреда для самой дороги.</p>
<table>
<tr>
<th>Метод</th>
<th>Цель диагностики</th>
<th>Какие дефекты выявляет</th>
</tr>
<tr>
<td>Дефлектометрия</td>
<td>Оценка глубинной прочности</td>
<td>Несоответствие жёсткости, усталостные деформации</td>
</tr>
<tr>
<td>Ультразвуковая томография</td>
<td>Контроль качества верхних слоёв</td>
<td>Трещины, пустоты в асфальте</td>
</tr>
<tr>
<td>Георадарные исследования</td>
<td>Анализ нижних слоёв тротуара</td>
<td>Наличие воды, пустот и инородных включений</td>
</tr>
</table>
<p>Эффективное сочетание указанных методов дает возможность глубокого понимания состояния дорожной конструкции, что является ключом к правильному выбору мероприятий по обновлению покрытий. Контролируя состояние сразу по нескольким показателям, специалисты могут оптимизировать нагрузки на бюджет, планируя реставрацию только тех участков, где это действительно необходимо.</p>
<h2>Критерии принятия решений о необходимости ремонта или замены покрытия</h2>
<p><strong>Анализ объема и интенсивности движения</strong> также играет ключевую роль в определении степени износа покрытия. Повышенные нагрузки из-за большого количества транспорта ускоряют процессы деформации поверхности различных участков.</p>
<p>При оценке <em>долговечности текущего покрытия</em>, следует обратить внимание на возраст асфальта и время его эксплуатации. Обычно асфальтобетон сохраняет свои свойства до 10-15 лет, после чего возрастает риск его скорого разрушения даже при минимальной нагрузке.</p>
<p>Специалисты принимают решение о реконструкции после проведения <strong>лабораторных исследований образцов</strong> асфальтобетонных смесей, взятых с различных участков дороги. Наличие нестандартных параметров прочности, упругости, водонасыщения значительно уменьшают эффективность текущего покрытия, делая его непригодным к дальнейшей эксплуатации без серьезных вмешательств.</p>
<p>Рассмотрение <em>климатических условий региона</em> также обязательно, поскольку зимние температуры и количество осадков влияют на выбор технологий и материалов для реконструкции или обновления дорожного полотна чтобы обеспечить его долговечность и безопасность транспортного потока.</p>
<p>Окончательное решение принимается на основании <strong>сравнительного анализа стоимости</strong> текущих ремонтных действий и финансовых затрат на полную замену дорожного полотна. Экономическая эффективность ремонта должна коррелировать с продолжительностью службы дороги после предполагаемых работ.</p>
<h2>Технологии ремонта и замены асфальтобетонных покрытий</h2>
<p>Технология &#171;Холодный рециклинг&#187; применяется для восстановления повреждений асфальтобетонного слоя. Ее суть заключается в использовании оригинального асфальта с добавлением новых связующих компонентов при невысоких температурах, что позволяет сократить время выполнения работ и снизить экологическую нагрузку.</p>
<p>&#171;Горячий рециклинг&#187; предполагает полное удаление старого слоя асфальта, его дробление и последующее смешивание с новым битумом и агрегатами. Этот метод позволяет значительно продлить жизнь дорожного полотна и улучшить его эксплуатационные характеристики.</p>
<p>Использование инфраредной технологии для устранения небольших дефектов асфальта позволяет подогреть участок покрытия до требуемой температуры, смешать с новый материалом и вновь уплотнить. Этот предельно эффективный метод хорошо подходит для работы в плотной городской застройке, так как минимизирует время работы и не вызывает существенных дорожных заторов.</p>
<p>Метод &#171;Миллинг&#187; означает стружкообразование старого асфальтового слоя до заданной глубины. Данный способ часто предшествует замене асфальтобетонного покрытия на более износостойкие материалы. Он обеспечивает хорошее сцепление нового слоя с основанием благодаря созданию шероховатой поверхности.</p>
<p>При использовании геосинтетических материалов, таких как геотекстиль или геосети, укрепляется не только верхний слой, но и основание дороги, что значительно увеличивает срок службы автодорожного покрытия за счет предотвращения формирования трещин и колей. Эти материалы интегрируются между слоями асфальта для повышения его стабильности и устойчивости к механическим нагрузкам.</p>
<p>Применение вышеупомянутых технологий способствует улучшению качества покрытий, продлению срока их службы и сокращению затрат на последующее обслуживание дорог.</p>
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		<title>Как правильно восстанавливать дорожное покрытие после прокладки коммуникаций</title>
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		<pubDate>Thu, 30 Jan 2025 17:27:16 +0000</pubDate>
				<category><![CDATA[Ремонт и восстановление дорог]]></category>
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					<description><![CDATA[Процесс обновления асфальтовых покрытий требует точного следования технологическим стандартам. Завершив замену или монтаж инфраструктурных элементов под поверхностью, следует провести оценку основания на предмет его целостности и устойчивости. Непосредственно перед началом работы рекомендуется использовать высококачественные материалы, соответствующие климатическим условиям региона. Первым шагом при реставрации является удаление поврежденного слоя асфальта. Важно удалять асфальт до того момента, пока[...]]]></description>
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" alt="Как правильно восстанавливать дорожное покрытие после прокладки коммуникаций" title="Как правильно восстанавливать дорожное покрытие после прокладки коммуникаций" /></p>
<p>Процесс обновления асфальтовых покрытий требует точного следования технологическим стандартам. Завершив замену или монтаж инфраструктурных элементов под поверхностью, следует провести оценку основания на предмет его целостности и устойчивости. Непосредственно перед началом работы рекомендуется использовать высококачественные материалы, соответствующие климатическим условиям региона.</p>
<p><strong>Первым шагом</strong> при реставрации является удаление поврежденного слоя асфальта. Важно удалять асфальт до того момента, пока не будет достигнуто здоровое основание. Этот этап обеспечивает надежное прилегание нового слоя. Для разрезания асфальта используют профессиональное оборудование, позволяющее сделать чистый и ровный разрез.</p>
<p><em>Заливка нового слоя асфальта</em> должна проводиться при соблюдении температурного режима как для укладываемого материала, так и для окружающей среды. Температура укладываемого асфальта должна быть в промежутке от 140 до 160 градусов по Цельсию. Равномерное распределение материала и последующее уплотнение производится с помощью специализированной техники. Современные методы укладки позволяют обеспечивать высокую степень адгезии слоев, что значительно увеличивает продолжительность эксплуатации асфальтового покрытия.</p>
<p>После завершения работ рекомендуется провести контрольное освидетельствование участка для убеждения в качестве выполненных работ. Эта процедура заключается в проверке уровня уплотнения, а также проверке абсолютной гладкости восстановленной поверхности. Необходимо обеспечить отсутствие любых дефектов: трещин, волн, наплывов асфальта или любой другой неровности.</p>
<p>Финальный этап заключается в нанесении разметки в соответствии с дорожными правилами. Использование геодезических приборов и красок, соответствующих стандартам безопасности, позволит вернуть дорожному участку первоначальный вид и функциональность.</p>
<h2>Подготовка основания дороги перед началом ремонтных работ</h2>
<p>Очистка базы от остатков и загрязнений – первый шаг в подготовке основания. Используйте мощные пылесосы и щетки для удаления мусора, что обеспечит лучшее сцепление с новыми материалами.</p>
<p>Проверка равномерности и уровня почвы под асфальтом требует внимания к деталям. Неровности следует устранять путем выравнивания с помощью бульдозера или грейдера, а подземные пустоты – тщательно засыпать и утрамбовывать.</p>
<p>Для укрепления основания рекомендуется использование геотекстиля, который поможет предотвратить смешивание почвы и обеспечит дренаж, увеличивая время службы асфальта. Раскатывание материала должно проводиться аккуратно, без складок и повреждений.</p>
<p>Процесс утрамбовки основания при помощи виброролика поможет уплотнить поверхность, повышая её нагрузочную способность. Рабочие должны контролировать равномерность утрамбовки, особенно вокруг точек подключения устройств.</p>
<p>Перед началом настила асфальта убедитесь в качестве и сухости основания, чтобы избежать деформации и других дефектов в будущем. Увлажненные или слабо утрамбованные участки могут привести к образованию трещин и выбоин на поверхности дороги.</p>
<h2>Выбор материалов для восстановления асфальтного покрытия</h2>
<ul>
<li><strong>Горячий асфальт</strong>: Этот материал является оптимальным выбором для основного слоя дороги. Он обеспечивает прочное и долгосрочное покрытие, хорошо сцепляется с существующими слоями и отличается высокой устойчивостью к различным погодным условиям.</li>
<li><strong>Асфальтобетонная смесь</strong>: Подходит для верхнего слоя покрытия. Этот материал включает в себя асфальт и каменный материал, что делает его стойким к механическим повреждениям и истиранию.</li>
<li><strong>Колд-микс</strong>: Это холодный асфальт, используемый для временного ремонта. Преимущество данного материала заключается в возможности его применения при низких температурах и в межсезонье.</li>
<li><strong>Рециклированный асфальт</strong>: Этот материал представляет собой использованный асфальт, который был переработан. Экологический и экономичный вариант, который, тем не менее, может требовать дополнительных усилий для обеспечения соответствия стандартам качества.</li>
<li><strong>Геосинтетические материалы</strong>: Применение геосеток или геотекстиля может быть рекомендовано для укрепления слоев асфальта и улучшения их водоустойчивости и долговечности.</li>
</ul>
<p>Также необходимо учитывать условия эксплуатации дороги, климатические особенности региона и интенсивность дорожного движения. Правильный подбор и сочетание материалов позволит достичь оптимальных результатов и значительно продлить срок службы асфальтового покрытия.</p>
<h2>Техника укладки асфальта на участках с новыми коммуникациями</h2>
<p>Для <strong>укладки асфальта</strong> применяют битумные смеси, соответствующие текущим стандартам качества. Укладка должна производиться слоями с точным соблюдением технологии распределения и утрамбовки материала. Первичный слой асфальта необходимо уложить с использованием вибророликов среднего веса для достижения оптимальной плотности и адгезии к предварительно подготовленной основе.</p>
<p>Температура укладываемого асфальта должна поддерживаться в диапазоне от 140 до 160 градусов Цельсия для обеспечения его наилучшей укладки и последующей прочности. Соблюдение температурного режима позволяет материалу равномерно распределяться и исключает риск образования трещин или других дефектов на поверхности.</p>
<p>После укладки асфальта следует выполнить <strong>тщательную проверку поверхности</strong> на предмет наличия неровностей или дефектов. Использование лазерных или инфракрасных сканирующих устройств позволяет выявить любые недочеты, которые подлежат немедленному устранению. Важно обеспечить качество работы на всех этапах, чтобы дорожное полотно служило длительное время без нужды в частом ремонте.</p>
<p>В случаях, когда температура окружающей среды ниже оптимальной, рекомендуется использовать специальные добавки, повышающие пластичность асфальта. Это позволит избежать преждевременного старения материала из-за воздействия низких температур и будет способствовать сохранению его эксплуатационных характеристик.</p>
<p>Завершив укладку, необходимо ограничить доступ на вновь отремонтированный участок на протяжении как минимум 24 часов. Это время необходимо для того, чтобы асфальт набрал нужную прочность, и транспортное движение не привело к его преждевременному разрушению.</p>
<p>Соблюдение вышеупомянутых рекомендаций позволит достичь высокого качества восстановленной дорожной поверхности, обеспечив её долговечность и безопасность для всех участников дорожного движения.</p>
<h2>Контроль качества и тестирование восстановленного участка дороги</h2>
<p>Оценка качества восстановления асфальтного полотна начинается с проверки толщины и плотности асфальта. Используйте ядерные денситометры для определения плотности уложенного материала. Допустимое отклонение плотности от нормы не должно превышать 3%.</p>
<p><strong>Испытание на прочность</strong> асфальтобетона проводится методом трехосного сжатия, что позволяет оценить способность материала сопротивляться деформациям. Стандарты устанавливают минимальное значение прочности в 800 кПа.</p>
<p>Проверка ровности полотна включает использование оптического нивелира или лазерных сканирующих систем. Максимально допустимое отклонение от горизонтальности составляет 3 мм на 1 м пути.</p>
<p><em>Водопроницаемость</em> &#8212; ключевой параметр для оценки качества укладки асфальта. Испытания осуществляются путем нанесения на поверхность асфальта воды и оценки времени её полного впитывания. Приемлемое время – не более 30 минут.</p>
<p>Для уверенности в долговечности и функциональности восстановленного участка дороги, следует проводить периодические проверки каждые 6 месяцев, включающие в себя визуальный осмотр, а также повторное проведение всех вышеуказанных тестов.</p>
<h2>Меры предосторожности при работе в условиях повышенной проходимости</h2>
<p>Организация защитных мероприятий в зонах активного движения транспорта и пешеходов требует установки предупредительных знаков и информационных табло на расстоянии не менее 50 метров от места проведения работ. Это позволит своевременно информировать участников движения о предстоящих ограничениях.</p>
<p>Использование барьерных ограждений необходимо для разделения зон проведения работ и зон, доступных для движения. Ограждения должны быть устойчивы и заметны в любое время суток. Применение светоотражающих элементов улучшает видимость ограждений в темное время суток.</p>
<p>При выполнении работ в условиях повышенной проходимости обязательно привлечение регулировщиков или сигнальщиков, которые будут координировать движение транспорта и пешеходов, минимизируя тем самым риск возникновения дорожно-транспортных происшествий.</p>
<p>Важно обеспечить все необходимые средства индивидуальной защиты работникам, привлеченным к выполнению задач. Специальная одежда с светоотражающими элементами, каски, перчатки и защитная обувь повышают безопасность в условиях интенсивного движения.</p>
<p>Работа вблизи автомобильных дорог подразумевает строгое соблюдение техники безопасности и использование современного оборудования, способствующего квалифицированному и безопасному проведению работ.</p>
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		<title>Чем отличается текущий ремонт от капитального</title>
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		<pubDate>Thu, 30 Jan 2025 17:27:15 +0000</pubDate>
				<category><![CDATA[Ремонт и восстановление дорог]]></category>
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					<description><![CDATA[Периодическое обновление здания – необходимость, которая помогает поддерживать его жизнеспособность и безопасность для проживания или использования в коммерческих целях. Масштабные обновления затрагивают основные структурные элементы, включая фундамент, стены и кровлю, а также системы коммуникаций – отопление, водоснабжение и электроснабжение. Эти работы предполагают улучшение или полную замену изношенных материалов, устранение критических повреждений, что значительно продлевает срок[...]]]></description>
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<p>Периодическое обновление здания – необходимость, которая помогает поддерживать его жизнеспособность и безопасность для проживания или использования в коммерческих целях. Масштабные обновления затрагивают основные структурные элементы, включая фундамент, стены и кровлю, а также системы коммуникаций – отопление, водоснабжение и электроснабжение. Эти работы предполагают улучшение или полную замену изношенных материалов, устранение критических повреждений, что значительно продлевает срок эксплуатации здания.</p>
<p>В отличие от масштабных, более легкие обновления выполняются регулярно и предусматривают менее серьезные работы, такие как покраска стен, замена сантехники, ремонт мелких неисправностей или обновление отделки. Цель таких процедур – сохранение эстетической привлекательности и функциональности помещений без вмешательства в структурную целостность объекта.</p>
<p><strong>Различие стоимости и времени выполнения</strong> также существенно: масштабные проекты требуют значительных финансовых вложений и времени, в то время как более легкие могут быть выполнены в короткие сроки с минимальными расходами. Понимание этих отличий помогает владельцам недвижимости планировать бюджет и прогнозировать потребности своей недвижимости.</p>
<p><em>Анализ причин необходимости работ</em> позволяет определить, какие именно мероприятия требуются для конкретного объекта. Учитывание текущего состояния и потенциальных рисков – ключ к эффективному бюджетированию и управлению объектом недвижимости.</p>
<p>Выбор между разными видами работ должен основываться на целостном понимании состояния здания, его возраста, интенсивности использования и стратегических планов использования в будущем. Консультации с квалифицированными специалистами и проведение тщательного технического обследования могут значительно помочь в этом выборе.</p>
<h2>Основные задачи и цели текущего ремонта</h2>
<p>Наибольшая задача повседневной поддержки зданий и сооружений заключается в предотвращении их преждевременного старения и износа. Это достигается путем регулярного осмотра, замены изношенных элементов и исправления незначительных дефектов. Такие действия позволяют поддерживать объект в рабочем состоянии и улучшать его функциональные характеристики без значительных финансовых вложений.</p>
<p>Следующей важной целью является обеспечение безопасности пользователей объекта. Рутинное обслуживание включает проверку систем безопасности, электропроводки, сантехнических и других жизненно важных систем, что предотвражает возможные аварийные ситуации. Работы такого рода обычно планируются и проводятся по заранее определенному графику, чтобы не нарушать эксплуатацию объекта.</p>
<p>Задачей повседневной поддержки также является сохранение эстетического вида объекта. Регулярная покраска, ремонт фасадов и восстановление отделочных материалов значительно улучшают внешний вид и увеличивают коммерческую привлекательность объекта на рынке недвижимости.</p>
<p>Помимо вышеупомянутых задач, рутинное обслуживание помогает в управлении затратами на объект. Своевременное устранение мелких неисправностей предотвращает необходимость в более дорогостоящих видах работ, что в долгосрочной перспективе способствует экономии средств.</p>
<h2>Какие работы включает в себя капитальный ремонт</h2>
<p><img decoding="async" 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" alt="Какие работы включает в себя капитальный ремонт"></p>
<p>Капитальный ремонт подразумевает комплекс мероприятий по восстановлению и модернизации основных конструктивных элементов и инженерных систем зданий.</p>
<ul>
<li>Замена или реставрация несущих структур, включая фундаменты, стены и перекрытия.</li>
<li>Полная замена коммуникаций – электропроводка, водопровод и канализация, системы отопления и вентиляции.</li>
<li>Утепление и обновление фасадов, в том числе замена или реставрация внешних стеновых панелей.</li>
<li>Перепланировка помещений для повышения их функциональности, что может включать снос или возведение новых перегородок.</li>
<li>Установка или модернизация системы безопасности, включая противопожарные системы и системы видеонаблюдения.</li>
<li>Замена или установка нового лифтового оборудования.</li>
<li>Полное обновление кровли и систем водостока.</li>
<li>Ремонт или полная замена окон и дверей на более современные и энергоэффективные модели.</li>
<li>Восстановление или создание новой благоустройственной территории вокруг здания, включая ландшафтные работы и установку парковочных зон.</li>
<li>Внутренняя отделка помещений, включая замену напольных покрытий, штукатурные и покрасочные работы.</li>
</ul>
<p>Эти работы направлены на продление жизни здания и повышение его комфортности и безопасности для проживания или использования в коммерческих целях.</p>
<h2>Сроки и периодичность проведения текущего ремонта</h2>
<p><img decoding="async" 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alt="Сроки и периодичность проведения текущего ремонта"></p>
<p>Периодичность осуществления мелких ремонтных работ зависит от состояния объекта и интенсивности его эксплуатации. Обычно такие операции проводятся не реже одного раза в год для поддержания функциональности и безопасности использования.</p>
<table>
<tr>
<th>Тип объекта</th>
<th>Рекомендуемая периодичность</th>
</tr>
<tr>
<td>Жилые дома</td>
<td>Ежегодно</td>
</tr>
<tr>
<td>Офисные здания</td>
<td>Раз в 6 месяцев</td>
</tr>
<tr>
<td>Промышленные объекты</td>
<td>Ежеквартально</td>
</tr>
<tr>
<td>Школы и учебные заведения</td>
<td>Ежегодно, с дополнительными проверками перед началом учебного года</td>
</tr>
</table>
<p>Своевременное обнаружение и устранение мелких неисправностей способствует удлинению срока службы объекта и снижению затрат на более значительные работы в будущем.</p>
<h2>Требования и нормы к проектированию капитального ремонта</h2>
<p>Проектные работы по реконструкции зданий подразумевают соблюдение строгих норм и стандартов, которые закреплены в законодательных документах строительной отрасли. Прежде всего, необходимо провести аудит состояния объекта, который включает в себя детальный осмотр конструктивных элементов и инженерных систем для выявления повреждений и дефектов.</p>
<p>Следует обеспечить разработку проектной документации на основе результатов инспекций, которая должна содержать планы по укреплению несущих структур, замене изношенных элементов и модернизации систем жизнеобеспечения. Закон требует, чтобы все проектные решения проходили экспертизу для подтверждения их безопасности и соответствия строительным кодексам и стандартам.</p>
<p>Особое внимание необходимо уделить энергоэффективности зданий. Проект реконструкции должен включать меры по снижению потребления энергии, такие как улучшение теплоизоляции, использование энергоэффективного освещения и оборудования. Это не только помогает сократить операционные расходы объекта, но и является обязательным условием для соответствия современным требованиям экологической безопасности.</p>
<p>Важным аспектом проектирования является соблюдение доступности здания для людей с ограниченными возможностями. Необходимо предусмотреть установку пандусов, лифтов и других адаптивных систем, которые облегчат доступ и перемещение по зданию.</p>
<p>В конечном итоге, результаты проектных работ должны быть направлены на продление срока службы объекта, повышение его функциональности и безопасности, а также на улучшение условий проживания или использования здания. Все изменения должны быть оформлены в соответствующих строительных и оперативных документах, готовых к реализации в рамках проекта реконструкции.</p>
<h2>Влияние типа ремонта на стоимость и продолжительность работ</h2>
<p>Выбор между обновлением и глобальной модернизацией объекта значительно влияет на финансовые и временные расходы. Обновление подразумевает замену отдельных элементов и мелкий ремонт в краткосрочной перспективе, что обычно стоит менее дорого и требует меньше времени по сравнению с полной модернизацией. Финансовые затраты на мелкие исправления колеблются в зависимости от объема работ и качества материалов, но в любом случае они ниже, чем при проведении комплексных изменений.</p>
<p>При полной модернизации объекта, включающей полную перепланировку, смену инженерных систем, косметическую и структурную переработку, стоимость значительно возрастает. Такой вид работ может продолжаться несколько месяцев или даже лет, в зависимости от масштаба проекта и сложности задач. В отличие от поверхностных исправлений, полная модернизация требует привлечения квалифицированных специалистов различного профиля, что также увеличивает общую стоимость проекта.</p>
<p>Сроки реализации и общая стоимость зависят от многих факторов, включая доступность материалов, рабочую силу, размер и состояние объекта до начала работ. Прозрачное планирование и реализация проекта с учетом всех нюансов – ключ к контролю бюджета и сроков, независимо от типа работ. Правильный выбор стратегии обновления или полной модернизации оказывает значительное влияние не только на первоначальные инвестиции, но и на долгосрочную стоимость владения объектом.</p>
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		<title>Влияние качества ремонта на срок службы дороги</title>
		<link>https://aktaustroi.kz/vliyanie-kachestva-remonta-na-srok-sluzhbi-dorogi/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:27:14 +0000</pubDate>
				<category><![CDATA[Ремонт и восстановление дорог]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/vliyanie-kachestva-remonta-na-srok-sluzhbi-dorogi/</guid>

					<description><![CDATA[Предоставление деталей в проектных спецификациях обеспечивает более длительный цикл эксплуатации путепроводов. Инвестиции в высококачественные материалы, такие как модифицированный асфальтобетон, способствуют повышению устойчивости покрытия к растяжению и износу. Исследования показывают, что применение таких материалов может продлить использование магистралей на 25-30% по сравнению с традиционными материалами. Тщательный контроль за процессом укладки асфальта гарантирует отсутствие деформаций, которые в[...]]]></description>
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
H6n1NRR6/E6FvsV2v+i/agGCZKf8AfXX2NOGuxSXBtoba4kuBCs3lgLkBjgZ5468+g5oAnvdPa7Fun2uaOKI7mCYy5H3ST7Hn64qqvh63/fK00xV5vPRg5DxSYwzBvf06Uy38QtPapP8A2ZdhZSBFjawY5IOSDhQNpJJ7VPFrP2ixtbm2tJZTcSNGE3KCpXdnJzj+E9KAK9zo2LqwS1WRYUlkllmEp8xXKkBsnrknHpVo6JZeXbqglia3DBJI5Cr/ADctk98nk571Hba4J5NPU2rxi+hM0bNIvA4468nDKcD19jTb3X4rKW/jeIn7FEsrfvFG8N2AJ68H9PWgC3FpdrBdQ3EKtG0MRiRVb5dpOTx35wc+1QjQdPF21z5cu8ymYATOFVznLAA4BOeaiude+ztN/oM7pahDdMCMQ7gG9fmwDk47U5vEFpHPfQzB0ezUOeM+ahAIK+vUD6kUATLo9oklpIgkV7QMsbBzkhsZ3f3s4zzUevaWNRsJxEpF0YXijYOU4YcgnuucHHtTYNdjkeATW7wrPam6jdnUhgMEqMHrgg1Yk1ExaK2pSW0gCQmZosjcBjPrjpQBXj0Ozm01re6tstNtaUs5ZtwGAQ3XjHHtSDw9bCWFkmuI0hU7FjlZTuOdzsc5YkYHPpUL+JooBIb2zmtv3SywhypMqkhexODlgCD65pi+KI/sj3ElnKEimEbsvzDB/jBxyowc+mKALI8N6cYkjkSR1ikZ4T5jK0QbqoYEHHXjPeoH0JJ9XlMkJisfsscCLFMUDhScqyjqMED6D3qxPr9pBcXiOG8q0hEskowVOeij1NNl1x7Y3KXdjJFJDbtcqocMHjX73PYjI496AJp9A0y4laWW1BZmVzh2UBlxhgAcA8DkUqaHp0awqkDKIJDLHiVxhjwT15445qKLWhcXTQWkAuWWJJGMcq8bjjBz6YJP4dc8Vl8Q3BsYr19MK20kioZPOB2AsVLEYzgED86AL8eiafE25YWLZcgtK7EF87iMngnJ5FOg0extzAYoCPs8Zijy7Hah6jk8/j7egp9jeG8e5xCUjhlMSuTkSY4JH0OR9QazR4kXz4YTbjzJLxrbaJMkBTtL9OmQRz/+oAvx6RYxRtGkGFaMxY3t8qHqq8/KPYY6CnvptnJZR2bwBoItuxST8m3pg9Rio9U1CSwa1WO2M7XMvlKA4XBwSM57cGqDeJkVWiNqy3iSSRtCWJA2YOdwB4O5ccd/agDYtraG1jKQptBYsckksT1JJ5J+tVTomnMrq1vkPH5Ry7H5M52jngZ7CoItdDXdnDcWstst3HlGl+Uh+fkYHoeDj1xUdr4hW7WPybf95PcPBArSY3BQSWbj5Rge55FAF2XR7CYsZbcSFoRAdzMcoOg6/j9eadZaXZWDu9pbJE8gCsw6sB0zWeviIARie3WF/tZtZw83EbbS24HHKkDrxUc3iKddOmvoLBJoYpWj3C44bDhMj5T65+goA0W0bTnhlie1V0lk85g5LfP03Ak8H3FL/Y9hviYW4DQxmKMqzDapznv3z161Vk1uS1umgv7QQfuXljYS7hJtPIHA5xg8+oq5NdTwaZ9pe1BnCgtCsowpPX5jgYHUn2oAZDo2nwGIxWwXyY2jj+YnarZyBz3zSpo2nRxeWlpGECNGFA4CscsB6A9/Ws3/AISb/RJpvs0eYbpIG/fHYQ2MODtzjkdqV/EMx0+W9hsopYYZDG7Lc99wXj5eeuecdKANaGwtLeVJYYESRIvJVgOQmchfp7VZrHl1S/8AOa2hsIzdRRmZ0ab5Sm4hdrBeSdpPIGKZD4jhkntRJEY7a5txMkxbhSQx2MMcHCtznnFAG3RXP2viKW8FvHDaqlxczSpGsjnCrH94scdc9gO/tVSS9l1+5hsWgCtGJfOiMzKm+N1U5K4LDkYHvk5xigDq6K5m01uK1ttPEVtFa2sskkUoZyTEybi3P8WdvH+RU8Gs31zpq3CQwxSNefZ9sgb5RnbkjPXNAG/RXNQ+I7hrHS7maOJFu53jl2q77Au4cAcnO0/TPtVifXtt/AsEsL2lxbNNHKEdzuBAAIXtz7dCKAN2iuZtvEk+bCW8NvFb3Nqbh2WNyVwRxwT6jk+hqxJrF4q6lNGLaWGykU4UHMkZUOcHON2G47E/WgDeoqjpF4+oWCXjeWEmJeIJ1CfwhufveuOh4q9QAUUUUAFFFFABRRRQAUUUUAFFFFABRVe4v7O1fZc3cELbd2JJApx689qVry1VY2a5hCyfcJcYb6etAE9FQyXdtE+yW4iR+BtZwDz0olu7aGZIZbiJJZMBEZwGbPoO/SgCas57S7ub6J7lrf7PbzGWMIDub5SoBz0xuzx1qyb60E4gN1CJidoj8wbifTFWKAIbYXAi/wBKMRk3H/VAgYzx174xVW+spbm/tZAIzBGsiSqxOWDADHT2rQrN1vVBplvHIrQlzKilJHwSpYKSPpmgDNbw7cQWVjDZzRu9rdCctOT8yqCqrx6KQPwqey0W5sb6RomszB5jyxsYP3wLZOwt6ZPXrjj6ar31pHbi4e6hWA8CQyAKfx6dj+VJNqFlAFM15bxh13qXkUbl9Rk9PegDn38L3Ut3HdvdRi6EZYzLnImLhwdvTaAoXHpSi2utR1DXLJHgSGZolmYglhmNQxXt2IGehGfauga+tFeJGuoQ8uDGpkGXz0x65pkeqWEt0ttHe27ztnEaygscdePwP5H0oAz4NGuLXVpZ4ZrdraaUzN5kO6ZCcEqrZ+6T7cZ49apz+FZZrd/9KWOaWIq6KpKeZuOJPXIDMPy9K34r21muZLaK4jeaLl0DZK0yLVLCYkRXtu5AYkCUZAXqfoKAMubQJ5kvLYzxCzv5BNOu071bjcFOeh2jk9PQ1HceHJJpruUm2aSa6SdHZWygUr8vXnO0enU1tm9tRbLcm5iEDfdlLgKcnAwfehr60Xzt1zEPIx5vzD5M9AfQ+1AFf7Fcf299u8yLyfI8nZg7uuc56daoWfh97W4sbkNb/aIXlM7KhHmByenPGM1pHVtPFqLn7XF5Bfy9+7jd6fWg6vpwgSc3sIiclQ5cAZHX8u9AGCfCl2baaIXkMZlSVW2RtiTzGz83P8PatGLSLyHU5LqG8iRLgq86eTuKsAASjE8ZxjnOK2QQwBBBB5BHeloAz9T0+S7ktri2nEF1asWjZl3KcjBVhkZBHvxWdKl/Dr9pHHOkk32STfLJE2xiXU4AB46HAz0Fbs88VtC008ixxr1ZjgDsP1quNVsGMQF3ETLIY0GeS46r9fagDPtdCl0+WKWxu1Di3EEnmR5DYYtv4xzljx0qJvCyq0LQ3Rje3t4ord/LyyMhJ3E55zuIIx0Nao1WxaMOLmMqZDGMdSwGSMeopP7WsCWAuozthE5wf+WfHz/TnrQBn6h4ea/nvZnukWS4ijjjIhJ8oqc5+9znJ9MDj1zf1Sxl1HS3tRMkLybdz7C4GCDwMj09aVtWsFiika6jEcuCrZ4IJwDnsCehNOfU7OPzN9wo8qQRv1+Vj0H1P9RQBQutCe5nvJjdhXmkilhPlZ8lo8bT1+boc9OtXbOxaC7ubuaYSzXGxTtTaqqoOABk9yTknvT31KzjEhe4QeXIIn/2XPQH65FN/tSx+0/ZvtUZmL+XsByd2M4+tAFFdCkj1N7+K7RJmnL5EPVGADRt83zfdBB7Gq8fhu4j6akGPkywlmtwWcPjljnJb5Rk98dua6KigDHGiOFUfawSLL7GSYuo/vdetLp2hjTpopIZwRHbeQQyHLHOSxOepNadxPHbW8k8zbYo1LO2CcAdTUH9pWeyN/PGySLzlbBwU45z+IoAoroko02C1N8S0NwZ1cxcNksdrLnkZY/kPSlsdHuLSRN2oGWGOSSVIzCq4Z92Tkf754qxJrenRRs8lxtCEhwUbcmACcjGRwR19abJr+mRoWe5IwCzDy2JUDGSRjIHI5PHNAFB/DBktLW2a7Ro7e3a3G63DEhiMsMng4Ufr60+XwzG4uk+0Axz2qWy74gzRhRgEMep5P6elaM+rWVuLgyzEC2RZJSEY7VPQ8Dn8PQ+lJNrFjblhNOU2KryZRv3Ybpu4+XPvigCrdaF9pkuc3kixXiKtzGFHzkDGQf4SQAKJdBSW4MzXDgq7NHtGNoMYTafUDap+oq1Lq1lDdNbySssiMisfKYqpb7uWxgZ+tOk1S0juVt3eQSNIIh+6fBcjOM4x05oAy5tLEsOnaPJBNLHZ+W/2oqoTauRt65yQMEY6HNaOuo8uhX8UUbSSSW7oqqMkkqQP50JrNg8xiWfLbGdflOHC/e28fNj2zSLrNm8kKoZWE8BuEYRNgxjv0+n5igCmNCW9swL66mldoFjR1QRNGAVYH2bKgntwOPWQ6JLJFGlzqM1yVlDsZVXDKARtwMAZBOT1J59qmGt2jNbiMTyfaYjNEVhb51H4fT8x6046zajTI9Q2zfZ5CoU+WcnccKcehyPzoAoQ+FbaLzYjcTSWktsbcxPyeW3bt3qCT+npU50N5oLhbu+lnmmgNsJSigpGeoAHUnufYVZl1iyhvUtZZSrvIIlYqdpcjO3d0zV+gDPtNLW1v2uxMWZoFhK7QAdpzu475J/OqTWEul6AdNtoZL/AM3fGN21Qu/JJb2yT0rdqvcXsNvc21vJu33LFY8KSMgZOfTgGgBNOs1sNPgtEYsIkC7j1Y9z+J5rNHh1FUlbqRZmu/tbSBFyzdgeOgzxU41+yMEcqidvMMgVRESx2ffOPQHj60+fW7KGJZd0kkZiWYtHGzBUY4Vjgd+fyNAEOvwXNy2nR2vmqVu1d5IwD5agMMnPHUj170k3h+F0R47maK8WRpftSEbizABuMYwQAMY7CpP7etTdG3EVyWBOWEJK7Qdpf/dz3/HpzToNbtZrlIdsyCXd5UrxkJJtznB+gJ5xxzQBFceH4LqMwzzzyQGNV2sw3ZD7t27rkn/62KBoMaqdlzMkgn+0I6hQY3IwccfdI4waWHxBZzlvKWdlEJuAxjIDRj+IZ/l19qeNctPLZysyqtt9qO5Mfu/X/wCt1oAVdGhHksZpTJHcfamfj95JtK5PHTBxgY7VHLoME2nXFi1zceVPMZ2IK7gxffx8vTNPl12zhSZ5hLGIYVnfcuPkY4B/Q8e1Pg1e2mu0tWEkUzweeFkXHycd+nfpQBBeWUl/eWkF1aiS3tXWb7SzDLuAeAo6c4J7Yq9qFlHqNlJazM6pJjJQ4Iwcgj8RSaff2+pWoubVi8JYqrkYDYOCR7Zq1QBit4bgYSE3t6XlkSVnMikl0xhumM8D8vTipZdBt5bG5tTPcL9qlEssoZd7MMe2MfKOMVqE4BIBOOw71kweIIJ3gVLW7/0jd5ZKLhtoJPf2oAmutIS4uY7kXVzDcLF5LSxMoMidcHII65OQARnimSaBYSbVdGMKpGiw5+RQjZUjvnk855BNR23iK0uWtxHBdD7TuEReLaHZQSVyT14+nvUlvr1pcy2McaS772MyRA7chR3PPFABJoVu6D9/cLKkzzxzK4DozfexxjHJ4INO/sS2EcIjkmjliZ3WZXw5LnL57HJ9uw9Kauu25umgkgnh2rI5kkC7AqHDNkHoDxTY9djfyl+yXIlniM0EeFzKox05xnBBwcGgCb+xbMLZqEbFm5eL5ifmPUn1PXk+ppsWi2sUkTh5yI5Gl2GU7WdjksR3OckfWoY/ENtM7RwwTNJ5SyIp2guWJATk5DZBznGME9KZP4mtINRWzZGLh1STDKWjZhnlc5IGRkjIFAE40G0WKCNXuFEEjyRlZiCGbO45/E/makh0aztpInt1khMUTQoFc4Cscnr1Oec9ciq6a+h2q1tIshvPshTepIP9/r939ajbxEqKd9o6ubsWioZFyzZwSPYEj86AJh4dsRHDGDcBIoTAoWZhlCclTg/T8hUtvoljbMxjR8NIkm0ucKVGFwPQDAx04FVo/EUU2om1t7eSZd7RCROcOvqMcLkEbv6c02DxNBc6ZDdw28plmnFuIGwGVyf4vQYIOeeCKANS0sbey837NH5YmkMjgMSNx6kDt+FWKKKACiiigAooooAKKKKACiiigAooooA5fVZLrUJ75bbTbiSI2s1lHKAgzIThurA7cqBnGM5qO2gnlR52sJLmK7sVtSrKqtDIhZWQg4wpJzken0rrKKAOLt7Jobq6s7jT2vp/7Ot4mK7SA2GHJOOpA59qkk0bULaxvbD7P9re7ghSO4BACMihTuJwQARuGAep711S2sC3bXSxgTuuxnyeR2H+ff1qagDK0+zZdQ1A3FsCjTRyQySAMWxGi5z9U9q1aKKACuV8QwzW017O0DSR3L2gjkUD5NsoypyeM8Y9zXVVDdWkF5F5VzEsseQ21umR0oA5ptKvvMjuzaSSIbi4c20c4jcLIVwc5Az8pyM/xGku4Jjp8llb6XMPIs5bdFR96q8ijauWOTgdTyMnHauqRQiKijCqMAU6gDkxYz3cjyfYGu7W8jhZSZzCImUAYdcgnBGeh9KLK0N0zwwWezydVeb7Qdu0KshJAPXPVcY/SusqG2tILNGS3iWNWYuQO7HqaAOYsLPVLS9t7htLf9wsymOO4jCfMQfkXPA46k5PerK6df7iZLcbpNNeFirrhZCSdvJz369K6SigDlVsNbk0ZrOdCyoLbywWTeGRlL4xxt+XjPNSXGk6gZ7iSMPLsvYbmPzZV/fBVwV4GBzyPfFdNRQBzM+mXs9xJdLbGMTXtvN5JkXKrHgsxwcEnGMZPQVfu7W4i1Z7uK1W6hltfJaLIUhtxbvxht2D9B1rXooAp6RZvp+k2tnLL5rwxhC3rj09u1XKKKAIbkZhLCATshDKhx1HoT0Nc9Fpd+BbxtFMEGovcGQTKJAhQjLEcE5Y8D+EYrp6QEEkAg44PtQBzUVhqcECotqHX7bNI2ZgshRiSpDDp1wcc02HQbkeH1R/Miv47NrULDMNrjPGSRxk4PqBXUUUAcr/AGLd7o5HsYLjzbWKF0lmKiJlBHIHDrzn1+naS80m+llvpgszM97FNGqThVZF8vJx0z8nf29K6ams6opZ2CqO5OBQBzc+i3r3lzPw6m/iuYY9+BgFNzH3wmBn19+JF0m8Gvx6iI40h+0F/JV8BQYyhc9i5J59h610DSIpAZ1BOBgn16UF1DBSwDN0GeTQBU0m7mvbBJ7iJInYkYRtykA4BBwKu03epx8w5OBz3/yKGdVxuYDJwMnqaAG3EsUNvJLcMqQqpLs/QDvmucs9IN3oVxHb3OVZ1FlK43bYo33IPcZB59MV0byw7G3yR7c7TkjGfSpKAMe5g1O80W/imht0nuYjGkSOSBkbSxbHPXOMdgKq63YarqSOqQwiOa1aIo0xUxyc85A+YdODxXRVH58O/Z5se7OMbhnNAHM3ugX18b4SKkbTWkcUbJdOE3rnO4ADcPm7jt71au9L1Bm1KOAQmPVIwJC8h/cNs2Njj5hjp05FbnnwmR4/Nj3xjLruGVHuO1CTwySNGksbOoBKqwJAPTigDnLnw1cSXUvkyRrCTbmJ2lbcnlYyWTG1sgd6utp1/NNbzTfZg63wuHVGbAUR7MDjk9+3p71p/bLUxvJ9ph2RnDtvGFPue1K93bRmQSXESmPBcM4G3PTPp1oAwdM0K7so1gZNPKwI6RTrHiWQEEAMcfL1GSCc4p2n6Fc2L2ZjW3Pl2LW826Zzuc7eRxwMoPTr7VtG/swhc3cAVW2kmQYB9PrThd2xEpFxF+64k+cfJ9fSgDD03QLjT3sJYzE0ttbyROTK5DscbSARwPlGfr7VVXw3qSWC2sdzEirDEm3zHZWdHVt+CPl4XGB6+1dIt9aMAVuoTlS/Eg+6Op+nB59qliljniWWGRZI3GVdDkEexoAw4NFuodVllC2LQTT/AGgyPHumQ8ZUcYxx1681v0VXnvrS3JE91DERgEPIF69OvrQBYrM1XTG1C7sGJXyLeRnkXcyscqVGCPrn8KuS3ltBPHBLcRJLKcIjMAzdeg/A1lPrNxJqhtLYWKLvKL9ouCskhH3iqgHOORyRnBoAqjQL8abBZiS0MUbzExPuZGDtuUnpkrlhjoaks9F1SwEDW15bq5to7acNGSMJkKye4B6Hg1tNfWi3f2VrmIT7S3llhnA5/lzUUOr6bcXK20F/bSzMNyokoYkYzxj25oAgawuj4hS+8yM2wtTbsu
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" alt="Влияние качества ремонта на срок службы дороги" title="Влияние качества ремонта на срок службы дороги" /></p>
<p>Предоставление деталей в проектных спецификациях обеспечивает более длительный цикл эксплуатации путепроводов. Инвестиции в высококачественные материалы, такие как модифицированный асфальтобетон, способствуют повышению устойчивости покрытия к растяжению и износу. Исследования показывают, что применение таких материалов может продлить использование магистралей на 25-30% по сравнению с традиционными материалами.</p>
<p>Тщательный контроль за процессом укладки асфальта гарантирует отсутствие деформаций, которые в последующем приводят к дополнительным затратам на ремонтные работы. Ответственный подход к этапу уплотнения асфальта также имеет ключевое значение, поскольку недостаточное уплотнение может ускорить процессы деградации асфальтного покрытия.</p>
<p>Систематическое техническое обслуживание, включающее регулярные осмотры и оперативное устранение выявленных недостатков, значительно продлевает период между капитальными ремонтными работами. Применение такой стратегии обслуживания позволяет равномерно распределить нагрузку на бюджет и избежать существенных резких инвестиций, вызванных неожиданными поломками.</p>
<h2>Как подготовка основания влияет на долговечность дорожного покрытия</h2>
<p><strong>Геотехнические исследования</strong> &#8212; первый шаг в подготовке основания. Они позволяют оценить характеристики почв и определить необходимость укрепления или дренажа. Например, в слабых почвах может потребоваться использование геосинтетических материалов для увеличения несущей способности основания.</p>
<p><strong>Уплотнение основания</strong> выполняется после укладки подстилающих слоев. Этот процесс уменьшает пористость почвы, улучшает ее несущие свойства и предотвращает образование пустот, которые могут привести к появлению трещин на поверхности дорожного покрытия. Рекомендуемое значение плотности основания должно составлять не менее 95% от максимальной плотности, определенной по стандартному пробному уплотнению.</p>
<p><strong>Уровень влажности основания</strong> также оказывает значительное воздействие на его характеристики. Оптимальный уровень влажности обеспечивает эффективное уплотнение и предотвращает сдвиг основания при эксплуатации покрытия. Для каждого типа почвы существует свой идеальный показатель влажности, который должен строго контролироваться на этапе подготовки.</p>
<p><strong>Проверка качества основания</strong> перед началом укладки асфальта включает измерение плоскостности и плотности уплотнения. Использование лазерных или GPS-систем для контроля этих параметров позволяет точно определить места недостаточного уплотнения и предпринять необходимые коррективы до проведения асфальтирования.</p>
<p>Таким образом, пренебрежение качественной подготовкой основания может привести к ускоренному износу покрытия и увеличению расходов на его поддержание и восстановление. Планирование, проведение должного контроля и использование соответствующих технологий на стадии подготовки основания существенно увеличивает период его безупречного функционирования.</p>
<h2>Технологии укладки асфальта и их влияние на износостойкость дороги</h2>
<p>Современные методы укладки асфальта значительно расширяют пределы его долговечности и резистентности к нагрузкам. Большую роль играет температура асфальтовой смеси в момент укладки. Идеальный температурный диапазон для большинства смесей составляет от 140 до 160 градусов Цельсия. Укладка асфальта при температуре ниже нормы ведёт к быстрому остыванию смеси, что препятствует качественному уплотнению, а это в последствии снижает устойчивость покрытия к деформации.</p>
<p>Одной из ключевых технологий, повышающих износостойкость, является применение геосинтетических материалов между слоями асфальта. Эти материалы создают дополнительный барьер для воды, снижают деформацию и предотвращают растрескивание покрытия под воздействием трафика и температурных колебаний.</p>
<table>
<p><caption>Влияние температуры укладки на качество асфальтного покрытия</caption>
</p>
<tr>
<th>Температура укладки</th>
<th>Эффект укладки</th>
</tr>
<tr>
<td>Выше 160°C</td>
<td>Риск перегрева, потеря эластичности смеси</td>
</tr>
<tr>
<td>140-160°C</td>
<td>Оптимальное уплотнение, максимальная адгезия</td>
</tr>
<tr>
<td>Ниже 140°C</td>
<td>Ухудшение адгезии, быстрое остывание, риск непрочности покрытия</td>
</tr>
</table>
<p>Актуальность применения метода уплотнения также нельзя недооценивать. Использование катков с переменной частотой вибрации позволяет достичь более равномерного и качественного уплотнения асфальтной смеси, что существенно продлевает время его эксплуатации под воздействием нагрузок и климатических условий.</p>
<h2>Роль качественных материалов при ремонте дорог в продлении срока службы</h2>
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
/jQtCmrsvYFGBVH7ZeZ/5Bs3/fS0fa7z/oGzf99LRcOVl3AoxmqX226J/5Btx+a/40n2u7P/MNm/76X/Gi4uVl7aKMCqX2u87abN/30v8AjSfarzP/ACDZv++1ouHKXdtGAKpi7vP+gbL/AN9rSfa7z/oGy8f7a0XHYu0YrPi1C5mjWSPTpWQ9DuWn/ar0/wDMNl/77Wi4uVl3AowKpfar7/oGSf8AfxaPtN9/0DZP+/i0XHysu4pdoqj9qvv+gbJ/38Wl+033/QNk/wC/i0XDlZcxS4qkLm+/6Bsn/fxaPtV//wBA1/8Av4tFw5WXcUYql9pvz/zDX/7+rR9o1D/oGt/39Wi4crLuM0uBVEXGoZ/5Brf9/VpftGof9A1v+/q0XDlYagB51j/18L/I1rViuL65uLXfZGJY5Q7MZAeK2c0gewtFJmigQtFJQTQAtFJRk0ALWWRnXpv+uC/zNadY1xcw22uyNM4QNAoBPfk0DRMdPje8kuJCW3lSFyQBj1Henf2dbDeNrbXBBXcdvPXApg1Wx/5+o/zo/tayIz9pj/OqFZkstlbyliycnAJBx09PSkjsYI8bU5wwySSTnr/Kov7Wsv8An5j/ADpP7Wsv+fmP86AsycWsC4GwYEflYz/D6VH/AGdbBCmw8kHJY546c+1M/tay/wCfhKP7Wsu9ylAWZYW1hW3aAJ+7YEEZ65680sdvFC2Y0C/KF49B0H61V/tayz/x8L+tJ/a1lj/j4X8jSCzLP2aAgL5Yxv3/AI+tV5NKtXQqEZQSM4Y9M5x7Ck/tWx/57r+RpP7Wssf69fyNGg7MeumWwL8MQzBvvnKnGOD1oGmw/aGlYFhtUKpJwMZ6+vXvTRq1lj/Xj8jSf2vZdfPX8jRoFmWDaQFQvljAJOPr1pv2G22BRHtAAUbSRgDp0qH+1rL/AJ7j8jR/a1l/z2H5GgVmSf2baEKPJGFGMAkfn60j6ZavKJAhVg+/hjgnvxTf7Wssf68f98mj+17L/nt/46aAsyY2FqYxGYV2BQoXtgHOKlWGNd+1cb+Wx37VU/tey/57f+OmgavZf89v/HTQFmWTZ25QJ5S7QmzHtSJZWyKAIhxnrk5zwevWoP7Xsv8Ant/46aT+2LP/AJ6/+OmgLMn+w2wdG8sZTGOT26fWni2g2oojXahJA9M//rqr/a9l/wA9f/HTR/a9n/z1P/fBphZliOyto0dFiAVxhgSTkelPa1gdmZo1LMApPqB0FVP7Xs8/60/98GnnV7P/AJ6N/wB8H/CkFmTCxtlkLiJdzZznnr14pBp9qEMYiG0kN1OcjpzUK6vZ8/vG/wC+DQdXs88SN/3waAs+xcWKOGHZGoVQDgCo9D/5BMH0P86rNq9qUIDNyP7hqxoWRpNvkEHB6/WhjtoaFFFIM96QhaKKM0AFFGaKAI5/+PeT/dP8qztIH/Ertj/sCtGf/USf7p/lWdpLf8Sq2/3KY+hXmsrpZlMcgaM3HmkEcrkH9KpxaddrC67ZBNsKseAJOfXua6AtxSbhTJMe4s5phGLSA2qjduU8bsgccdM9M0klnO0rbbYhn2GJ8/6kDqP89a2geKN3NAGS2nuLRyIVMpmLMB1dM5xmrOnwSRJNmIxI7kpGT90Yq5u9xS7hg80AYUWn3iWzpInmOyDa2cFQDkp+PrUqWVw0yPEn2WPztwTAOwbcZx7mtjdnvRu96AMiLTX22nnRhnSRvMY/3ecf0qCC2mmBMETRyCSXMxPBHIAre3cc0BgB2FAGKlnOUZI7ZoUeNY2BPVs8t+VOl06ZiY4kCp57OM8rtKgdP5Vr7h60u7PpQFitYRSQ2EMUow6oAR71Z20u6kDCgLBt60Y9qUt6Gk3Z70ALtpMdOKC3HUUZwOooANvNGCDx0pd3uKN3uKAEwfWjBpd/HUUm6gCvof8Ax4t/11f+dSXPF4vH/LM/zqPQzmxb/rq/86fdf8faf9cz/OiO4VCSyHM//XU/yFWqq2XWf/rqf5CrVJ7hHYMUUUUhhijFFFABijFFFABikxzS0UAGKaw+VvpTqjuJFigkdzhVUkmgCpoo/wCJXB9D/M1ewKxdIe9l0+M28tuEGRhlORz35q7s1P8A57W3/fB/xoAu4FGBVLy9T/572/8A37P+NHl6n/z3t/8Av2f8aALuBS1R8vU/+fi3/wC/Z/xo8vUv+e9v/wB+z/jQBe4pOKpeXqX/AD8W/wD37P8AjR5epf8APxb/APfs/wCNAF6jiqPlal/z8wD/ALZn/GjytS/5+oP+/X/16ALuRS8VQ8nUv+fqH/v1/wDXo8nUv+fqD/v1/wDXoAvcUcVR8nUf+fqH/v1/9ejytTH/AC8W5+sZ/wAaAL/FFUPK1P8A5723/fB/xo8rUv8An4t/+/Z/xoAv0VR8rU/+fi3/AO/Z/wAaPK1L/n4t/wDv2f8AGgC9RVHytS/5+Lf/AL9n/Gk8rU/+fiD/AL9n/GgC/TGjRjlkUn3Gap+VqX/PzB/37P8AjR5Opf8AP1D/AN+v/r0AW/Ji/wCeaf8AfIo8mL/nmn/fIqr5Oo/8/UP/AH6/+vSeRqP/AD9Q/wDfr/69AXZb8mL/AJ5p/wB8ijyYv+eaf98iqnkaj/z9w/8Afr/69Ag1L/n7h/79f/XoC5bEMX/PNPyFHlRf881/KqYg1Ef8vcX/AH6/+vVS5ubu2u4IHu4t0vBPl/d9O9AXNjy4x/Av5UmyP+4v5VT+zah/z+R/9+v/AK9H2bUP+f2P/v1/9egLlzYn9xfyo2J/cX8qp/Zb/wD5/U/79f8A16Ps1/8A8/qf9+v/AK9AFzan91fyrI13UlsofJt0DXLjgAZ2j1q0bW/P/L6n/foVn3O6IzxSXsSTFCSGhAL8dj3oKjuVvDmq/dtbscMf3UrDqfTNdPtT+6v5VyWkOBpMaPdRoGchYjGHYnNb62l9tGL1R7eUKEOe5e2p/dH5UbV9B+VU/st/j/j+H/foUn2W/wD+f8f9+hQRcu4X+6KUKvoPyql9lv8A/n+H/foUfZr/AB/x/j/v0KAuXdq+g/KjCjsPyql9lvv+f4f9+hR9lvv+f8f9+hQFy7gegowPQVT+y33/AD//APkIUfZb7/n/AP8AyEKBFwAegpcD2qj9lvv+f/8A8hCl+y3v/P8A/wDkIUDLuB7UYHpVL7Le/wDP+f8Av0KPst7nP28/9+hQFy7gUAc1R+yXv/QQOf8ArmKUW19/z/8A/kIUAXqKpfZr7/n/AP8AyEKT7Ne/9BD/AMhCgC9RVH7Le/8AQQ/8hCj7Lff9BA/9+hQBeoqj9lvv+ggf+/S0fZb3/oIN/wB+loAusoZSp6Ec1nDQ7IDCiVR6CRgKk+y3n/QQb/v2tJ9kvP8AoIv/AN+1oBOwz+xLPP8Ay1/7+tR/Yll6S/8Af1qf9kvP+gi//ftaX7Jef9BF/wDv2tA+ZjP7Es/SX/v61H9iWX92T/v43+NP+yXn/QRf/v2tH2O776jJ/wB8LQF2M/sSxP8ABJ/38b/Gk/sOx/55yf8Afxv8ak+x3X/QQl/74Wj7Hc8/8TCX/vlaAuxn9iWI/wCWb/8Afxv8aQ6JZZ4WQfSRqk+yXf8A0EH/AO/a0fZLv/oIP/3wKAuyP+xLL/pr/wB/Wo/sSzPaX/v6ak+yXf8A0EH/AO+FqCwvS2oz2klwZto+ViAOR1FAXY/+xLL+7J/38NL/AGJZf3ZP+/jVoUtAXZnf2LZY+7J/38aj+xLL+7J/38atCigLsz/7Esv7sn/fxqP7Esf7kn/fxq0KKAuzP/sSx/uP/wB/G/xo/sSx/wCeTf8Afbf41oUtAXZmnRLI9EkH0kb/ABpf7Esv7sn/AH9b/GtGkzzigLsz/wCxLL+7J/38b/Gj+xLH+4//AH8b/GtCigLsitbWK0hEUC7UHOM5qvdD/S0/65n+Yq9VK6/4+0/3D/MVUdyJbD7LrP8A9dT/ACFWqq2X3p/+up/kKtUnuNbBRRRSGFFFFABRRmigAooooAKpalaveQ+Tu2Q/ecjqcdBV2mSH92/+6aAMnQbVobeOaNsxzLllPYg9RWzVDReNJt/93+tX6ACiiigAoopM0AVbjUrO1k8ue4SN+uDUf9tab/z+R/nWPdW0V34v8qeMOhiBwfpWr/YWmf8APolIu0VuP/tvTf8An8jpP7b0z/n8j/Wk/sLTP+fRKP7C03/n0jo1F7ov9uaZ/wA/kf60f25pn/P5H+tJ/Yem/wDPpHR/Yem/8+kdGoe6L/bem/8AP5H+tKNZ009LuP8AOm/2Hpv/AD6R0HQtNIx9kSjUPdH/ANsad/z9xfnR/bOnf8/kX51H/YOmf8+ifmaX+wtN/wCfRP1o1D3R39s6b/z+R/nR/bWm/wDP5H+dN/sLTf8An0T9aP7C03/n0T9aNQ90d/bWnf8AP5F+dH9tab/z+R03+wtN/wCfRKP7C0z/AJ9Eo1D3R39tab/z+R0n9t6b/wA/kf60n9h6b/z6JR/Yem/8+kdGo/dF/tzTP+fyP9aP7c0z/n8j/Wj+xNO/59I6P7E03/n0j/KjUPdD+3NNP/L5H+tJ/bmmf8/kf60v9i6d/wA+kf5Uf2Jp3/PpH+VGoe6J/bumf8/kf61iXU+n3F2ks16paRjuK5xGAPlxW3/Yumj/AJdI/wAqqXOlWKX1oi20YVy24Y68Uah7hNBrunpCqy3kZcDBIB596k/t/TP+ftPyNPGjad/z5xflS/2Pp3/PnF/3zRqHukX9v6X/AM/afkaP+Eg0v/n7X8jUn9j6f/z5xf8AfNH9j6f/AM+cX/fNPUPcI/8AhINL/wCftfyNZ2s3mkana7DdIJV5RsHg1q/2Rpw/5c4v++aw4LG1bxXPAYEMSpkJjgcClqVHl3RB4ek0yxzcXVynnnhVwflH+Nb3/CQ6WP8Al6X8jUo0jT/+fOH/AL5p39k6f/z5w/8AfNGopSjJ3ZB/wkWl/wDP0v5Gj/hIdL/5+h/3yam/siwz/wAekP8A3zS/2TYf8+cP/fNGovcIP+Ei0v8A5+h/3yaP+Ei0v/n6H/fJqx/ZVh/z5w/980f2Tp//AD5w/wDfIo1D3St/wkWl/wDP0P8Avk0f8JFpf/PyP++TVn+ytP8A+fOH/vkUv9l2H/PpD/3wKNQ90q/8JFpf/P0P++TR/wAJFpf/AD8/+OmrX9l2H/PpD/3wKP7Lsf8An0h/75FGoe6Vf+Ei0v8A5+f/AB00f8JHpf8Az8f+OmrX9l2P/PpD/wB8Cj+zLH/n0h/74FGoe6Vf+Ej0z/n4/wDHTR/wkWmf8/H/AI6at/2bY/8APpD/AN8Cj+zbL/n0h/74FGoe6VP+Ej0zOPPP/fJpf+Eh0z/n5/8AHTVr+zbLGPssP/fApP7Lsf8An0h/74FGoe6Vf+Ei0z/n4/8AHTR/wkWmf8/H/jpq1/Zlj/z6Q/8AfApf7Nsf+fSH/vgUah7pUPiPTB/y3/8AHTSf8JJpf/Pwf++TVv8As2y/59If++BS/wBm2P8Az6Q/98CjUPdKf/CSaZ/z3P8A3yaT/hJdL/57N/3yau/2bZf8+kP/AHwKP7Osx0tYf++BRqHulL/hJdL/AOezf98mk/4SbS/+ezf98mr/APZ9l/z6w/8AfApP7Ps/+fWH/vgU9Q90pL4k0xmCiVsk4HymtYHIyK5vxRbQQw2phhRCZcEquK6NPuD6CkKSVk0OopKKZItFJS0AFJ3oooAbMHMTCMgMRgE9qxYNNjTUpVidhJCquHPcnOc/WtwkDknAqhBgazdk8fu0/rQBfGe/WlpAc0tABRRSUALRRRQAUUUUAFFFFABRRmigAqld/wDH2n+4f5irtUbv/j6T/cP8xVR3JlsSWf3p/wDrof5CrNU4GKxXbLwQ7EflVKyS+ubOKc6i4Mi5x5a4FJ7lRWhtUVmfZr7/AKCTf9+lpPs19/0En/79rSHY1KKy/s17n/kJP/37WoPMfdt/tn5s4xtWgfKbdGayxbXv/QSk/wC/a0n2a+HTUpPxjWgVvM1c0VlfZ7//AKCT/wDftaPs99/0EpP+/a0BZdzVqhqwmW2M9u2JIhkjsy9xUH2e+z/yEpP+/a0G1vjkHUpMHt5a/wCFAW8yLw6ZpoBJISIoxsjUd/U1t1jRWN3DGI49QdEXoBGtPFven/mJS/8Aftf8KB28zWpKy/st7/0Epf8Avhf8KT7Nef8AQSm/74X/AAoFZdzVqvercGAtaOBMvIBHDexql9mvP+glN/3wv+FH2W8/6CU3/fC/4UDt5nOf2vcf279q+y/6Rt8vysnr0rsLFbkQBrtwZW5KqMBfYVk/2M32z7V9rk8/GN+xf8KtfZbvH/ISm/75X/Ckky5tPY1aKyvsl331Kf8A75X/AAo+x3X/AEEZ/wDvlf8ACmZ2Xc1aKyvsd1/0Ep/yX/Cj7Hdf9BG4/Jf8KB28zVorK+yXOP8AkIz/AJL/AIUfY7n/AKCNx+S/4UCsu5q0Vl/Zbv8A6CMv/fC0fZbv/oIzf98r/hQFvM1KM1l/ZLrH/IRm/wC+V/wpdPaddQnt5bhplWNWBYAYz9KAsadFFFAgooqhrEssVmDDIY2aRV3DqATQCVy/RWX9juP+gjcfkv8AhR9juP8AoI3H6f4UDsu5qUVlGzuP+gjcfp/hR9juMf8AIQuP0/woC3manWud1D7XbalDDC2VZiYSedueCPwq99jn/wCghc/p/hTG06RmVmvrgsv3Txx+lAWXc04I/JhWPJOByT3NSVlfYps/8hC6/wC+h/hR9il/5/7r/vof4UBZdzVorK+wy/8AP/df99D/AAo+wyf8/wDdf99D/CgLLuW79Lkw77OTbMnIB6N7GuQg1K8bXHmjtx9qk/d7DnAPSuk+wSf8/wDdf99D/CoV0ZFuGuBcziZhgvuGT+lJmkWldM1LSOWOACeQySnlm7Z9B7VYrJ+wyf8AP/df99il+wP/AM/11/33TM7LuatFZIsH/wCf67/77pfsDf8AP9d/990BZdzVorK+wN/z/Xf/AH8o/s9v+f67/wC/lGoWXc1aKyxp7f8AP7d/9/KDp7Z/4/bv/v5RqFl3NSisv+zm/wCf27/7+Uf2ef8An9u/+/lGoWXc1KKy/wCzj/z+3f8A38o/s4/8/l3/AN/KA07mpRmsv+zv+ny7/wC/tP0cvi6jeR5BHMVUucnFAWNGiiigQUUVmapve6s4VmkjWRm3bGwTgUDSuadGayzph5xeXf8A39o/s3/p8u/+/tAadzUorIbTggLPeXQHqZjTUsInJC31yxx2nzQFjZpkiCRCpJGRjI6iswaYDj/Srv8A7/Gj+ywf+Xq74/6bGgNO5geIJr+CRLe7IljR98UuMbvr710OkC9njF1fPtLD5IgMBR6moZdFgmwJpZ3CnI3Sk4NSf2UuP+Pm6/7/ABpWZo5JxSNajNZJ0tRx9puv+/xpRpUeebi6/wC/xpmenc1aM1lHSo/4bi6H/bY0f2WuObq6/wC/posGnc1aM1lf2Wv/AD9XX/f00n9lr/z83X/f40WDTuaciLLGyOMqwwa5+1trp9Xe3lkYxpjef7yj7tXTpi4/4+br/v6aBpMWSwnudxGCfNPNFg07mqMUtZR0tP8An4uv+/xpP7LTH+vuf+/xosGnc1qKyv7Lj/573P8A3+NH9lR9p7n/AL/GiwadzVorK/sqPr59zn/rqaX+y4sYM1z/AN/jRYNO5qUVlf2VFnma4/7/ADUHSYf+elx/3+agNDVorKOlIBxcXOP+uxpRpcf/AD8XX/f40BZGpRWUdKi7T3X/AH+NH9lRf897n/v81AaGpmqV3/x9J/uH+YrOvrMWsUcsU0+7zVHMpPBNaN5/x8p/uH+Yqo7kzWgRf6m8/wB5v/Qai0jjSbb/AK5ipYv9Tef7zfyqLSP+QTa/7gpPccfhLmaKDjFJ7UxEdzMlvA8shwqDJ71zrW/l6VbSNHiSS43Zxzgk10hwRzSEc9OKlxuaQnyowby4mE12WmkSeNgIIx0Yf1ou7q9S5uArMq7E3kfwZHJArewDyQCR7UhI9BS5WX7VdjDup2WeRXupERIQ0BB++fX3NDXGofabZk3F/IDNGejHNbeFOMqDjpxS5HXAzRyvuHtV2OeWe8SznEkr5FwFdx/CvfFTRNJIl6IriZoIhuikzznHIz3FbZ6dKTgDgDHoKOV9w9quxhNLcQafYzJJNJJK4LAnOeOn0
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" alt="Роль качественных материалов при ремонте дорог в продлении срока службы"></p>
<p>Использование первоклассных строительных материалов непосредственно влияет на прочность и устойчивость покрытия. Ошибки в выборе могут привести к быстрому износу и увеличению расходов на последующее обслуживание.</p>
<ul>
<li><strong>Битум высокой проникающей способности:</strong> Особенно значим для климатических условий с частыми перепадами температур. Он обеспечивает эластичность покрытия, которая необходима для минимизации трещин и других дефектов.</li>
<li><strong>Модифицированные асфальтобетоны:</strong> Включение полимерных добавок способствует повышению их устойчивости к растрескиванию и колейности, увеличивая общую продолжительность эксплуатации покрытия.</li>
<li><strong>Геосинтетические материалы:</strong> Использование геотекстиля под асфальтобетоном помогает в равномерном распределении нагрузки и предотвращении деформаций, что прямо влияет на увеличение времени эксплуатации.</li>
</ul>
<p>Также стоит обратить внимание на технологии укладки покрытий. Применение современных методов может значительно улучшить ее прочные качества:</p>
<ol>
<li><strong>Температурный контроль при укладке:</strong> Обязательное соблюдение регламентированных температурных режимов при укладке асфальта обеспечивает его однородность и минимизацию будущих повреждений.</li>
<li><strong>Применение многослойного покрытия:</strong> Создает дополнительную прочность и долговечность, позволяя каждому слою компенсировать нагрузки и износ.</li>
</ol>
<p>Контроль качества использованных материалов и технологий укладки не только уменьшит потребность в частых ремонтах, но и существенно увеличит время безаварийной работы покрытия. Ответственный подход к выбору компонентов и методов строительства является инвестицией в долгосрочную эксплуатацию и безопасность.</p>
<h2>Важность гидроизоляции в процессе ремонта дорожного полотна</h2>
<p>Гидроизоляция дорожного покрытия предотвращает проникновение влаги, что способствует увеличению его долговечности. Вода, проникая в структуру асфальта, замерзает и расширяется, что ведет к разрушению и образованию трещин. Применение качественной гидроизоляционной мембраны помогает избегать этих проблем.</p>
<p>Выбор эффективных методов гидроизоляции, таких как использование гидрофобизаторов или битумных мастик, является ключевым для предотвращения быстрого износа настила. Данный подход позволяет не только защитить асфальт от воды, но и значительно сократить расходы на последующие регулярные работы по обновлению покрытия. Особое внимание стоит уделить мостам и другим участкам, где наблюдается повышенная влажность или же подверженность скачкам температуры.</p>
<p>В процессе выбора гидроизоляционного решения необходимо учитывать климатические условия региона эксплуатации покрытия. Материал должен быть устойчив к УФ-излучению, химическим веществам, а также физическому истиранию. Тщательный подбор и профессиональный монтаж гидроизоляции значительно продлевает время эксплуатации покрытия, сводя к минимуму потребность в его восстановлении или полной замене.</p>
<p>Подведение итога, гидроизоляция является неотъемлемым элементом при реновации дорожного покрытия, который обеспечивает защиту от многочисленных деструктивных факторов и способствует сохранению его первоначальных характеристик на протяжении всего периода использования.</p>
<h2>Методы контроля качества ремонтных работ на дорогах и их влияние на надежность</h2>
<p><strong>Технология материаловедения</strong> остается ключевым фактором в проверке использованных материалов при ремонте покрытия. Исследование образцов асфальта на содержание битума и его качество может предотвратить преждевременное разрушение покрытия. Технические стандарты, например, ГОСТ или ASTM, должны строго соблюдаться, поскольку они обеспечивают подходящую устойчивость покрытия к переменам температуры и механическим нагрузкам.</p>
<p>Применение <strong>георадаров (GPR)</strong> улучшает точность диагностики подповерхностных слоев. Этот метод позволяет обнаружить незаметные глазу дефекты, такие как пустоты, трещины и микротрещины в основании, что критически важно для их своевременного устранения и тем самым продление эксплуатационного периода восстановленной поверхности.</p>
<p><strong>Плотность и уплотнение</strong> асфальта должны регулярно контролироваться посредством испытаний на ударное и статическое уплотнение. Недостаточная плотность ведет к замедленному вытеснению воды из слоя асфальта, что способствует формированию трещин и колеям при эксплуатации.</p>
<p><strong>Лазерное сканирование</strong> играет важную роль в контроле ровности новой поверхности. Метод позволяет добиться максимальной точности в восстановлении покрытия, так как любые отклонения от стандартов ровности сразу видны и могут быть скорректированы еще на этапе выполнения работ.</p>
<p><strong>Испытания на прочность сцепления</strong> между слоями асфальта крайне важны для предотвращения расслоения в ремонтируемом покрытии. Используя специализированное оборудование для прочностных испытаний, можно избежать возможных проблем с адгезией и увеличить устойчивость покрытия к динамическим нагрузкам.</p>
<p>Применение данных методов контроля позволяет добиться высокой надежности и продлевать время безаварийного использования автомобильных трасс, уменьшая частоту и объем необходимых поддерживающих вмешательств.</p>
<h2>Регулярное техническое обслуживание дорог как фактор увеличения срока их службы</h2>
<p>Регулярное техническое обслуживание позволяет продлить время эксплуатации автомобильных путей, повышая их безопасность и удобство использования. Такое обслуживание включает в себя различные процедуры, например, контроль за состоянием асфальтобетонного покрытия, очистку дорожных знаков и разметки, обслуживание дренажных систем и поддержание надлежащего состояния обочин.</p>
<p>Периодические осмотры позволяют выявлять и устранять мелкие дефекты до того, как они превратятся в крупные повреждения. Используя тактику «правильное время – правильные меры», можно значительно сократить эксплуатационные расходы. Программы поверхностной обработки и покрытия защитными материалами предотвращают дальнейшее ухудшение состояния автопутей за счет исключения контакта с влагой и агрессивными химическими реагентами.</p>
<p>Также важно регулярно проводить операции по укреплению основания трасс и ремонту трещин. Это позволяет избежать формирования ям и разрушения асфальта под воздействием нагрузок от транспорта и атмосферных явлений. Зачастую ремонт малозаметных трещин экономически выгоднее, чем последующая реконструкция участков пути.</p>
<p>Систематическая чистка канав и восстановление дренажных систем играет ключевую роль в предотвращении размыва автомобильных путей и подтопления в периоды обильных осадков. Эффективное отведение воды обеспечивает дополнительную защиту покрытия и основания дороги.</p>
<p>Надлежащее обслуживание светофоров и дорожных знаков не только повышает безопасность движения, но и способствует более рациональному использованию транспортных потоков, снижая износ дорожного полотна за счет более равномерного распределения нагрузки на отдельные его участки.</p>
<h2>Анализ проблемных мест и обустройство дренажных систем для улучшения долговечности дорог</h2>
<p>Для начала, необходимо выполнить геологические исследования, чтобы точно определить тип почвы и уровень грунтовых вод на планируемом к ремонту участке. После этого следует выбрать тип дренажной системы (открытый или закрытый), который подходит к конкретным условиям. Закрытые системы обычно представляют собой системы подземных труб и подходят для большинства автомобильных магистралей, так как меньше влияют на эстетику окружающего ландшафта и не создают препятствий для транспорта.</p>
<p>При монтаже дренажа важно обеспечить достаточный уклон для эффективного отвода воды. Стандарты предписывают уклон не менее 0.5%, что гарантирует непрерывное движение воды по системе. Также критично использовать в дренажных системах только качественные материалы, устойчивые к коррозии и агрессивным воздействиям окружающей среды, такие как поливинилхлорид или высокопрочный полиэтилен.</p>
<p>Регулярное техническое обслуживание дренажных систем также играет ключевую роль в поддержании их эффективности. Это включает в себя очистку труб от осадков и мусора, проверку на наличие повреждений и, при необходимости, их ремонт или замену. Заблокированная или поврежденная дренажная система не может эффективно выполнять свои функции, что, в свою очередь, ускоряет процессы разрушения покрытия.</p>
<p>Особое внимание следует уделить местам соединения дорог со строениями и другими дорогами. В этих зонах водоотвод должен быть максимально продуман и интегрирован в общую урбанистическую инфраструктуру, чтобы избежать застойных явлений и снизить нагрузку на дренажный комплекс.</p>
<p>Применение вышеперечисленных рекомендаций позволит значительно продлить продолжительность безаварийной эксплуатации дорожного покрытия, снизить расходы на его текущий и капитальный ремонт, а также повысить безопасность дорожного движения.</p>
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		<title>Использование геосетки для усиления дорожного покрытия</title>
		<link>https://aktaustroi.kz/ispolzovanie-geosetki-dlya-usileniya-dorozhnogo-pokritiya/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:27:13 +0000</pubDate>
				<category><![CDATA[Ремонт и восстановление дорог]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/ispolzovanie-geosetki-dlya-usileniya-dorozhnogo-pokritiya/</guid>

					<description><![CDATA[Применение синтетических сетчатых структур значительно повышает прочность и продолжительность эксплуатации дорожных одеял. Сетчатые конструкции равномерно распределяют нагрузку, уменьшая деформацию и риск образования трещин на асфальте. Это средство улучшения дорожных характеристик находит широкое применение в строительстве новых и ремонте старых дорог. Укрепляющие материалы, имея высокую прочность на растяжение и отличную химическую стойкость, подходят для условий повышенной[...]]]></description>
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" alt="Использование геосетки для усиления дорожного покрытия" title="Использование геосетки для усиления дорожного покрытия" /></p>
<p>Применение синтетических сетчатых структур значительно повышает прочность и продолжительность эксплуатации дорожных одеял. Сетчатые конструкции равномерно распределяют нагрузку, уменьшая деформацию и риск образования трещин на асфальте. Это средство улучшения дорожных характеристик находит широкое применение в строительстве новых и ремонте старых дорог.</p>
<p>Укрепляющие материалы, имея высокую прочность на растяжение и отличную химическую стойкость, подходят для условий повышенной влажности и агрессивных сред. Эксперименты показывают, что использование данных элементов увеличивает срок службы дорожного полотна до 20%, снижая тем самым долгосрочные затраты на дорожные работы.</p>
<p>Также отмечается существенная экономия на материалах для дорог, поскольку применение эксфолиативных структур позволяет использовать меньшее количество асфальта при сохранении или даже улучшении его эксплуатационных характеристик. Способность сеток противостоять коррозионным процессам делает их идеальным решением для регионов с переменными климатическими условиями.</p>
<p>К тому же, внедрение таких систем значительно упрощает процесс укладки новых слоев дорожной ткани. Рабочие могут быстро монтировать сетку, автоматизируя часть процессов, что ведет к уменьшению времени на строительство и обеспечивает более высокую постоянство качества выполняемых работ.</p>
<h2>Выбор типа геосетки в зависимости от типов дорожных нагрузок</h2>
<p>Выбор подходящей геосетки осуществляется на основе анализа нагрузок, которые оказываются на асфальтобетонное покрытие. Существуют различные типы геосинтетических материалов, каждый из которых предназначен для определенных условий эксплуатации и видов транспорта, эксплуатирующих дорогу.</p>
<p><strong>Легкие нагрузки</strong> – для дорог с низким интенсивностью движения, таких как жилые зоны или парковки, рекомендуется использование геосинтетиков с невысокой рассчитанной прочностью на разрыв. Это обеспечит необходимую стабилизацию при сравнительно низких затратах.</p>
<p><strong>Средние и тяжелые нагрузки</strong> – для магистральных дорог, автомагистралей и участков с интенсивным движением грузового транспорта подходят геосетки с высокой прочностью на разрыв. Такие материалы способны выдерживать значительные механические воздействия и давление от транспортных средств большого веса.</p>
<p><strong>Особо проблемные участки</strong> – на участках с плохими грунтовыми условиями, таких как заболоченные или сильно подвижные грунты, требуется укладка геосинтетических материалов с особыми характеристиками. Такие геосетки должны обладать не только высокой прочностью на разрыв, но и устойчивостью к ультрафиолету, химическим воздействиям и другим агрессивным факторам окружающей среды.</p>
<p>Таким образом, аккуратный выбор геосинтетических материалов с учетом специфики будущей эксплуатации дороги и типов нагрузок позволит оптимизировать затраты на строительство и обеспечить долговечность транспортной инфраструктуры.</p>
<h2>Технология укладки геосетки при строительстве новых дорожных покрытий</h2>
<p>При строительстве новых дорог укладка геосетки выполняется после тщательной подготовки основания. Первоначальный этап включает очистку поверхности от мусора и разравнивание, что гарантирует плотное прилегание материала к почве.</p>
<p>Для обеспечения долговечности и функциональности слоя геоматериал расстилают непосредственно на подготовленную основу. Закрепление выполняется с помощью специальных крепежных элементов, предотвращающих смещение при проведении дальнейших работ. Расстояние между креплениями должно обеспечивать стабильность и равномерное распределение нагрузки.</p>
<p>После укладки геосетки следует уложение и тщательное уплотнение битумного слоя. Он защищает геоматериал от механических повреждений и воздействия влаги, увеличивая общую прочность дорожной конструкции. Работы по укладке должны сопровождаться контролем качества поступающих материалов и соблюдением технологического процесса при их нанесении.</p>
<p>Правильное выполнение всех этапов технологии укладки гарантирует увеличение срока службы дорожной одежды, снижение вероятности преждевременных деформаций и повреждений, обеспечивая надежность и безопасность дорожного движения.</p>
<h2>Способы интеграции геосетки в существующие дорожные покрытия</h2>
<p><strong>Интеграция при реконструкции:</strong> Во время плановых ремонтных работ по реконструкции асфальтобетонного покрытия, возможно внедрение геосинтетического материала путем его встраивания между старым и новым слоями асфальта. Такой метод позволяет восстановить поврежденные участки и значительно увеличить срок службы дорожной поверхности.</p>
<p><strong>Использование как прослойки:</strong> Геосинтетический материал может служить промежуточным слоем между подготовленным основанием и укладываемым асфальтом. Эта техника не только предотвращает диффузию влаги в слои, но и равномерно распределяет нагрузку, уменьшая давление на асфальтобетон.</p>
<p><strong>Обновление дорожных знаков при помощи геосетки:</strong> Кроме традиционных подходов, существует метод, позволяющий применять геосинтетические материалы для обновления дорожной разметки и знаков, интегрируя такие элементы непосредственно в структуру дорожного покрытия для повышения его износостойкости.</p>
<p><strong>Подходы к укладке в зимний период:</strong> В холодное время года требуется особенный подход к интеграции материала в асфальт. Необходимо обеспечить его предварительный нагрев или использовать специальные адгезивные растворы, способствующие надежному соединению с асфальтовой основой в условиях низких температур.</p>
<p><strong>Долгосрочное планирование:</strong> Планировка внедрения геосинтетического материала должна осуществляться на стадии проектирования дорожных работ. Это позволит максимально рационально распорядиться ресурсами и результативно внедрить современные материалы в существующую инфраструктуру.</p>
<h2>Анализ долговечности дорожных покрытий с использованием геосетки</h2>
<p>Оценка продолжительности эксплуатации асфальта с внедрением геосетки демонстрирует значительное увеличение срока службы дорог. Исследования подтверждают, что применение геосинтетических материалов способствует снижению количества трещин и колеиных деформаций на асфальтобетонном покрытии.</p>
<ul>
<li>Геосетка распределяет нагрузку, уменьшает давление на базу дороги, что позволяет предотвратить преждевременное разрушение слоёв асфальта.</li>
<li>Среди исследованых проектов, где были использованы эти материалы, отмечено увеличение срока службы на 20-50% по сравнению с традиционными методиками.</li>
<li>Выполнение работ по монтажу геосинтетиков требует предварительной подготовки основания и тщательного контроля всех этапов укладки.</li>
<li>Стоимость применения геосеток окупается за счёт уменьшения затрат на ремонт и содержание дорог в долгосрочной перспективе.</li>
</ul>
<p>Результаты практических тестов, проведенных на различных участках автомобильных дорог, показывают, что асфальт с геосеткой способен выдерживать более высокие интенсивности движения и негативные климатические воздействия, обеспечивая дольше сохранение первоначальных характеристик покрытия.</p>
<p>Таким образом, монтаж геосинтетических материалов при строительстве и реабилитации дорог является целесообразным решением для продления эксплуатационного периода дорожных одежд. При правильном подборе материалов и точном соблюдении технологий, возможности для снижения операционных расходов значительны.</p>
<h2>Расчет стоимости применения геосетки при реконструкции дорог</h2>
<p><img decoding="async" 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
xnpghf0qvZKtxdW8LElXkCkdyK1JLAtF5RSTb16Vb0PSIoLnz3DZT7ob1rXlvqeZsVNd06CxaIQblWQNkMc9Ky4R8wJOK7LWbOK/sSGOHjO5D/SuZu4YbNUZspu4G7ocdamUew4q7sNkjDxZjOXbGR+dPjj3W8ceeUDE8eoNS2ckEyBEdPMzxg8miJ0MrKwwr5XPp70XdjphRUmyCNc8knBHBx1pkNvOZHZIztO4ZH0NaqaXlACWIHTBFWbe0kQrGpCqTyT1pwUk9TnlbYx9QtLtY7MeS3EPPtzVeC3n8xt0TDKN1GO1dlqcYlgjELDKkcZ7VhS5hukSQMcDOQpI5+lauQoU+ZmXJFK1637t9rSZBA7ZFS3cTq0YVWP384Gcc102l2qozNMeCm0fjSWUDRXJabHl88Yzk0JkuNjnY4BLaRhlbIduOnYU59Nnkjk8iJpFMSKMeoNdAbUyRXAbG4ptjIHUgkg/yqG3ivI9NRVDJOHyyk9RUp2ZoopoxxbRRT7psrIcfKw6YGKsNZoFM4RSpPLK3QnirM2nXFxbSLMg81iGDbhgcVa/suNbYRJu/hJ5+8eM/1qHG7vcrbQ5kKtsSisWHriopZBuxjIAzW/eaJB9nlMbFJRypZuDz3/CsC4tAjlEuInJ7A5P6UWM3uMU5GEA6hv5/408jyiFkI3Y42nirFna3kMeY4gWbgtkAkemDU1zpctwVcgK4+8Mipbbdi+RWuUoDvYhVyByabdTFW2MMH0xyKetubeRmEhwRjHShrfzF3Od59c1nZ31BR0KMjYOT+FMWQltuAMVomJBwVBx0FVWAFyzhTuICkYrRJBZj4ly4OCMetTyRkuu08kgU1VbGXGV9RVqNY2GQ5GOcEUXsTJFJFeWTb9Tn2FQ3C4Qg54Un8sVoosCNnewPQc9eKedOinQBXJHI4brmhSSJ1MZWJt25z+7JH/fVWLwYQ7ccbAfyq9LYW8K7GyPl24zk4zmo5YYHBDF8MQSQw4xRzhZmSoyeT2qW4QfZLc9SQ386uJaWmDh5OPfNSmK1eOPliEJwM4NHMg5WzGjUuu3GMjj3qeOF2tPLVcu0qqP1q3tTcdqjI460uDuyGwRzx1pc5apszLqGa1m8qZCrDtTFyxxitWYrIoW4PmHPGTzU9pYwXE6JFF8zHnngDuTmnzXE4WIokENmkTEb2jebaOwxgE1kwbvtCg5rpLmNWvpJYoVZCCu4uAMAYAxVdLe3RQ3koGx0RicfnVXFylOy0aeaMPC0bDkfewc/jTb7Sb2zUyywOEH8XUD8q0Y7yO3heEIDGxz6EGria1D5RVg+CMFeCD+dUmuouVnLycWSZGN8hP6Ulin+lRH/AGwcfjWncLZzMoWNgq9Fz0zTYoraJ9wjKsORyTSvZhytmXuAZueMn+dPU9v61dMdmZ1TyFIbknLf41eSxtx/ywhI+p/xqXIOVmIo8xsY4HX3qyW2oAOgFbKWdsPu20Y/A/41J9lg/wCfWI/gf8ahyQrHNSkk7uelEWdwIBrpGgtgv/HlDgex/wAaIvsTFglpbkjrgHikmh2MEs27BpGPJroitv1+xw/lQGt8f8eUJH+7RzRFY5hsHqamxjTRnBBkP8q6ENAOllD/AN8inmePbj7FDgH+6Mfyq1JILHJZyOwpY0BJOf1rqDcRBsfYIT9FH+FMN4MqVs4AOc5Uc/pTumOxiRgAdz3pGY5+U8e9dCuoWhYg2Sg/7o/woW8sWGfsKf8AfP8A9ao0CxzgVkfjmtaOXcd1UFmUjDoD7jrVq3kRomOMbCDz3rUtF8r5i474p0NszI0YIDOMAntVeKYD71XtNcTXhB+6i5+pNJPoFjkyPmKnsSKUdeDVzWbNrK+ZMgq+XQj0JqlGjMcAVSJJ42I68irMc0QIAyM9qhWPavIzUWYw2S+MdiKTGbNi5aRt33cYFaMdjFdxFJULopyOvWsW2nCqCCDxXV6TGwsVMo2s5LEHqPSklqPoc/c+GHadmtgiRnorZyKdb6BewTeZFJECOO9dXsX1FAC9iKrQpTsY1rYXkUyFpE2A5IU9eK0vLf1qx8o9KNw9qE0hSlzEHlN60eU/rU+4ego3+wp8xFiHyT3NHke9S+YR2FRtM392ldjsUZtGspZWlkiJdjknJpsWj2cLAxoQQc/eNXDI2eg/Om7z6frQX7SVrXF8od80oiUd8U3f6g0bxQQOKKe5NBgicYeMMPcZoXn/APXUqsB1x+dFw0Gx29unKwoCO4QVJsj/ALi/lTTLGv3nUfU1Gb62HHmBvZeaQ02ifj0H5UDHoKpvqcY+7ExHq3yiqs2t+XnJjUDnrmncRsfgPyqMmQdFXHuT/hXOz+JkAwrs5J6IMYrOuPEE7KQE3AjgNnNK4I7ATOAdwiBH+3/9aoJNXsYW2yToG9Aa4qW6u3DEy+WTj5V44NJHbttWQKzNnOetCuwOquPFFjDnaryfSqEvit5Qfs9sBjruOayksJWOcAA84NWoNPdBklfyp2YCz69qbNtUpEOOi5NRxvqV31uJgPrgVdjt1DbmCk+4q4sjKvGz8qVmPQz49KnkP+kXLMD1BYmr8FrDbIAkaj3xThMwySqkn60gnyclB+dTZlJotRAMSTjGKikwuD6nnFJ9oT+LcD9eKjaeNgB39qXKx8yGyxwyMWl28j0Oao3FoQpaNsrjjB5q2ZOTkZFIrkElU4z3NHKw5kYro/cOPcg0kQYSYxu3HBz1rbDAkgqPrmqssLbi6YJzkU7MV0M+0BQMxhFXoqrilNw2ASrfSmJHOx+du9OuC+3ahAGe9JphdDjePjhSccA01r25IIz5f+7xmqcEMwuMkgIpzkng0sDGUs7knBIyTU2KJHMZADsQzdzzmmm3LDJwyDnOakjCl+T29KkbZGmWbB7L60WsG5WbEcYIIAPGO9IE+Uc5JHFTywI0n+rUBfUnOKU2sDbnbMijkENyKNGMriMpweF9MUq/Kp6buwqWTZGvDHp/GeRUJJIynzZH8PNLlC5FtIOBgk+1KmVkySR9DViC3mmYhVK45JIxU5tsINqszd8gcVVkK5XE2OOGHb2qU7SM5ycdAKetmpQZBz1OeDTjbpH7Hvk00IptbhzwufxprW5A4THvWiBCBwyA+5prJGxzxj2NO5NigsQGdxyT6mnLbkjg/nVx4cjK1CYB15/OmBWEOzgup/CgqcYz+tXFt8HAFOa3IGdhP0GaWnUCiPtKriEHjj8PWpluLhD8zmpAoDfdYH6U4xgn5gc+9TypgQy30sfGS31NUpb24eU7XAxgnsKvvZhwSpP4mqTaUzy8SDnoDVKKCxbjvsIDn/gJqtc3omkyAwIHQVZWykiULhcjpgUxbcqzNKIwc/wjBNTyoBLbUHjxvRnU9j1FaqzxSRh1A59TzWfJaoxXkjPb1pphUEBSfxqXBPYLGl5q5/1YwBzSbxj7i/lVGOQrn96uOnXg1OtwSCAAcdQKjkfQVicEkngY+lG5+2MVVkKy4DM6Y9DUiKVUBZSR70cjCxkmE7ifLf8AAVJGhGP3cp55Gw811n2aL/nmtBt4x/Bj6GukRzjW8rs5RWOMBeD+dXorIiNeSpxyMVqfZ4/Rh+NJ9nT3/OiwzLl0xZ8FyTjpxSx6TCnIzmtLyI/U/nSi3TsWoEZculCQYV9v4VX/AOEcLHLTj/vmt5bbHOWxTxAezGmBjQ6CI2GZiygg4C46VpLbEdWb8zVgRHP3sUu0D+MflQFyFYD/ALX5mpFiI9fzp28DvmkNwi9SPxNLQBwUj1p4JHrUL3kaLu+Uj2NQDVoegUn8TRoBfVj70u4j1rPOqg9IiB65qGW/lOdpUD3YZFAI1GkPrUZk55YYrDuLlwxE12q98dKqy3lmvDyPI2M8E0AdE9zEn3pFFQtqdsvAfcfYZrnW1KzQgrE7HrknpUcuuRqvyQrz6npQB0TamR923cj8qFvp2BIREx68/wAq5j+2nySpXB5wecU06tdzZCtwD29KNQ0Ome8kVir3qI2M7QOQKpy6jbBj5t7I+PTODXOSpLvDOWJxgEHk0ixMQqscnng9qLAa8+uRIT5CBwOPnBqvJr9zJ8sUaoT/AHRVWKFduBjduyc/yppiZH3KvIPSmIkuPttxE0jyMdp6ZqmVeQEliT6E10MSxNaEsDhucVE+nrkNCM5HII4oRTSMqJAARjLZFaMcHn2xVdu7IIOOnqKuWtj5ahmA3DrirSIOQFH+cVViSmunBljduNq4PuKtRW6oMAYqQEEHpwOlLnnimIUKAO9KQMcZppILHtj9etAx60AAzQcD8qQHkcfWjJJIyfwpgKDwR74pp56EYpeCTyaaSAMEn6f5+tAgY9MUwk7sVI5xx3PP6/8A66bwGGTxxz/n8aYAuSD7UZNNUkL833hx/n9acf6UrAH1zSFeeAaXPqRRSsFxAoPahol6Ypw4z0py/TtRYdylcQMIyIQBu6gVEVWNeQRx9K0uMdORSMocYIGO4qHApSM6JULBmJ4/Co5EaZy7qCqngZrQkto5EKkEZ4ypqq1g6PiMlwOeKhxZakRxZWbzPmDnrnnNPnn24fJRE5Ix1pksjoxVlIbpj2qNh58gTJC8ZFRaxaY1fmvvMk+dpeQhH3R9atRmMRYiXaqk8gnmnKqKC2Rjuc01WVV2jkAdqhtjsKl9KswjWMvGRy3ORUzXLZUqRg9SW5FQQyNwo5GfvelOmf5Q2ADk4/xoTsFkWldSdwIJ9c0hKMSA6FuuAcms4tuGMkM4+9/dFRFT9uUREg/WncLF0wLI5IDADjOOKSVlh4hTzGPftVlWEaoozubuOcU5TuOMnHTii47ENvcnymEqbiPSlW5QsxVSMcHvQz5LBeFByTUBkkaIruAGe1CmLlJ1nKtx8vrwaX7QFyWYtnsvNVhOyxkLluerVGzoJ9jsygjJIPT2qlJC5S2GDcqAAOzVC06ZO0oWzyVpRHlSAobAxkHp71TjtAsRVuvfjmqTTJaaLiM3kFuFb65zS7jtDFz14AHNVlkCReWQMjqPSpQxC4AGO59aYiUTS3HG7aoPBYctT51cqDhcYyahWTYpww56Z7UxblFLKIyR6560gGKq+ZvYAsDkZNPaUZyQp+hp0bWzY3/IxGCSTUn2a3aPeoDH2OKd0IgEsIPyxIc1J56Pj5Bx2qzFDbtGyPEqEdCev51C9kiNhSX+lO6CzImkhC4yQfSk8zjoPyqw1nlNyLjHYnNVTbyEnCj86NGKzOsCnuR+VLtHrWVNrcaj92ufrVN/EEo/5ZoPcciqEb5Ue/50m1PQViC9uZSp86JFcccnj2pD5pXdPMYwOAM5z+VK40jaDxLwSoprX1vHwWH4VkR2QZh5kztu9OP1qN7SGOTbLLhexJxmhNBZmm+swDIFVn1oc7FJ/Gq3nWCAp5ihiOjLkVlz6lIjMqxRZUkdDTWombR1O6k+4nWmSXOoZ4AOOTg81if2vPyAVX6DkVWa5mLbmkOe9FhGw2rxK5jmMyuDyMYIpZdQiaHMUrs3pKtc9NOZWUnJZRjryaN7yLySTjHSlYaZtw6vFtybZeOpBxioZtQiRt8KlGcncrMSKygp8og8MMipjZl7MODlzyCeh9qErAWJtauGKlHCAcFQODVKS7aSTeWJ4NMiT5GUodw7Edqs+QinawAGMg09A1K5nlc8c8VGfOOc5wBV2SERhScHOQKaIOdwPB6Y609BFaNHfIzn0pZIgjdD9K0IVIKMDv7lcdR3/mKZJGyOyMOhOaEFikIgAcE59Ku2aMsuFQEAc5PUU+3i38YGFHBNWYlSPkEliOgHFDBEb7ixAQqNwpot2JyAeetX4oDIwZhjIAqysQC85Hr/AF/wppA2ULe1cNyAR/Orq2qlizAHPbH+f8ipQvGADn/H/wCtT8HoDTsIasYVflQAcD/P4D9aeFIX8P6f/XFLzzk/XFKD14zkdvrQAAHdj39ffFAPTkmgnGQSR6n2/wA8Cgemcf0//UKYCsx6YHHP+fzpMnHb/P8An9aMFug5P6Z6fpQAAp2gAc4498CgA5yeARRgnt/X/P8A+ulJI6e/6UhJzjHt6f5/wpALgc5JPNJk9CTz6f5+tNB9sjjp3z/nAoOAMk9QS2PTv/QCmAp4BxgZ/wAD/n8KYSeScdSfw6/yxShcnDdzg/XqfyAAqPDFl3Z525HuTn+QFAEkmARnr3/Mf1JqPeAMEAjP+P8Ah+tMDEuufRD+bH+uKRAcKD6Ln8yp/U0xEm5cZycH1/D/ABz+dL328Z6frj+dRbSEwxxjr7DG0/kQDQSMndnPOcdR03fqAaAJgSRkDr0pwyBTFJz90Zz0Hr1/+uKAT2xxjGD17j8//rVIWFByeh/zmpQVPY+9QqQB1OB0+nb/AAqQewx1/wA/hQMcOo/z/ntQD3BP+f8A9VJwT0IPP8qUDkDoSR/jQAoOQeP8/wCcUHJ74/CmjoBnGcdPc8/pQGOOfQfzx/KkBHJaRSHLruYDr+tN+xwoxwhX3BzU/Y7h6/of8KOhI6+n55pNJlKTRUuIAikqvyAdqpqCzZcHgcD1rYAHQE/l75H+FQtbRkk/MM89P89Kz5C1MqQk/eYDdgYUdqcyMxOcEEYA9BUk9qWwYyVIyOarP50WVfg44IqHBlKSGrCDlumDySafblOSisWJwCR196bbsWCxk/eGSTWguwDYgC5GM1LVikMJKKMnA6Y9KaG3Elvlxzx2FOUYLBstzxSSEMuBj0wOagshbKpt9Rmmk7cIRxgkmpACMAEtjtimyMo4YZbsuKQFcZLE9AtV41aQ72Y4zxn0q7Iu+MpkKWXgAdKYIvLQDqFGPrQhWGQqUDHOdxyf8KspNniWMEYwKgjVnY5ONvXHrSjKjeQQBwKdwsS4hyEIxnk8cfiaTyevlsoBPcYqKJid24DP9KAoD5dyT1246CmpMVhsyvCRujb2IHFSx/OOVGcc1IsrlGBYqMcUkkh2As+AMc9z+FXzk8hUvZSZlg2YAP8ACOp+tRsXdlgjbAHVh61pNOmw5XJ9DVdri2i52pG3QkDr9KFO4ctgeOSG3xExkb1b1ptrdncqyMCx6jNPS+ikZUR1Ynp1qcxQSEqY1RsZLAY/XvRz9GHLfYtrIpQshUkcdMVEZJR/EBURiQMB5xHH50hVM/LIcU1JC5WNN5YKvypgn+5xVLUpLea3xGNrE5VgMHPvWRPcDcNh4AxSLLLI6hOPT0raxkIJ5QCfMPy+9WbTU5Y2IMrAdeTVGWKWB9ksZUnke49aQRknIHFGgK6NxdRn3kCYngd6qz6izkKxJ2t1qrDA7Lndwaljt/mJHNLRDs2L53nSEqpLA4A70kkMxYllwevJq/sAVWAIY4yTUhiEu5ieqYOOce+KnmK5TMhspJJCWOO4x3p88BgJARiQQScZ4rSjhKpgtymGPFWVRROxb5sgjj0HajmDlRhRWpM6sMlTyTV5rJCm/Lc9h3q0YFglETEBTyp9KcSBIqtzk4NJzGolOW2PzBUGMZOeuansQsiNE3AXkr3BqZd/nsOSuB1pQo83cBglaVwsMe1CSgIAWIwT7VHPaLLEypgEKCBjqaugF7gEEEL1H8qVrdkctnauOhIoux2Ri2jGNvs10uT1RsdDmrElnIJA0aEjPbqavGKJmBXczDpkVZjSQxFWQ4PT6VoiHYo20ZxuMflsQQAfTufpVgRIVyygcbiMc47D8atCJD96JyCAOBxj0FPIiGSsTMSd3sTVIgpiJVOGUEjB6fxH/CniCPaQowOExxnA5P51YVvmUbABknJPf1p2EGMbcYPOT370XCxWVTkNhSclsA9T0Ap20bNu7jAXPtnJNTnbtYBR0wMHtTAwyxKLjgnn/PFF2FiPPBOO5OO/PAH1NP2t0BBbIUHHf1/CnbwDnAGPm5/nSK4j7cKM89s9z9fSnqAioCwGRtJOB1+Uf4mkIO05I3bST9SaGcYYbMBQFx6A/wBTSsQu4FFGAFIz29KNRAYyG/1ig5XHtgU0Rjuylec4POOv5k0jEEtuReWGefyFOXG7JVch8nPTP+FFwF8ptuSRuIzjP8R7fgKXyiSMMCN2Bz2A601exGBjI5Pr1JoAXAAXGVKjJ+6O5NO4CbGC54+5u69gf88UpjbccjoeRn16D/E0nDA/w7wMZPQDvSggldpwXO4ewHei4CBX3EHIbO0H1bufoB0pBtyCQdnX32r/AImlGDtAG0
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" alt="Расчет стоимости применения геосетки при реконструкции дорог"></p>
<p>Расчет затрат на внедрение геосетки в проекты реконструкции дорог зависит от нескольких ключевых факторов, включая площадь обрабатываемой территории, тип и качество выбранной сетки, а также сложность выполнения работ. Приведем модельную таблицу для оценки материальных и работных затрат на километр дороги с использованием георешеток.</p>
<table>
<tr>
<th>Параметр</th>
<th>Единица измерения</th>
<th>Стоимость</th>
</tr>
<tr>
<td>Стоимость геосетки</td>
<td>за кв. метр</td>
<td>150-300 тенге</td>
</tr>
<tr>
<td>Транспортировка материала</td>
<td>за км</td>
<td>20-50 тенге</td>
</tr>
<tr>
<td>Подготовка базового слоя</td>
<td>за кв. метр</td>
<td>1000-1500 тенге</td>
</tr>
<tr>
<td>Укладка геосетки</td>
<td>за кв. метр</td>
<td>300-500 тенге</td>
</tr>
<tr>
<td>Закупка и укладка асфальта</td>
<td>за кв. метр</td>
<td>2000-3500 тенге</td>
</tr>
<tr>
<td>Контроль качества и испытания</td>
<td>за проект</td>
<td>500000-800000 тенге</td>
</tr>
</table>
<p>Дополнительно к вышеуказанным расходам следует учитывать затраты на амортизацию оборудования и расходы на заработную плату рабочих. Применение георешеток при реконструкции дорог требует аккуратного проектного планирования и контроля, что обеспечивает долговечность и устойчивость дорожного полотна, снижая общие эксплуатационные расходы дороги в будущем.</p>
<p>Эффективное применение альтернативных материалов для укрепления дорожного полотна позволяет значительно уменьшить количество требуемых материалов традиционного строения, таких как асфальт и песок, что, в свою очередь, ведет к уменьшению окончательной сметы проекта.</p>
<h2>Примеры успешного применения геосетки на дорогах различного типа</h2>
<p>Во многих странах применение армирующей сетки разнообразных типов привело к значительному повышению прочности и долговечности дорожных настилов. Ниже приводятся конкретные примеры, подтверждающие эффективность этого метода в различных условиях.</p>
<p>На скоростных трассах Европы армирующая сетка с успехом применялась для реконструкции существующих асфальтобетонных покрытий. Оснащение старого дорожного полотна сеткой позволило не только повысить его устойчивость к деформациям, но и значительно уменьшить количество требуемых ремонтных работ в последующие годы.</p>
<p>Подходы с применением сеток также оказались крайне полезными в условиях крайнего севера, где из-за морозного пучения земли дороги подвержены частым разрушениям. Укладка армирующего материала на основание дорожной одежды значительно улучшила стабилизацию основания, предотвратила преждевременные разрушения и снизила затраты на обслуживание дорог.</p>
<p>Еще один отличный результат был достигнут при использовании сеток в районах с высоким уровнем дорожного трафика, например, на подходах к крупным промышленным заводам. Сетка способствовала равномерному распределению нагрузок на дорожную поверхность, что предотвратило преждевременное формирование колей и трещин. Помимо прочности, это улучшение позитивно повлияло на общую безопасность дорожного движения.</p>
<p>Таким образом, использование армирующих материалов для полотен на дорогах различных категорий и в разнообразных климатических условиях доказало свою эффективность, обеспечив долгосрочное сохранение их функционального состояния при существенном снижении затрат на их поддержание и ремонт.</p>
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			</item>
	</channel>
</rss>
