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	<title>Техника для строительства дорог &#8212; Актауская Дорожно-строительная Компания</title>
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	<description>Строительные и дорожные работы в Актау. Аренда спецтехники, производство щебня, качественное выполнение проектов.</description>
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		<title>Перспективы развития техники для строительства дорог</title>
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		<pubDate>Mon, 27 Jan 2025 04:25:53 +0000</pubDate>
				<category><![CDATA[Техника для строительства дорог]]></category>
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					<description><![CDATA[Автоматизация процессов укладки асфальта с применением роботизированных устройств значительно снижает время выполнения работ. Современные машины для асфальтирования, оснащенные GPS-навигацией, позволяют достигать высокой точности в работе. Инвестирование в 3D-моделирование поможет минимизировать ошибки на этапе проектирования. Использование виртуальной реальности для управления строительными процессами повышает качество контроля и снижает затраты. Фокус на экологичность средств передвижения, например, использование электрических [&#8230;]]]></description>
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alt="Перспективы развития техники для строительства дорог" title="Перспективы развития техники для строительства дорог" /></p>
<p>Автоматизация процессов укладки асфальта с применением роботизированных устройств значительно снижает время выполнения работ. Современные машины для асфальтирования, оснащенные GPS-навигацией, позволяют достигать высокой точности в работе.</p>
<p><strong>Инвестирование в 3D-моделирование</strong> поможет минимизировать ошибки на этапе проектирования. Использование виртуальной реальности для управления строительными процессами повышает качество контроля и снижает затраты.</p>
<p>Фокус на экологичность средств передвижения, например, использование электрических или гибридных асфальтоукладчиков, не только уменьшает вредные выбросы, но и оптимизирует эксплуатационные расходы.</p>
<p>Внедрение новых материалов, таких как переработанный бетон и асфальт, не только улучшает долговечность покрытия, но и повышает его устойчивость к температурным колебаниям, снижая необходимость в ремонте.</p>
<p><em>Обучение персонала новым методам работы</em> и технологиям также играет значительную роль в повышении общей продуктивности. Компетентный штат, знающий о последних трендах, способен адаптироваться к изменениям и применять новшества на практике.</p>
<p>Интеграция IoT-систем для мониторинга состояния покрытия дает возможность оперативно реагировать на изменения, значительно продлевая срок службы дорожного покрытия.</p>
<h2>Автоматизация процессов укладки асфальта и бетона</h2>
<p><img decoding="async" 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" alt="Автоматизация процессов укладки асфальта и бетона"></p>
<p>Ключевым элементом автоматизации является применение сенсоров и датчиков для мониторинга состояния смеси во время её перемещения. Это позволяет контролировать консистенцию и выявлять отклонения от нормы в реальном времени, что уменьшает риск неравномерного распределения материала.</p>
<p>Роботизированные укладчики могут обеспечивать более высокую точность при размещении асфальта и бетона за счет использования лазерных систем навигации. Они минимизируют человеческий фактор и значительно сокращают время на корректировку укладки.</p>
<p>Внедрение программного обеспечения для проектного управления позволяет интегрировать все этапы укладки в единую платформу. Это упрощает планирование работ, учитывает погодные условия и обеспечивает координацию между командами.</p>
<p>Использование дронов для инспекции и мониторинга состояния укладки предоставляет возможность оперативно оценивать качество работы и выявлять потенциальные проблемы на ранних стадиях. Это снижает затраты и повышает общую безопасность работ.</p>
<p>Инвестиции в автоматизацию процесса позволят сократить 시간 выполнения проектов, улучшить точность и повысить устойчивость отделки к повреждениям, что, в свою очередь, важно для длительной эксплуатации инфраструктуры.</p>
<h2>Инновационные материалы для повышения долговечности дорожных покрытий</h2>
<p>Использование полимерных добавок в асфальтовых смесях значительно увеличивает устойчивость покрытий к нагрузкам и климатическим условиям. Например, полимеры, такие как SBS (стирол-бутадиевый стирол), обеспечивают улучшение эластичности и сцепления, что позволяет сократить количество трещин и деформаций.</p>
<p>Бетонные покрытия с добавлением фибровых материалов, таких как стекловолокно или пластиковые волокна, способны повышать прочность на сжатие и трещиностойкость. Эти добавки способствуют равномерному распределению нагрузки и предотвращают образование трещин при изменении температур.</p>
<p>Искусственный песок и щебень, полученные из переработанных материалов, активно используются для снижения затрат и повышения прочности. Эти композитные материалы обеспечивают высокую устойчивость к износу и продлевают срок службы дорожных конструкций.</p>
<p>Некоторые компании применяют самовосстанавливающиеся блоки с живыми бактериями, которые активизируются при образовании трещин. Такие технологии обеспечивают автоматическое восстановление повреждений, что существенно снижает расходы на капитальный ремонт.</p>
<p>Покрытия, созданные с использованием нестандартных добавок, таких как наноматериалы, показывают превосходные характеристики по сравнению с традиционными. Она снижает водопоглощение и увеличивает стойкость к воздействию химических веществ и внешних факторов.</p>
<p>Элементы зеленой инфраструктуры, включая пермеабилные материалы, помогают улучшить дренажные свойства покрытия, минимизируя риск появления глубоких трещин в условиях высокой влажности.</p>
<h2>Использование дронов и IoT для мониторинга и обслуживания дорожной инфраструктуры</h2>
<p><img decoding="async" 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" alt="Использование дронов и IoT для мониторинга и обслуживания дорожной инфраструктуры"></p>
<p>Дроны с применением технологий интернета вещей (IoT) предлагают оперативные решения для наблюдения за состоянием автомобильных магистралей. С их помощью осуществляют регулярное сканирование дорожного покрытия, что позволяет выявлять повреждения и дефекты на ранних этапах. Специальные камеры и сенсоры фиксируют параметры, анализируя состояние асфальта, отсутствие трещин или других разрушений.</p>
<p>Системы IoT, интегрированные в дорожную инфраструктуру, собирают данные о нагрузках, температурных колебаниях и уровне трафика. Это позволяет в режиме реального времени отслеживать изменения и прогнозировать необходимость проведения ремонтов. Использование таких устройств обеспечивает точные данные о физическом состоянии объектов и улучшает управление ресурсами.</p>
<p>Дроны могут также скачивать карты повреждений и генерировать отчеты, которые помогают планировать работы по восстановлению и обслуживанию. Это рекомендовано, так как позволяет оптимизировать затраты на ямочный ремонт и другое обслуживание. Внедрение таких технологий сокращает временные затраты и повышает безопасность дорожных работ.</p>
<p>Системы дистанционного контроля позволяют не только наблюдать за состоянием дорог, но и предоставлять информацию для аналитики. Использование больших данных, накопленных через IoT-устройства, способствует построению моделей, выявляющих частые проблемные участки, а соответственно, рациональному распределению бюджетов на ремонты.</p>
<p>Совместное использование дронов и IoT предлагает значительные преимущества как для проектировщиков, так и для операторов. Это обеспечивает надежный мониторинг и позволяет заранее планировать деятельность по обслуживанию сети трасс, что в свою очередь способствует увеличению срока службы дорожной инфраструктуры.</p>
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			</item>
		<item>
		<title>Какие машины применяются для создания обочин дорог</title>
		<link>https://adsk.kz/kakie-mashini-primenyayutsya-dlya-sozdaniya-obochin-dorog/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:52 +0000</pubDate>
				<category><![CDATA[Техника для строительства дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/kakie-mashini-primenyayutsya-dlya-sozdaniya-obochin-dorog/</guid>

					<description><![CDATA[На этапе выполнения работ по обустройству краевых участков автодорог важно выбирать специализированную технику, способную обеспечить стабильность и безопасность конструкции. Для этих целей рекомендуются фрезы и экскаваторы, обладающие высокой маневренностью и производительностью. Они эффективно справляются с задачами по удалению лишнего грунта и засыпке необходимых слоев. Багги и тракторы подходят для планировки и выравнивания поверхности. Эти машины [&#8230;]]]></description>
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" alt="Какие машины применяются для создания обочин дорог" title="Какие машины применяются для создания обочин дорог" /></p>
<p>На этапе выполнения работ по обустройству краевых участков автодорог важно выбирать специализированную технику, способную обеспечить стабильность и безопасность конструкции. Для этих целей рекомендуются фрезы и экскаваторы, обладающие высокой маневренностью и производительностью. Они эффективно справляются с задачами по удалению лишнего грунта и засыпке необходимых слоев.</p>
<p>Багги и тракторы подходят для планировки и выравнивания поверхности. Эти машины обеспечивают равномерное распределение материалов, что способствует долговечности и надежности обочин. Для укладки асфальтовых и специальных дренажных систем целесообразно использовать асфальтоукладчики, которые позволяют достигать заданной толщины покрытия с высокой точностью.</p>
<p>Нельзя забывать и о легких машинах, таких как грейдеры, используемые для создания качественного профиля края проезжей части. Они обеспечивают необходимость в вертикальной и горизонтальной планировке, что существенно снижает риск эрозии и разрушения обочины в дальнейшем. Важным аспектом работы является регулярная проверка состояния техники и её сервисное обслуживание, что гарантирует стабильный результат на протяжении всего срока эксплуатации.</p>
<h2>Гусеничные экскаваторы и их роль в формировании обочин</h2>
<p>Гусеничные экскаваторы идеально подходят для работы на сложных грунтах и неровных поверхностях, что делает их незаменимыми в процессе формирования боковых полос. Эти машины обеспечивают высокую проходимость, что позволяет выполнять работы в условиях ограниченного пространства.</p>
<p>Основное назначение экскаваторов заключается в рытье и перемещении грунта. В случае формирования боковых дорог, экскаваторы могут эффективно удалять верхний слой почвы и создавать нужный профиль. Гусеничное шасси придает устойчивость, что особенно важно на склонах.</p>
<p>Использование специализированных насадок, таких как ковши с различными размерами, позволяет достигать точности при работе. Ковши с расширенной шириной обеспечивают более быстрое и качественное перемещение материала.</p>
<p>Похожие машины могут быть задействованы для сглаживания поверхности и подготовки швов для асфальтирования. Благодаря комбинации экскаваторов и запланированных действий можно гарантировать правильное укладывание дорожных материалов и улучшение водоотведения.</p>
<p>Таким образом, гусеничные экскаваторы играют важную роль в создании боковых полос, обеспечивая высокое качество выполнения работ и подготовку основы для дальнейших этапов дорожного строительства.</p>
<h2>Свайные машины: особенности применения в создании обочин</h2>
<p>Использование свайных средств обеспечивает надежность и долговечность конструкции при формировании боковых участков трасс. Эти устройства внедряются в основание, создавая устойчивую конструкцию, способную выдержать нагрузки от движущихся транспортных средств.</p>
<p>Основное назначение таких агрегатов заключается в углублении свай, что способствует улучшению характеристики грунтов. Отмечается, что внедрение становится особенно актуальным при работе с нестабильными грунтами, где традиционные методы не дают ожидаемого результата.</p>
<p>Ключевые особенности заключаются в высокой производительности и способности работать в ограниченных пространствах. Современные модели оснащены гидравлическими системами, позволяющими существенно сократить время, затрачиваемое на установку. Компактные размеры устройств делают их удобными для применения в условиях, где нужна высокая маневренность.</p>
<p>Ваши требования к защитным элементам могут быть реализованы за счет использования свайных конструкций, способны обеспечить защиту от эрозии и других природных факторов. Они служат прочным основанием, увеличивая срок службы ответственных участков.</p>
<p>Эффективность работы повышается за счет сочетания с другими видами техники, такими как бульдозеры и экскаваторы. Это интегрированное решение позволяет оптимизировать процесс и обеспечить высокое качество выполненных работ.</p>
<p>Следует учитывать, что правильный выбор типа сваи зависит от специфики грунта и требований к нагрузке. Специалисты рекомендуют проводить предварительное исследование грунтов, чтобы определить наилучший вариант конструкции. Таким образом, применение свайных устройств гораздо эффективнее, чем традиционные методы, обеспечивая долговечность и надежность боковых участков инфраструктуры.</p>
<h2>Учивания и принцип работы дорожных грейдеров</h2>
<p>Дорожные грейдеры выполняют важнейшую функцию в процессе выравнивания и планировки полотна. Базовый принцип работы агрегата заключается в использовании длинного лезвия, которое регулируется по высоте и углу наклона. Это позволяет добиться нужного профиля дорожного покрытия.</p>
<p>Грейдеры оснащены системой управления, которая позволяет операторам точно контролировать положение лезвия. Многие современные модели имеют механизмы автоматизации, что упрощает процесс и повышает точность работы.</p>
<p>При планировке грейдер передвигается вдоль дороги, перемещая материал с одной стороны на другую. Это помогает удалять неровности и создавать ровные поверхности. Операторы могут регулировать глубину и угол наклона лезвия в зависимости от конкретных условий участка и требуемого результата.</p>
<p>Параметры работы грейдера могут варьироваться: скорость, нагрузка и угол наклона лезвия подбираются с учётом состояния грунта и целей планировки. Металлические накладки на лезвие обеспечивают долгий срок службы инструмента и позволяют эффективно справляться с различными типами материалов.</p>
<p>С помощью данной техники можно выполнять не только выравнивание, но и формирование дренажных канав, что облегчает отвод стоячей влаги. Правильные настройки и квалифицированная работа оператора обеспечивают долговечность дорожного покрытия и безопасность на дорогах.</p>
<h2>Преимущества использования дорожных катков для укладки обочин</h2>
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" alt="Преимущества использования дорожных катков для укладки обочин"></p>
<p>Применение дорожных катков при формировании краевых участков обладает рядом преимуществ.</p>
<ul>
<li><strong>Высокая плотность</strong>: Дорожные катки обеспечивают равномерное уплотнение, что значительно снижает вероятность образования ям и трещин.</li>
<li><strong>Скорость работы</strong>: Благодаря автоматизации процессов, укладка происходит быстро, что позволяет сократить время строительства.</li>
<li><strong>Качество поверхности</strong>: С помощью катков достигается гладкая и устойчивая поверхность, что положительно сказывается на долговечности.</li>
<li><strong>Универсальность</strong>: Возможность работы на разных типах материалов, включая асфальт и щебень, делает катки подходящими для различных проектов.</li>
<li><strong>Снижение затрат</strong>: Эффективное уплотнение снижает необходимое количество материалов, что ведет к экономии бюджетных средств.</li>
<li><strong>Легкость в управлении</strong>: Современные модели катков оснащены интуитивно понятным управлением, что позволяет минимизировать вероятность ошибок при работе.</li>
</ul>
<p>Эти факторы делают использование дорожных катков при формировании краевых участков рациональным выбором для качественного и быстрого строительства.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Машины для нанесения световозвращающей разметки</title>
		<link>https://adsk.kz/mashini-dlya-naneseniya-svetovozvrashayushej-razmetki/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:51 +0000</pubDate>
				<category><![CDATA[Техника для строительства дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/mashini-dlya-naneseniya-svetovozvrashayushej-razmetki/</guid>

					<description><![CDATA[Выбор специализированных установок, обеспечивающих качественное нанесение дорожной маркировки, следует начинать с изучения их характеристик. Наиболее эффективные варианты используют высококачественные материалы, которые обеспечивают яркость и долговечность разметки. Обратите внимание на машины с системой автоматического контроля расхода краски и материалов, что положительно сказывается на экономии и снижении отходов. Важно учитывать производительность техника. Оптимальный выбор – оборудование, способное [&#8230;]]]></description>
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" alt="Машины для нанесения световозвращающей разметки" title="Машины для нанесения световозвращающей разметки" /></p>
<p>Выбор специализированных установок, обеспечивающих качественное нанесение дорожной маркировки, следует начинать с изучения их характеристик. Наиболее эффективные варианты используют высококачественные материалы, которые обеспечивают яркость и долговечность разметки. Обратите внимание на машины с системой автоматического контроля расхода краски и материалов, что положительно сказывается на экономии и снижении отходов.</p>
<p>Важно учитывать производительность техника. Оптимальный выбор – оборудование, способное обрабатывать не менее 2000 квадратных метров в час. Это обеспечит оперативное выполнение работ даже на значительных участках. Высокая скорость работы позволяет сократить время на выполнение задач, что критично в условиях интенсивного движения.</p>
<p>Среди технологий, используемых в подобных установках, выделяется метод холодного или горячего распыления. Разные подходы оказывают влияние на качество и долговечность покрытия. Для регионов с суровыми климатическими условиями рекомендуется использовать термопластичные материалы, которые обеспечивают лучшие эксплуатационные характеристики при низких температурах.</p>
<p>Дополнительные функции, такие как автоматическое выставление уровня и возможность управления через мобильные приложения, значительно облегчают работу оператора. Работы по разметке требуются не только на дорогах, но и на объектах с высокой проходимостью, таких как парковки и промышленные площадки. Поэтому выбор надёжного оборудования с современными технологиями – залог безопасного и качественного выполнения задач.</p>
<h2>Типы машин для нанесения световозвращающей разметки и их применение</h2>
<p>Существуют несколько классификаций, которые помогают определить подходящий вид техники для обозначения дорожных объектов. Основные типы включают в себя машины с термопластичным материалом, эмульсионным покрытием и распыляющие установки.</p>
<p><strong>Устройства с термопластичным материалом</strong> применяют плавление специальной смеси, которая затем распределяется по поверхности. Эти машины подходят для создания долговечных и стойких к износу линий. Рекомендуется использовать их на магистральных трассах и участках с высокой интенсивностью движения.</p>
<p><strong>Оборудование с эмульсионным покрытием</strong> использует водные растворы с красящими компонентами. Такой вид идеально подходит для короткосрочных проектов, где требуется быстрое обновление разметки. Подходит для населенных пунктов и менее загруженных дорог.</p>
<p><strong>Распылительные установки</strong> предназначены для создания разметки с использованием аэрозолей или краски. Часто применяются в строительстве и ремонте, когда необходимо обеспечить высокую точность и разнообразие форм. Этот тип техники универсален и позволяет работать на ограниченных пространствах.</p>
<p>Для достижения максимального качества рекомендуется проводить регулярное техническое обслуживание выбранного оборудования, а также грамотно планировать работы в зависимости от погодных условий и загруженности трассы. Выбор конкретного типа машины зависит от целей проекта, бюджета и требований к долговечности разметки.</p>
<h2>Технические характеристики машин для разметки: что важно учитывать?</h2>
<p>При выборе техники для создания дорожной маркировки первостепенное значение имеет мощность двигателя. Минимальные требования начинаются от 20 л.с. для работы на небольших участках, в то время как тяжелые модели могут иметь мощность свыше 100 л.с. Это напрямую влияет на производительность и скорость выполнения работ.</p>
<p>Ширина нанесения также играет ключевую роль. Оптимальные параметры варьируются от 10 до 50 см в зависимости от маркировки. Широкие линии подразумевают более крупные установки, что важно учитывать при планировании работ.</p>
<p>Объем бункеров для раскраски должен обеспечивать достаточно долгое время работы без остановок. Рекомендуется, чтобы ёмкость бункера на жидкие материалы превышала 200 литров, что сократит частоту дозаправок и повысит непрерывность процесса.</p>
<p>Система управления тоже имеет значительное значение. Современные модели оснащаются электронными системами, позволяющими наладить автоматическое распределение пигментов и изменять параметры в реальном времени. Это обеспечивает точность и минимизирует отходы материалов.</p>
<p>Материалы, применяемые для конструкций, должны быть устойчивыми к воздействию влаги и механическим повреждениям. Сталь с антикоррозийным покрытием или алюминий − предпочтительные варианты, отражающие надежность и долговечность техники.</p>
<p>Проходимость важна в условиях неспокойных дорожных проектов. Высота клиренса должна быть не менее 25 см, что позволяет успешно перемещаться по неровным участкам и преодолевать любые препятствия.</p>
<p>Также следует учитывать наличие системы очистки. Быстрая и эффективная очистка после работы обеспечивает долгий срок службы агрегатов и уменьшает затраты на обслуживание.</p>
<p>Частота технического обслуживания является важной характеристикой. Оптимальный интервал регламентируется от 100 до 200 моточасов, что позволяет заранее планировать время простоя и профилактику.</p>
<h2>Процесс нанесения разметки: выбор краски и технологии</h2>
<p>При выборе краски для маркировки важно учитывать её светоотражающие характеристики. Для использования на автострадах рекомендуется акриловые или полиуретановые составы, обладающие высокой стойкостью к воздействию внешней среды и механическим повреждениям.</p>
<p>При работе следует применять специальную краску с добавлением стеклянных шариков, которые увеличивают отражение света в ночное время. Степень отражательной способности краски должна соответствовать стандартам ISO 9001.</p>
<p>Технология нанесения может варьироваться в зависимости от типа поверхности. Для асфальта оптимально использовать термопластические составы, которые требуют предварительного нагрева. На бетонных покрытиях эффективнее подойдут холодные или водоразбавляемые краски.</p>
<p>Этап подготовки основы включает в себя очистку от грязи и пыли, что существенно повышает адгезию. Для этого можно использовать специальное оборудование, например, улицы осушительные машины или паровые очистители.</p>
<p>Нанесение слоя производится с учетом температуры и влажности воздуха. Это необходимо для достижения равномерного распределения и предотвращения образования потеков. Как правило, процесс выполняется в несколько этапов, с сушкой между слоями, чтобы обеспечить максимальную прочность покрытия.</p>
<p>При организации работы важно предусмотреть безопасность на объекте, в том числе обеспечить наличие знаков и ограждений вокруг зоны работ.</p>
<h2>Обслуживание и ремонт: как продлить срок службы оборудования</h2>
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" alt="Обслуживание и ремонт: как продлить срок службы оборудования"></p>
<p>Регулярное техническое обслуживание помогает избежать серьезных поломок и продлить срок службы комплекса. Ключевые шаги включают в себя:</p>
<ul>
<li>Проверка состояния рабочих узлов и механизмов на наличие износа и повреждений.</li>
<li>Систематическая очистка деталей от остатков краски и загрязнений, что предотвращает их коррозию.</li>
<li>Смазка подвижных частей в соответствии с рекомендациями производителя для уменьшения трения и износа.</li>
<li>Проверка уровня и состояния масел и технических жидкостей, своевременная замена при необходимости.</li>
</ul>
<p>Важно проводить диагностику системы на наличие утечек и перегревов как можно чаще, что позволит обнаружить проблемы заранее. Рекомендуется:</p>
<ol>
<li>Организовать регулярные проверки каждые 250-500 рабочих часов.</li>
<li>Вести журнал обслуживания с отметками о выполненных процедурах и заменах.</li>
</ol>
<p>Кроме того, обучение операторов правильному обращению с оборудованием минимизирует риск аварий и повреждений. Ключевые моменты:</p>
<ul>
<li>Следить за соблюдением инструкций и рекомендаций по эксплуатации.</li>
<li>Использовать корректные материалы и расходные материалы, чтобы избежать негативного влияния на систему.</li>
</ul>
<p>На случай неисправностей стоит заранее подготовить запасные части и инструменты. Это сэкономит время на ремонте и сократит простои:</p>
<ol>
<li>Иметь на складе наиболее частые комплектующие, такие как фильтры, насадки, подшипники.</li>
<li>Обращаться к квалифицированным специалистам для проведения ремонта, чтобы избежать неоправданных затрат.</li>
</ol>
<p>Соблюдение этих рекомендаций обеспечит надежную работу и долгую эксплуатацию оборудования.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Экскаваторы-погрузчики &#8212; универсальное решение для дорожного строительства</title>
		<link>https://adsk.kz/ekskavatori-pogruzchiki-universalnoe-reshenie-dlya-dorozhnogo-stroitelstva/</link>
					<comments>https://adsk.kz/ekskavatori-pogruzchiki-universalnoe-reshenie-dlya-dorozhnogo-stroitelstva/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:50 +0000</pubDate>
				<category><![CDATA[Техника для строительства дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/ekskavatori-pogruzchiki-universalnoe-reshenie-dlya-dorozhnogo-stroitelstva/</guid>

					<description><![CDATA[При выборе техники для выполнения многофункциональных задач на строительных площадках стоит обратить внимание на экскаваторы-погрузчики. Эти машины способны справляться с бурением, копкой и грузоперевозкой, что делает их идеальными для специфики работ, связанных с созданием и ремонтом дорожной инфраструктуры. Легкость смены навесного оборудования позволяет адаптировать механизмы под поставленные задачи. Например, использование ковша для копания можно быстро [&#8230;]]]></description>
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" alt="Экскаваторы-погрузчики: универсальное решение для дорожного строительства" title="Экскаваторы-погрузчики - универсальное решение для дорожного строительства" /></p>
<p>При выборе техники для выполнения многофункциональных задач на строительных площадках стоит обратить внимание на экскаваторы-погрузчики. Эти машины способны справляться с бурением, копкой и грузоперевозкой, что делает их идеальными для специфики работ, связанных с созданием и ремонтом дорожной инфраструктуры.</p>
<p>Легкость смены навесного оборудования позволяет адаптировать механизмы под поставленные задачи. Например, использование ковша для копания можно быстро заменить на рыхлительное или специализированное устройство. Эта способность экономит время и снижает затраты, особенно в условиях ограниченных сроков.</p>
<p>Наличие поворотного механизма и компактные размеры увеличивают маневренность на участке. Это особенно актуально в условиях городских строек, где пространство может быть ограничено. Правильный выбор модели, специально адаптированной к условиям эксплуатации, повлияет на производительность работ и комфорт сотрудников.</p>
<p>Качество сборки и доступность сервисного обслуживания – важные аспекты, на которые стоит обратить внимание при приобретении техники. Регулярное техническое обслуживание и замена комплектующих обеспечат длительный срок службы, а также предотвратят незапланированные простои. Так, инвестиции в надежное оборудование оправдают себя в процессе эксплуатации.</p>
<h2>Как выбрать экскаватор-погрузчик для конкретных задач в дорожном строительстве</h2>
<p>При выборе экскаватора-погрузчика необходимо учитывать тип задач. Например, для земляных работ следует выбирать модель с мощным мотором и высокой производительностью. Рекомендуется обратить внимание на машины с весом от 10 до 15 тонн для более эффективного копания.</p>
<p>Размышляя о планировке, следует ориентироваться на машины с хорошей маневренностью и компактными габаритами. Это обеспечит комфортную работу в ограниченном пространстве. Ширина модели должна быть не больше 2 метров.</p>
<p>Для работы с тяжелыми материалами нужно выбирать экскаваторы-погрузчики с увеличенной грузоподъемностью. Оптимальные показатели колеблются в пределах 1-2 тонн, что позволит выполнять задачи с удовлетворительными результатами.</p>
<p>Оцените дополнительные функции: гидравлические системы, наличие различных насадок, таких как ковши или рыхлители, значительно увеличивают вариативность задач, которые можно выполнять. Обратите внимание на простоту замены компонентов, чтобы минимизировать время простоя техники.</p>
<p>Также следует обратить внимание на сервисное обслуживание и доступность запчастей. Модели популярных брендов обычно имеют лучшее плечо поддержки, что позволяет быстрее решать возникающие проблемы.</p>
<p>Не забывайте о топливной экономичности. Современные машины предлагают высокую производительность при небольшом расходе топлива, что сказывается на общих затратах эксплуатации.</p>
<p>При выборе стоит также учитывать условия эксплуатации. Для работы в сложных климатических условиях целесообразно приобретать технику с надежной защитой от коррозии и специализированными системами обогрева.</p>
<h2>Технические характеристики экскаваторов-погрузчиков, влияющие на производительность</h2>
<p><strong>Мощность двигателя.</strong> Чем выше мощность, тем легче машина справляется с тяжелыми задачами. Рекомендуется выбирать модели с мощностью от 80 до 120 л.с. для выполнения различных операций без снижения производительности.</p>
<p><strong>Максимальная глубина копания.</strong> Это значение определяет, насколько глубоко техника может работать. Для большинства задач требуется глубина от 4 до 5 метров, что позволяет обрабатывать даже сложные грунты.</p>
<p><strong>Рабочий диапазон стрелы.</strong> Чем больше рабочий радиус, тем меньше перемещений потребуется экскаватору-погрузчику. Модели с диапазоном от 5 до 6 метров являются наиболее универсальными.</p>
<p><strong>Грузоподъемность.</strong> Данная характеристика определяет, сколько материала экскаватор может поднять за один раз. Оптимальные значения находятся в диапазоне от 1 до 1,5 тонн, что позволяет эффективно справляться с большинством задач.</p>
<p><strong>Скорость передвижения.</strong> Для повышения продуктивности желательно выбирать машины с максимальной скоростью около 30 км/ч. Это снижает время на перемещение между рабочими площадками.</p>
<p><strong>Система гидравлики.</strong> Высокая производительность гидравлической системы обеспечивает быструю и точную работу отвалов и ковшей. Рекомендуется обращать внимание на модели с пропускной способностью от 30 до 50 л/мин.</p>
<p><strong>Устойчивость и маневренность.</strong> Хорошая устойчивость достигается за счет широких гусеничных лент или колес. Лучшие модели обеспечивают стабильность даже на неровных участках.</p>
<p>Выбор машины с учетом этих параметров значительно повышает эффективность выполнения задач, что, в конечном итоге, влияет на общую производительность на строительных площадках.</p>
<h2>Обслуживание и профилактика экскаваторов-погрузчиков: что нужно знать</h2>
<p>Регулярная замена масла и фильтров – один из приоритетных этапов ухода за машиной. Замена масла должна проводиться каждые 250-500 часов работы, в зависимости от условий эксплуатации. Фильтры требуется менять одновременно с маслом, чтобы обеспечить чистоту системы.</p>
<p>Проверка состояния гидравлической системы также занимает важное место в плане профилактики. Необходимо осматривать шланги на наличие трещин и износа, а также следить за уровнем гидравлической жидкости. Уровень должен быть в пределах нормы, так как это напрямую влияет на производительность.</p>
<p>Состояние резины – еще одна ключевая деталь. Исключите эксплуатацию транспортного средства с изношенными шинами, так как это может привести к серьезным авариям и повышенному расходу топлива. Может потребоваться замена покрышек каждый 1-3 года, в зависимости от интенсивности использования.</p>
<p>Не забывайте о проверке тормозной системы. Регулярная диагностика на наличие малой или высокой чувствительности тормозов позволит избежать экстренных ситуаций. Также следует следить за состоянием тормозных колодок и дисков.</p>
<p>Электрическая система экскаватора требует особого внимания. Периодически проверяйте аккумуляторы, контакты и предохранители. Поддержание батареи в хорошем состоянии гарантирует надежность запуска машины.</p>
<p>Рекомендуется не опускать уровень очистки и смазки подвижных механизмов. Осмотрите детали на наличие ржавчины и коррозии. Используйте специальную смазку в соответствии с рекомендациями производителя.</p>
<p>Плановые осмотры, а также ведение журнала работы позволяют сохранять историю технического состояния машины. Это поможет идентифицировать возможные проблемы заранее и минимизировать время простоя.</p>
<p>Поддержание техники в исправном состоянии продлевает срок службы и способствует эффективному выполнению задач. Качественный уход и плановые проверки станут залогом надежности в различных условиях.</p>
<h2>Оптимизация работы экскаваторов-погрузчиков на стройплощадках: советы и рекомендации</h2>
<p>Использование поворотных манипуляторов значительно ускоряет и улучшает процесс погрузки и выгрузки материалов. Рекомендуется тщательно настраивать оборудование перед началом работ.</p>
<ul>
<li>Регулярно проверять уровень масла и охладительной жидкости, чтобы избежать перегрева агрегата.</li>
<li>Своевременно заменять фильтры и масла, улучшая общую производительность машины.</li>
<li>Использовать гидравлические адаптеры, обеспечивающие однородное распределение нагрузки, что повышает стабильность.</li>
</ul>
<p>Правильная организация рабочего пространства играет ключевую роль в эффективности. Необходимо заранее составить план расположения материалов и оборудования.</p>
<ol>
<li>Создать четкие маршруты для передвижения техники, чтобы исключить заторы.</li>
<li>Собрать все необходимые инструменты и аксессуары в пределах досягаемости, чтобы сократить время на их поиск.</li>
<li>Регулярно проводить обучение операторов по эффективным техникам работы с устройствами.</li>
</ol>
<p>Также стоит обратить внимание на использование дополнительных навесных устройств, таких как отвал для грейдирования или гидромолот для разрушительных работ. Это расширит функционал и уменьшит необходимость в дополнительной технике.</p>
<ul>
<li>Наладить постоянную коммуникацию между командами для оптимизации процессов.</li>
<li>Использовать техники управления рисками, чтобы предотвратить простой техники.</li>
<li>Разработать систему учета рабочего времени и выполненных операций для повышения прозрачности и контроля.</li>
</ul>
<p>Суммарно, анализ и оптимизация всех аспектов работы экскаваторов-погрузчиков на строительной площадке приводят к значительному улучшению общей эффективности работ. Внедрение предложенных мер позволит добиться более высоких результатов при выполнении задач.</p>
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		<title>Роль спецтехники при строительстве мостов и путепроводов</title>
		<link>https://adsk.kz/rol-spetstexniki-pri-stroitelstve-mostov-i-puteprovodov/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:46 +0000</pubDate>
				<category><![CDATA[Техника для строительства дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/rol-spetstexniki-pri-stroitelstve-mostov-i-puteprovodov/</guid>

					<description><![CDATA[Использование специализированного оборудования значительно упрощает процесс возведения и реконструкции соединений через водные преграды и транспортные артерии. Для успешного завершения проектов необходимо комплексное применение грузоподъемных машин, экскаваторов, бетононасосов и других устройств, обеспечивающих высокое качество и скорость выполнения работ. Гусеничные и колесные экскаваторы отличаются высокой маневренностью и способны выполнять задачи по копке, выемке и перемещению строительных материалов. [&#8230;]]]></description>
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" alt="Роль спецтехники при строительстве мостов и путепроводов" title="Роль спецтехники при строительстве мостов и путепроводов" /></p>
<p>Использование специализированного оборудования значительно упрощает процесс возведения и реконструкции соединений через водные преграды и транспортные артерии. Для успешного завершения проектов необходимо комплексное применение грузоподъемных машин, экскаваторов, бетононасосов и других устройств, обеспечивающих высокое качество и скорость выполнения работ.</p>
<p><strong>Гусеничные и колесные экскаваторы</strong> отличаются высокой маневренностью и способны выполнять задачи по копке, выемке и перемещению строительных материалов. Правильный выбор модели снижает затраты на подготовку площадки, а также повышает безопасность труда. Использование экскаваторов с длинным стрелом позволяет работать в труднодоступных местах, что особенно актуально при закладке свай и опор.</p>
<p>Для транспортировки тяжелых и объемных конструкций необходимо применять <strong>мобильные краны</strong>, обеспечивающие быстрое перемещение и монтаж элементов. Модели с высокой грузоподъемностью и большим вылетом способны обеспечивать выполнение сложных манипуляций, включая установку пролетных балок и других конструктивных деталей.</p>
<p><em>Бетононасосы</em> играют важную роль в обеспечении качественной заливки бетона в ограниченных пространствах, что особенно критично при работе на высоте или в сложных климатических условиях. Использование специальных насадок позволяет контролировать подачу бетона с высокой точностью, что минимизирует риски образования пустот и дефектов.</p>
<p>Эффективная организация работы с использованием перечисленного оборудования обеспечивает не только своевременное завершение мероприятий, но и долгосрочную эксплуатационную надежность объектов, тем самым отвечая современным требованиям к качеству инфраструктуры.</p>
<h2>Выбор экскаваторов для земляных работ при строительстве мостов</h2>
<p>При выборе экскаваторов для выполнения земляных задач необходимо учитывать несколько ключевых факторов.</p>
<ol>
<li><strong>Тип экскаватора:</strong>
<ul>
<li>Гусеничные экскаваторы подходят для работы на сложных территориях, обеспечивая стабильность на мягком грунте.</li>
<li>Колесные модели имеют превосходную маневренность и подходят для ровных участков.</li>
</ul>
</li>
<li><strong>Рабочая масса:</strong> Оптимальный вес машины должен соответствовать видимым нагрузкам. Обычно, для средних и крупных объектов выбирают экскаваторы весом от 15 до 50 тонн.</li>
<li><strong>Глубина копания:</strong> Необходимо оценить глубину необходимых выемок. Модели с глубиной копания от 4 до 8 метров решают большинство задач.</li>
<li><strong>Дополнительное оборудование:</strong> Выбор специального навесного оборудования, такого как ковши различной формы и размеров, упрощает работу с различными материалами и позволяет расширять функционал техники.</li>
<li><strong>Производительность:</strong> Степень производительности определяется рабочей скоростью и объемом за один проход. Лучше выбирать экскаваторы с высокой производительностью для быстроты выполнения операций.</li>
<li><strong>Топливная эффективность:</strong> Учитывается для снижения затрат на эксплуатацию. Экскаваторы, оснащенные современными двигателями, как правило, потребляют меньше топлива.</li>
<li><strong>Доступность запчастей и обслуживание:</strong> Выбор моделей известных брендов гарантирует легкость в поиске запчастей и квалифицированного сервиса.</li>
</ol>
<p>Анализируя перечисленные аспекты, можно более точно подойти к подбору экскаватора для конкретных задач. Это обеспечит выполнение проектов в срок и с минимальными затратами.</p>
<h2>Использование краностойких машин для монтажа стальных конструкций</h2>
<p>Для монтажа стальных элементов требуется использование краностойких машин, таких как автокраны с высоким lifting capacity, которые обеспечивают точность и безопасность подъемных процессов. При выборе оборудования стоит учитывать не только максимальную грузоподъемность, но и радиус действия, что критично для установки крупных секций.</p>
<p>Рекомендуется использовать машины, оборудованные специальными захватами для стальных конструкций, что облегчает процесс маневрирования и уменьшает риск повреждений. Автокраны могут быть дополнительно оснащены системами стабилизации, которые позволяют работать на неровной поверхности. Для повышения мобильности применяются машины на гусеничном или колесном ходе.</p>
<p>Кроме того, важно внедрять технологии дистанционного управления, которые помогают снизить влияние человеческого фактора и минимизировать риски на площадке. Специалисты должны проходить обучение по эксплуатации краностойких машин для повышения уровня безопасности и эффективности работ.</p>
<p>Использование специализированных автокранов с захватами и системами контроля способствует сокращению времени монтажа и повышению общей надежности конструкций, что критически важно для успешного завершения проектов.</p>
<h2>Современные технологии для оптимизации работы бетономешалок на стройплощадке</h2>
<p>Использование систем GPS для отслеживания местоположения бетономешалок позволяет повысить точность распределения ресурсов. Эти технологии минимизируют время ожидания и уменьшает затраты на топливо.</p>
<p>Автоматизированные системы управления обеспечивают стабильность процесса замеса. Использование специализированного программного обеспечения для контроля времени, последовательности загрузки ингредиентов и температуры смеси значительно снижает риск ошибок и улучшает качество бетона.</p>
<p>Сенсорные устройства, внедряемые в бетономешалки, позволяют мониторить уровень загрузки в реальном времени. Эта информация оптимизирует график движения и обеспечивает максимальную загрузку без перегрева техники.</p>
<p>Альтернативные источники энергии, такие как электромоторы, становятся все более популярными, что позволяет уменьшить выбросы и экономить на топливе. Они также снижают уровень шума на стройплощадке, что важно для соседних территорий.</p>
<p>Интеграция бетономешалок с системами облачных технологий позволяет собирать и анализировать данные о производительности техники. На основе этих данных можно оптимизировать логистику и улучшать планирование работ.</p>
<p>Совмещение бетономешалок с насосами для подачи бетона устраняет необходимость в дополнительной технике. Это упрощает процесс и сокращает время для выполнения задач.</p>
<p>Внедрение мобильных приложений для управления бетономешалками обеспечивает возможность дистанционного контроля работы техники. Это сокращает время реакции на изменения на площадке и позволяет быстрее принимать решения.</p>
<h2>Анализ необходимости применения грузовых автомобилей для доставки материалов</h2>
<p>Важными аспектами являются:</p>
<ul>
<li>Вместимость: Грузовики позволяют транспортировать большие объемы материалов за одну перевозку, что минимизирует количество рейсов и затраты на логистику.</li>
<li>Универсальность: Применение различных типов грузовых автомобилей (самосвалы, контейнеровозы, фургоны) предоставляет возможность адаптироваться под специфические нужды проекта.</li>
<li>Проходимость: Современные модели способны передвигаться по сложным маршрутам и на пересеченной местности, что делает возможной доставку в труднодоступные районы.</li>
</ul>
<p>Расчет маршрута и времени доставки играет значительную роль в оптимизации затрат. <strong>Грузовые автомобили</strong> обеспечивают реализацию планов с учетом различных факторов, таких как погода, состояние дорог и доступность площадки.</p>
<p><em>Статистика</em>: согласно исследованию, проведенному в 2022 году, использование грузовых автомобилей увеличивает скорость доставки на 30% по сравнению с альтернативными методами. Это сокращение времени влияет на общую производительность и позволяет снизить временные затраты на проект.</p>
<p>С практической точки зрения, внедрение технологий мониторинга позволяет отслеживать местоположение и состояние груза, что дополнительно повышает безопасность и надежность доставки.</p>
<p>Таким образом, <strong>грузовые автомобили</strong> становятся необходимым инструментом для успешного выполнения проектных задач, что прямо влияет на эффективность всех этапов процесса.</p>
]]></content:encoded>
					
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		<title>Современные асфальтосмесительные установки &#8212; что важно знать</title>
		<link>https://adsk.kz/sovremennie-asfaltosmesitelnie-ustanovki-chto-vazhno-znat/</link>
					<comments>https://adsk.kz/sovremennie-asfaltosmesitelnie-ustanovki-chto-vazhno-znat/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:45 +0000</pubDate>
				<category><![CDATA[Техника для строительства дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/sovremennie-asfaltosmesitelnie-ustanovki-chto-vazhno-znat/</guid>

					<description><![CDATA[При выборе оборудования для приготовления асфальта стоит обратить внимание на уровень автоматизации процессов. Установки с высоким уровнем автоматизации позволяют значительно снизить влияние человеческого фактора на качество готовой продукции. Обратите внимание на наличие систем управления, которые позволяют осуществлять мониторинг всех этапов производства в режиме реального времени. Эффективность работы оборудования во многом зависит от типа используемых сушек [&#8230;]]]></description>
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" alt="Современные асфальтосмесительные установки: что важно знать" title="Современные асфальтосмесительные установки - что важно знать" /></p>
<p><strong>При выборе оборудования для приготовления асфальта стоит обратить внимание на уровень автоматизации процессов.</strong> Установки с высоким уровнем автоматизации позволяют значительно снизить влияние человеческого фактора на качество готовой продукции. Обратите внимание на наличие систем управления, которые позволяют осуществлять мониторинг всех этапов производства в режиме реального времени.</p>
<p><strong>Эффективность работы оборудования во многом зависит от типа используемых сушек и смесителей.</strong> Оптимально, если в конструкции предусмотрены дробилки и рециркуляционные системы. Эти компоненты помогают обеспечить более однородную смесь и уменьшают расход материалов, что напрямую сказывается на экономической стороне вопроса.</p>
<p><strong>Выбор топлива и источника энергии также является важным аспектом.</strong> Альтернативные источники, такие как электричество или биомасса, могут значительно сократить затраты и снизить экологический след. Энергоэффективные модели обладают высокими показателями экономии расходов на топливо.</p>
<p><strong>Необходимо учитывать также параметры мобильности установки.</strong> Мобильные модели идеальны для условий с частыми перемещениями. Это позволяет быстро переоборудовать участок и начать работу без значительных затрат времени и ресурсов.</p>
<h2>Выбор типа асфальтосмесительной установки для конкретных условий работы</h2>
<p>При выборе оборудования критически важно учитывать специфику проектов. Для крупных строительных компаний, работающих на больших объемах, рекомендуется выбирать установку с высокими производственными показателями, такими как барабанные модели. Они обеспечивают быструю и качественную смесь, что позволяет сократить время выполнения работ.</p>
<p>Если планируется работа в условиях ограниченного пространства, имеет смысл рассмотреть компактные варианты, которые можно легко транспортировать и устанавливать непосредственно на объекте. Такие устройства нередко включают системы цикличного смешивания, что упрощает процесс замешивания.</p>
<p>Для использования в условиях низких температур подойдут установки с преднагревом инертных материалов. Это позволит предотвратить преждевременное затвердевание смеси и обеспечит ее нужные характеристики даже в морозную погоду.</p>
<p>Обратите внимание на тип используемых материалов. Если в проекте планируется работа с щебнем и песком разных фракций, целесообразно выбрать модель, допускающую работу с несколькими типами инертных материалов одновременно. Это повысит гибкость решения задач.</p>
<p>Экономические аспекты также играют немаловажную роль. Для частных подрядчиков, работающих на небольших участках, использование более доступных моделей с менее сложным процессом может привести к экономии бюджета. Это чаще всего барабанные установки, которые обеспечивают стабильное качество за разумные деньги.</p>
<p>Не забывайте об установках с автоматизированной системой управления. Это может значительно снизить трудозатраты и повысить точность дозирования компонентов, что сказательно отразится на качестве готовой смеси. Такие системы особенно полезны при выполнении сложных проектов.</p>
<h2>Технические характеристики, влияющие на производительность и качество асфальта</h2>
<p>Рекомендуется обращать внимание на мощность установки, измеряемую в тоннах в час. Чем выше эта величина, тем больше объем смеси может быть произведен за единицу времени, что напрямую влияет на возможности выполнения крупных проектов.</p>
<p>Качество используемых компонентов играет немалую роль. Наличие точных систем дозирования позволяет поддерживать заданные пропорции щебня, песка и битума, что положительно сказывается на прочности и долговечности конечного продукта.</p>
<p>Температура обработки также критична. Поддержание необходимого температурного режима обеспечивает равномерное распределение компонентов и предотвращает образование дефектов. Оптимальная температура для большинства смесей варьируется от 150 до 180 градусов Цельсия.</p>
<p>Система управления, включая автоматизацию процессов, значительно ускоряет производствo и минимизирует ошибки. Современные индикационные панели и программы мониторинга позволяют оперативно получать данные о состоянии установки, что способствует своевременному реагированию на отклонения.</p>
<p>Не менее важным является размер и конструкции смесителя. Роторные и барабанные устройства имеют свои преимущества, влияющие на качество перемешивания, время обработки и, как следствие, характеристики получаемой смеси.</p>
<p>Наличие системы противодействия перегреву смеси также стоит рассмотреть. Это позволяет минимизировать риски перегрева и образования «мокрых» пятен в конечном продукте.</p>
<h2>Уход и обслуживание асфальтосмесительных установок: ключевые моменты</h2>
<p>Регулярная очистка всех составляющих, включая мешалки, бункеры и транспортеры, предотвращает накопление остатков компонентов, что может вызвать коррозию или снижение производительности. Рекомендуется выполнять очистку после каждой смены работы или в конце дня.</p>
<p>Контроль за состоянием фильтров необходимо осуществлять еженедельно. Загрязненные фильтры снижают эффективность установки и могут привести к повреждениям. В случае сбоя в фильтрах рекомендуется их замена на новые соответствующие модели.</p>
<p>Проверка уровня смазочных материалов в редукторах и других механизмах требует регулярного выполнения. Запланированные замены масла должны осуществляться в соответствии с указаниями производителя. Неправильные уровни смазки могут вызвать износ деталей.</p>
<p>Измерение температуры происходит с применением термопар и датчиков. Регулярный контроль важно выполнять для поддержания качества получаемого асфальта и избегания перегрева агрегатов.</p>
<p>Калибровка весов, используемых для взвешивания ингредиентов, должна проводиться не реже одного раза в месяц или при выявлении несоответствий в готовом продукте. Это гарантирует корректные пропорции и высокое качество асфальта.</p>
<p>Анализ состояния электрической системы необходимо проводить каждые три месяца. Отключение от сети стоит выполнять только в отключенном состоянии оборудования во избежание короткого замыкания.</p>
<p>Регулярные проверки и ремонт механических узлов, таких как подшипники и шестерни, продляют срок службы установки. При звуках скрипа или стуков следует немедленно выявить причину и устранить ее.</p>
<p>Рекомендовано проводить ежегодный технический осмотр всей установки с привлечением профессионалов. Это позволит выявить скрытые дефекты и предотвратить серьезные поломки.</p>
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		<title>Как выбрать технику для укладки временных дорог</title>
		<link>https://adsk.kz/kak-vibrat-texniku-dlya-ukladki-vremennix-dorog/</link>
					<comments>https://adsk.kz/kak-vibrat-texniku-dlya-ukladki-vremennix-dorog/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:44 +0000</pubDate>
				<category><![CDATA[Техника для строительства дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/kak-vibrat-texniku-dlya-ukladki-vremennix-dorog/</guid>

					<description><![CDATA[При планировании укладки проезжей части рекомендуется использовать специализированную технику, обладающую высокой маневренностью и мощностью. Важно обращать внимание на модели с хорошими характеристиками по нагрузке, что позволит добиться необходимой прочности на различных типах грунта. Ковши самосвалов играют ключевую роль в транспортировке строительных материалов. Стоит рассмотреть машины с возможностью быстрой замены навесного оборудования. Это значительно упростит процесс [&#8230;]]]></description>
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" alt="Как выбрать технику для укладки временных дорог" title="Как выбрать технику для укладки временных дорог" /></p>
<p>При планировании укладки проезжей части рекомендуется использовать специализированную технику, обладающую высокой маневренностью и мощностью. Важно обращать внимание на модели с хорошими характеристиками по нагрузке, что позволит добиться необходимой прочности на различных типах грунта.</p>
<p>Ковши самосвалов играют ключевую роль в транспортировке строительных материалов. Стоит рассмотреть машины с возможностью быстрой замены навесного оборудования. Это значительно упростит процесс адаптации техники к изменяющимся условиям работы.</p>
<p>Наличие компактных экскаваторов может повысить общую продуктивность работ. Благодаря их малым размерам, они способны выполнять задачи в ограниченных пространствах, что немаловажно для временных дорожек, размещенных в сложных условиях.</p>
<p>Для уплотнения свежезалитого покрытия целесообразно использовать вибрирующие катки. Выбирайте модели с высоким весом и хорошей системой вибрации, что позволит достичь максимальной плотности материала. Не забудьте также учесть топливную эффективность техники, чтобы оптимизировать затраты в процессе укладки.</p>
<h2>Оценка типов техники для выполнения конкретных задач</h2>
<p>Рекомендуется обращать внимание на специализированные машины, такие как грейдеры и катки. Грейдеры используют для выравнивания и создания профиля, в то время как катки обеспечивают уплотнение разных видов покрытия.</p>
<p><strong>Грейдеры</strong> подходят для создания ровной поверхности, особенно на подготовительных этапах. Выбор модели зависит от требуемой ширины обработки и глубины, учитывая геометрию местности.</p>
<p><strong>Катки</strong> обеспечивают плотность и прочность оснований. Важно учитывать массу и тип рабочего органа; гладкие катки эффективны на асфальте, а беоски для угловых участков.</p>
<p>При выполнении работ на сложных участках из-за рельефа или доступа к ним может потребоваться <strong>мини-гусеничный экскаватор</strong>. Эти машины обеспечивают маневренность и высокую производительность даже в ограниченных пространствах.</p>
<p>Электрические машины становятся все более востребованными благодаря экологическим требованиям и снижению эксплуатационных расходов. Выбирать между дизельными и электрическими вариантами следует на основе средних затрат на топливо и техническое обслуживание.</p>
<p><strong>Техника с высоким клиренсом</strong> необходима для работы на пересеченной местности. Эти машины менее подвержены поломкам на неровностях и могут обеспечить надежную работу в тяжелых условиях.</p>
<p>Автогрейдеры с функцией автоматического управления и GPS позволяют достигать высокой точности при создании конструкций и планировке. Применение технологий контроля уровня способствует снижению времени и улучшению качества.</p>
<p>При выполнении задачи важно учитывать не только специфические характеристики машин, но и наличие запчастей и сервисного обслуживания на местном уровне. Это обеспечит минимизацию простоя и оптимизацию затрат на ремонт.</p>
<h2>Критерии выбора оснастки в зависимости от условий работы</h2>
<p>Основным фактором для подбора оборудования становится тип грунта. Если планируется работа на мягких, болотистых почвах, необходимы машины с высокой проходимостью и широкими колесами или гусеницами. В таких случаях стоит обратить внимание на бульдозеры, экскаваторы внедорожного типа или специальные укладчики.</p>
<p>Следующий аспект – климатические условия. В холодный сезон важно использовать технику, способную работать при низких температурах. Для этого подойдут модели с обогревом моторов и системой защиты от замерзания. В жарком климате требуется оборудование с эффективной системой охлаждения, чтобы предотвратить перегрев.</p>
<p>Площадь предполагаемых работ также влияет на выбор. При ограниченном пространстве рекомендуется применять компактные устройства, такие как мини-гусеничные экскаваторы или малогабаритные подъёмники. Они способны маневрировать на небольших участках и выполнять задачи с высокой точностью.</p>
<p>На этапах подготовки и уплотнения дороги необходимо учитывать наличие специализированной оснастки. Важно использовать виброкатки или катки с механической системой уплотнения для достижения необходимой прочности покрытия. Также стоит обратить внимание на качество рабочих органов: лопаты, фрезы и другие элементы, влияющие на результат работ.</p>
<p>Финансовые затраты тоже играют роль при выборе оснастки. Стоит проанализировать стоимость ремонта и обслуживания оборудования. Рекомендуется отдавать предпочтение технике с доступными запасными частями и высококачественным сервисным обслуживанием, что снизит общие расходы в процессе эксплуатации.</p>
<h2>Сравнение затрат на содержание и эксплуатацию разных моделей</h2>
<p><img decoding="async" 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" alt="Сравнение затрат на содержание и эксплуатацию разных моделей"></p>
<p>Обоснование выбора моделей для выполнения задач включает в себя анализ затрат на содержание и эксплуатацию. Ниже представлена таблица с основными параметрами различных машин, широко используемых в данной сфере.</p>
<table border="1">
<tr>
<th>Модель</th>
<th>Стоимость обслуживания в год (тенге)</th>
<th>Расход топлива (л/ч)</th>
<th>Производительность (м²/ч)</th>
<th>Стоимость аренды (тенге/день)</th>
</tr>
<tr>
<td>Модель A</td>
<td>1,200,000</td>
<td>15</td>
<td>200</td>
<td>25,000</td>
</tr>
<tr>
<td>Модель B</td>
<td>950,000</td>
<td>12</td>
<td>180</td>
<td>22,000</td>
</tr>
<tr>
<td>Модель C</td>
<td>1,500,000</td>
<td>18</td>
<td>220</td>
<td>30,000</td>
</tr>
<tr>
<td>Модель D</td>
<td>1,100,000</td>
<td>14</td>
<td>190</td>
<td>24,000</td>
</tr>
</table>
<p>Модель B представляется наиболее экономичной с точки зрения затрат на содержание и расхода топлива. Модель C, несмотря на наивысшую производительность, требует большей суммы на обслуживание и топливо. Модели A и D имеют схожие затраты, но различия в производительности могут влиять на выбор в зависимости от специфики проекта.</p>
<p>Рекомендуется проводить детальное сопоставление данных по каждому объекту работ, учитывая среднюю продолжительность эксплуатации и региональные особенности. Это позволит добиться более точного анализа и оптимального выбора.</p>
<h2>Подбор техники с учётом сезонных изменений и климатических условий</h2>
<p><img decoding="async" 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" alt="Подбор техники с учётом сезонных изменений и климатических условий"></p>
<p>При выборе машин важно учитывать погодные условия и время года. Суровые зимы требуют использования снегопогрузчиков и бульдозеров с гусеничными движками для работы на обледенелых участках. Летние дожди активизируют использование экскаваторов и самосвалов с хорошей проходимостью, чтобы избежать провалов в рыхлой земле.</p>
<p>Рекомендуется анализировать следующие аспекты:</p>
<ul>
<li><strong>Зимний период:</strong>
<ul>
<li>Обеспечение наличия техники с гусеничным ходом для повышения устойчивости на снегу и льду.</li>
<li>Использование погрузчиков с высокой мощностью для удаления снега и создания проездов.</li>
</ul>
</li>
<li><strong>Летний период:</strong>
<ul>
<li>Применение колесной техники для работы на сухих и твердых участках.</li>
<li>Подбор машин с хорошей системой дренажа для предотвращения затопления участков во время дождей.</li>
</ul>
</li>
<li><strong>Весна:</strong>
<ul>
<li>Фокус на экскаваторах для работы с грязью и рекультивации почвы после таяния снега.</li>
<li>Мобилизация грунтовых катков для уплотнения свежих слоев.</li>
</ul>
</li>
<li><strong>Осень:</strong>
<ul>
<li>Выбор техники с возможностью работы в условиях непогоды, таких как дожди и сильный ветер.</li>
<li>Использование многофункциональных машин для подготовки участков к зимнему сезону.</li>
</ul>
</li>
</ul>
<p>Сравнение характеристик машин позволит определиться с наиболее подходящими вариантами. Учет особенностей местности, климата и сезона повлияет на успешность и безопасность выполнения задач.</p>
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			</item>
		<item>
		<title>Бульдозеры в дорожных работах &#8212; применение и характеристики</title>
		<link>https://adsk.kz/buldozeri-v-dorozhnix-rabotax-primenenie-i-xarakteristiki/</link>
					<comments>https://adsk.kz/buldozeri-v-dorozhnix-rabotax-primenenie-i-xarakteristiki/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:43 +0000</pubDate>
				<category><![CDATA[Техника для строительства дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/buldozeri-v-dorozhnix-rabotax-primenenie-i-xarakteristiki/</guid>

					<description><![CDATA[Для успешного осуществления земляных работ и разработки площадок в строительстве рекомендуется обратить внимание на технику, предназначенную для выполнения тяжелых задач. Использование специализированных машин помогает ускорить процесс и повысить качество выполняемых операций. Эффективные решения для разработки территории включают различные модели, обладающие уникальными конструктивными особенностями. На практике важно учитывать такие параметры, как мощность двигателя, размер рабочего органа [&#8230;]]]></description>
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alt="Бульдозеры в дорожных работах: применение и характеристики" title="Бульдозеры в дорожных работах - применение и характеристики" /></p>
<p>Для успешного осуществления земляных работ и разработки площадок в строительстве рекомендуется обратить внимание на технику, предназначенную для выполнения тяжелых задач. Использование специализированных машин помогает ускорить процесс и повысить качество выполняемых операций. Эффективные решения для разработки территории включают различные модели, обладающие уникальными конструктивными особенностями.</p>
<p>На практике важно учитывать такие параметры, как мощность двигателя, размер рабочего органа и производительность. Эти характеристики определяют, в каких условиях оборудование будет максимально эффективно. Например, модели с большим уровнем мощности и широкими лопатами идеально подходят для перемещения больших объемов грунта.</p>
<p>Следует также учесть маневренность и устойчивость техники, особенно при работе в ограниченных пространствах или на наклонных участках. Компактные и надежные машины позволяют выполнять задачи без опасений за безопасность и устойчивость. Также стоит рассмотреть возможность оснащения дополнительными инструментами для выполнения специфических задач, таких как выемка или планировка боковых откосов.</p>
<h2>Специфика использования бульдозеров при муниципальных дорожных проектах</h2>
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" alt="Специфика использования бульдозеров при муниципальных дорожных проектах"></p>
<p>При строительстве новых трасс или восстановлении существующих объектов важно учитывать тип грунта и рельеф. Для работы на сложных участках с каменистыми или рыхлыми материалами подходят модификации с высокой мощностью и специальными ножами, которые способны справиться с различными препятствиями и эффективно срезать неровности.</p>
<p>Для муниципальных нужд целесообразно использовать технику с системой автоматического выравнивания, что обеспечивает точность и сокращает время на выполнение операций. Также стоит обратить внимание на возможность установки дополнительных приспособлений, таких как рыхлители или щетки, что расширяет функционал машин и позволяет выполнять более широкий спектр задач.</p>
<p>Важно помнить о регулярном обслуживании техники. Правильная эксплуатация и своевременный профилактический ремонт значительно повышают срок службы. Рекомендуется проводить периодическую подготовку техники согласно эксплуатационному регламенту и учитывать местные климатические условия при планировании работ.</p>
<p>Экономическая сторона также играет значимую роль. В большинстве случаев аренда машин может быть более рациональной по сравнению с покупкой, что позволяет существенно сократить финансовые расходы при короткосрочных проектах.</p>
<p>Кроме того, важно обеспечить качественную подготовку операторов. Обучение навыкам управления и техническому обслуживанию значительно снижает риск аварий и повреждений техники, что в свою очередь обеспечивает безопасность и стабильность выполнения муниципальных приказов.</p>
<h2>Ключевые характеристики бульдозеров для работы с различными типами грунта</h2>
<p>Для оптимизации производительности техники в зависимости от типа грунта следует учитывать следующие параметры.</p>
<table>
<tr>
<th>Тип грунта</th>
<th>Масса машины (кг)</th>
<th>Мощность двигателя (л.с.)</th>
<th>Тип рабочего органа</th>
<th>Ширина отвалов (м)</th>
</tr>
<tr>
<td>Песчаный</td>
<td>15000 &#8212; 20000</td>
<td>200 &#8212; 300</td>
<td>Гладкий отвал</td>
<td>3.0 &#8212; 3.5</td>
</tr>
<tr>
<td>Глинистый</td>
<td>20000 &#8212; 25000</td>
<td>250 &#8212; 350</td>
<td>Зубчатый отвал</td>
<td>3.5 &#8212; 4.0</td>
</tr>
<tr>
<td>Супесь</td>
<td>18000 &#8212; 24000</td>
<td>220 &#8212; 330</td>
<td>Гладкий или зубчатый отвал</td>
<td>3.2 &#8212; 4.0</td>
</tr>
<tr>
<td>Скальный</td>
<td>25000 &#8212; 30000</td>
<td>350 &#8212; 450</td>
<td>Зубчатый отвал с ударной системой</td>
<td>3.5 &#8212; 4.5</td>
</tr>
</table>
<p>Для песчаных грунтов предпочтительно использовать машины с легкой массой и гладкими отвалами, что позволяет минимизировать уплотнение. Для глинистых типов необходимо выбирать более мощные агрегаты с зубчатыми лезвиями, так как это обеспечивает лучшее сцепление и процесс расчистки. Применение скальных отвалов рекомендуется для тяжелых и каменистых участков.</p>
<p>Важно учесть ширину отвалов, которая влияет на производительность: чем шире, тем быстрее осуществляется работа, однако следует быть внимательными к маневренности в ограниченных пространствах.</p>
<h2>Выбор бульдозера в зависимости от масштабов и задач дорожного строительства</h2>
<p>При выборе машины необходимо учитывать масштаб проводимых мероприятий и специфические требования проекта.</p>
<ol>
<li>
<p><strong>Малые проекты:</strong></p>
<p>Для небольших объектов, таких как усовершенствование тротуаров или малых парковок, подойдут мини-экземпляры с мощностью от 50 до 80 л.с. Они обеспечивают хорошую маневренность и минимальные затраты на топливо.</p>
</li>
<li>
<p><strong>Средние проекты:</strong></p>
<p>Для выполнения работ средней сложности, таких как подготовка площадок под строительство или укладка мелких дорог, лучше обратить внимание на машины с мощностью от 100 до 200 л.с. Эти модели оснащены более широкими лопастями и способны обрабатывать большие объемы грунта.</p>
</li>
<li>
<p><strong>Крупные проекты:</strong></p>
<p>При реализации крупных объектов инфраструктуры, таких как автобаны или промышленные зоны, следует выбирать мощные модели свыше 250 л.с. Они способны справляться с тяжелыми условиями, такими как плотные или каменистые грунты.</p>
</li>
</ol>
<p>Выбор подходящего агрегата зависит не только от размеров, но и от типа работ:</p>
<ul>
<li><strong>Выемка грунта:</strong> лучше подойдут машины с высокой рабочей мощностью и устойчивостью.</li>
<li><strong>Планировка поверхности:</strong> выбирайте модели с эффективными лопастями для равномерного распределения.</li>
<li><strong>Перемещение материалов:</strong> необходимо учитывать грузоподъемность и мощность.</li>
</ul>
<p>Не забудьте обратить внимание на доступность запчастей и сервисного обслуживания. Сравните технические параметры, чтобы выбрать подходящее решение, которое будет соответствовать специфике работы и экономическим показателям.</p>
<h2>Обслуживание и профилактика бульдозеров для долговечности в дорожных работах</h2>
<p>Регулярная замена масла и фильтров гарантирует бесперебойную работу. Рекомендуется проводить эту процедуру каждые 250-500 часов эксплуатации, что обеспечит защиту двигателя от износа.</p>
<p>Проверка и натяжение цепей и ремней следует осуществлять каждую неделю. Корректное натяжение предотвращает их преждевременный износ и гарантирует эффективное взаимодействие узлов.</p>
<p>Систему охлаждения необходимо очищать от загрязнений раз в месяц. Это предотвращает перегрев двигателя и способствует его надежной работе.</p>
<p>Рекомендуется осматривать резинотехнические изделия (уплотнения, шланги) каждые 100 часов. Признаки трещин и износа могут привести к утечкам и поломкам.</p>
<p>Регулярная смазка подвижных частей, таких как поворотные механизмы и шестерни, должна производиться согласно графику, установленному производителем, чтобы избежать повышенного трения и повреждений.</p>
<p>Изучение и применение рекомендаций производителя по замене изношенных деталей помогут избежать серьезных поломок. Особое внимание стоит уделять гусеницам, так как они подвергаются значительным нагрузкам.</p>
<p>Комплексный осмотр всей техники рекомендуется проводить не реже чем раз в 1000 часов работы. Это позволяет заранее выявить возможные неисправности и провести их устранение.</p>
<p>Заполнение документации об обслуживании важно для отслеживания состояния машины. Учет замены, ремонтов и профилактических мероприятий позволит планировать дальнейшую эксплуатацию.</p>
<p>Использование оригинальных запчастей и расходных материалов обеспечит максимальную совместимость и повысит срок службы машины. Это также минимизирует риск поломок из-за несовместимых компонентов.</p>
]]></content:encoded>
					
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			</item>
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		<title>Техника для устранения дефектов дорожного покрытия</title>
		<link>https://adsk.kz/texnika-dlya-ustraneniya-defektov-dorozhnogo-pokritiya/</link>
					<comments>https://adsk.kz/texnika-dlya-ustraneniya-defektov-dorozhnogo-pokritiya/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:42 +0000</pubDate>
				<category><![CDATA[Техника для строительства дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/texnika-dlya-ustraneniya-defektov-dorozhnogo-pokritiya/</guid>

					<description><![CDATA[Рекомендуется использовать горячую асфальтовую смесь в сочетании с специальными машинками для его укладки. Этот метод обеспечивает высокую степень адгезии и долговечность ремонта. Кроме того, небольшой объем работ можно выполнить с помощью ручного инструмента, что позволит сэкономить средства. Среди доступных устройств, стоит отметить виброплиты и катки, которые способствуют равномерному уплотнению материала. Рекомендуется также применять инъекционные системы, [&#8230;]]]></description>
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" alt="Техника для устранения дефектов дорожного покрытия" title="Техника для устранения дефектов дорожного покрытия" /></p>
<p>Рекомендуется использовать горячую асфальтовую смесь в сочетании с специальными машинками для его укладки. Этот метод обеспечивает высокую степень адгезии и долговечность ремонта. Кроме того, небольшой объем работ можно выполнить с помощью ручного инструмента, что позволит сэкономить средства.</p>
<p>Среди доступных устройств, стоит отметить виброплиты и катки, которые способствуют равномерному уплотнению материала. Рекомендуется также применять инъекционные системы, которые заполняют трещины полимерными составами, предотвращая дальнейшее разрушение. Использование таких технологий позволяет не только продлить срок службы покрытия, но и снизить вероятность повторных участков повреждений.</p>
<p>Помимо этого, стоит обратить внимание на метод холодного асфальтирования. Это решение будет уместно в условиях ограниченного бюджета, так как позволяет закончить работы быстро и без больших затрат на материалы. Он подходит для небольших ям и трещин, что делает его идеальным для временных мер по ремонту дороги.</p>
<h2>Выбор оборудования для ямочного ремонта</h2>
<p>Рекомендуется использовать асфальтоукладчики с высокой маневренностью и возможностью работы в ограниченных пространствах. Модели с малой шириной рамы обеспечивают доступ к труднодоступным участкам.</p>
<p>Для предварительной подготовки поверхности идеальны фрезы, способные снять старый асфальт и выровнять основание. Важно выбирать устройства с регулируемой глубиной реза для достижения нужного качества обслуживания.</p>
<p>При заполнении ям полезны битумные смесители. Они обеспечивают равномерное распределение материала и его качественное консервирование. Модели с функцией подогрева смеси помогут поддерживать оптимальную температуру в процессе работы.</p>
<p>Для уплотнения использованию подлежат катки, работающие на вибрации. Они способны эффективно уплотнить асфальт в короткие сроки. Важно выбирать аппараты с возможностью регулировки веса, что позволяет поддерживать необходимую степень уплотнения.</p>
<p>Также стоит рассмотреть оборудование для ручного втирания материала. Эти устройства полезны для работы в узких и сложных местах, где крупногабаритная техника не сможет провести работы.</p>
<p>Совокупность вышеперечисленных средств обеспечивает качественный и долговечный ремонт. Грамотное сочетание оборудования позволит сократить время выполнения задач и повысить общее качество выполненных работ.</p>
<h2>Методы диагностики повреждений асфальта</h2>
<p>Рекомендуется применять термовизионную съемку для выявления скрытых дефектов. Эта методика позволяет обнаружить участки с повышенной температурой, что может указать на разрушение связующих материалов.</p>
<p>Обследование с помощью ультразвука эффективно для определения толщины асфальтового слоя и выявления пустот. С помощью этого метода можно установить, есть ли признаки отслоения.</p>
<p>Визуальный осмотр с использованием специализированного оборудования, такого как видеокамеры, дает возможность получить детальные изображения состояния покрытия. Это помогает фиксировать трещины, ямы и другие внешние нарушения.</p>
<p>Метод механического зондирования подходит для проверки прочности асфальтового основания. С помощью специально разработанных зондов осуществляется проверка на наличие недостатков в структуре.</p>
<p>Наблюдение за деформациями с помощью датчиков позволяет собирать данные о динамических изменениях в состоянии покрытия. Это помогает предсказать потенциальные проблемы до их возникновения.</p>
<p>Кроме того, применение фотовизуального анализа делает возможным автоматизированную оценку состояния поверхности. Алгоритмы обработки изображений могут выявлять микроразрушения, которые недоступны глазу.</p>
<p>Анализ дорожного движения также дает ценные данные о нагрузках на асфальт. Констатация условий эксплуатации помогает установить причины повреждений.</p>
<p>Тщательная диагностика не только облегчает процесс восстановления, но и продлевает срок службы асфальтового покрытия. Комбинация этих методов обеспечивает комплексный подход к оценке состояния дорожной сети.</p>
<h2>Процесс укладки холодного асфальта</h2>
<p>Применение холодного асфальта оптимально для ямочного ремонта и не требует специального оборудования.</p>
<ol>
<li>Подготовка поверхности.</li>
<ul>
<li>Очистить участок от грязи, щебня и мусора.</li>
<li>При наличии воды высушить поверхность. Это предотвратит отслаивание.</li>
</ul>
<li>Проверка материала.</li>
<ul>
<li>Убедиться, что холодный асфальт хранится в герметичной упаковке и не пересох.</li>
<li>Выбор подходящей фракции в зависимости от глубины повреждения.</li>
</ul>
<li>Подготовка асфальтовой смеси.</li>
<ul>
<li>Перемешать материал для однородности.</li>
<li>При необходимости добавить воду для улучшения укладки.</li>
</ul>
<li>Укладка асфальта.</li>
<ul>
<li>Заполнить углубление горячим материалом, создавая небольшой запас для уплотнения.</li>
<li>Распределить асфальт с помощью лопаты или специального инструмента.</li>
</ul>
<li>Уплотнение.</li>
<ul>
<li>Уплотнить смесь с помощью ручного катка или плоскостного инструмента.</li>
<li>Пробивать плотность до получения однородной поверхности.</li>
</ul>
<li>Финишная обработка.</li>
<ul>
<li>Срезать излишки с краев, чтобы избежать выступов.</li>
<li>Обеспечить время для застывания, если условия позволяют.</li>
</ul>
</ol>
<p>Следуя этим шагам, можно обеспечить качество и долговечность восстановленного покрытия.</p>
<h2>Работа с трещинами: технологии и материалы</h2>
<p>Для ремонта трещин в асфальте рекомендуется использовать горячие или холодные асфальтовые смеси. Горячий метод предполагает применение битумных составов, которые наносятся на предварительно очищенную и подогретую поверхность. Это обеспечивает лучшее адгезионное сцепление с основным материалом.</p>
<p>Холодные асфальтовые смеси удобны в использовании и не требуют специальных усилий для приготовления. Их можно использовать при любой температуре, что делает их популярными в условиях ограниченного времени и низких температур.</p>
<p>Дополнительно стоит рассмотреть использование полимерных и силиконовых мастик. Эти материалы обладают высокой эластичностью, что предотвращает повторное образование трещин. Перед применением необходимо удостовериться, что поверхность полностью очищена от загрязнений и влаги.</p>
<p>Для глубоких и протяженных трещин целесообразно использовать инъекционные технологии. Специальные полимерные составы вводятся непосредственно в трещину, заполняя все пустоты и обеспечивая необходимую прочность.</p>
<p>При выборе материалов важно учитывать не только их физические свойства, но и климатические условия. Например, в регионах с резкими перепадами температур стоит отдать предпочтение эластичным смесям, которые сохранят свою форму в любых условиях.</p>
<p>Никогда не следует пренебрегать предварительной подготовкой: тщательная очистка трещин от пыли, грязи и старых слоев асфальта значительно повысит качество выполненной работы. Рекомендуется использовать специальные щетки и компрессоры для удаления загрязнений.</p>
<p>При проведении работ с трещинами настоятельно рекомендуется соблюдать технологические рекомендации производителей выбранных материалов. Это поможет избежать повторных повреждений и продлить срок службы отремонтированных участков.</p>
]]></content:encoded>
					
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		<title>Инновационные машины для диагностики дорожного покрытия</title>
		<link>https://adsk.kz/innovatsionnie-mashini-dlya-diagnostiki-dorozhnogo-pokritiya/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:41 +0000</pubDate>
				<category><![CDATA[Техника для строительства дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/innovatsionnie-mashini-dlya-diagnostiki-dorozhnogo-pokritiya/</guid>

					<description><![CDATA[Каждой организации, занимающейся строительством и обслуживанием автодорог, необходимо всестороннее изучение состояния покрытий. Подобные средства позволяют быстро и точно получить информацию о деформациях, трещинах и других недостатках, связанных с эксплуатацией. Учитывая стандартные методы анализа, рекомендуется обратить внимание на системы, использующие лазерные технологии. Они обеспечивают высокую точность измерений и позволяют быстро обрабатывать большие объемы данных. Такие устройства [&#8230;]]]></description>
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" alt="Инновационные машины для диагностики дорожного покрытия" title="Инновационные машины для диагностики дорожного покрытия" /></p>
<p>Каждой организации, занимающейся строительством и обслуживанием автодорог, необходимо всестороннее изучение состояния покрытий. Подобные средства позволяют быстро и точно получить информацию о деформациях, трещинах и других недостатках, связанных с эксплуатацией.</p>
<p><strong>Учитывая стандартные методы анализа, рекомендуется обратить внимание на системы, использующие лазерные технологии.</strong> Они обеспечивают высокую точность измерений и позволяют быстро обрабатывать большие объемы данных. Такие устройства фиксируют изменения высоты и отклонения от нормативов, предоставляя наиболее актуальную информацию.</p>
<p>Рекомендуется также рассмотреть решения, интегрированные с георадарами. Эти инструменты не только визуализируют состояние покрытия, но и помогают выявлять скрытые дефекты, позволяя предотвращать серьезные повреждения и минимизировать затраты на ремонт. <em>Чтобы получать надежные результаты, такое оборудование должно иметь соответствующей сертификацией и соответствовать международным стандартам.</em></p>
<p>Не менее важным является использование систем искусственного интеллекта, которые способны анализировать собранные данные и предоставлять рекомендации по ремонту и обслуживанию. <strong>Важно выбирать поставщиков, которые предлагают обучающие программы для персонала.</strong> Это позволит максимально эффективно использовать возможности современных технологий и обеспечивать долгосрочное качество дорожного покрытия.</p>
<h2>Как работают современные устройства для оценки состояния асфальта</h2>
<p>Технические средства оборудуются камерами, которые осуществляют видеонаблюдение за состоянием покрытия. Эти устройства могут распознавать трещины, ямы и другие повреждения с высокой точностью. Обработанные данные передаются в систему, где они анализируются с помощью алгоритмов машинного обучения, позволяя достоверно оценить степень износа.</p>
<p><strong>Георадарные технологии</strong> используются для определения структуры асфальта на глубинном уровне. Сигналы, отраженные от различных слоев покрытия, позволяют проанализировать целостность материала и выявить потенциальные проблемы еще до их появления на поверхности.</p>
<p>Для комплексной оценки состояния дорожного покрытия применяются <em>акселерометры</em>, которые измеряют ускорение и вибрации. Эти данные помогают определить, насколько дороги безопасны для проезда, и выявить участки, требующие ремонта.</p>
<p>Создание цифровых карт состояния дорожного полотна позволяет планировать работы по их ремонту более эффективно. Такие карты обновляются в реальном времени, что упрощает управление дорожной сетью и оптимизирует выделение ресурсов.</p>
<p>Система, интегрирующая данные с различных датчиков, предоставляет возможность не только визуализировать текущее состояние, но и прогнозировать деградацию покрытия, что повышает уровень безопасности и снижает затраты на обслуживание дорог.</p>
<h2>Технологии сенсоров: какие данные позволяют получать инновационные анализаторы</h2>
<p>Современные сенсорные решения обеспечивают сбор нескольких типов данных, критически важных для оценки состояния асфальта и других поверхностей. Например, гидрофобные сенсоры позволяют измерять уровень сцепления с дорогой, что напрямую влияет на безопасность движущихся транспортных средств.</p>
<p>Использование сенсоров температуры и влажности помогает в определении условий, в которых осуществляется эксплуатация покрытия. Такие датчики фиксируют изменения температуры в зависимости от времени года и погодных условий, анализируя, как это влияет на физико-механические свойства поверхности.</p>
<p>Акустические системы хороши для распознавания дефектов. Они регистрируют звуковые колебания и помогают в обнаружении трещин или выбоин, что снижает зависимость от визуального осмотра и повышает точность диагностики.</p>
<p>Технологии GPS и ГЛОНАСС позволяют точно определять местоположение проводимых замеров. Это обеспечивает создание карт состояния покрытий с высокой геопространственной привязкой, что позволяет быстро находить участки, требующие ремонта.</p>
<p>Сенсоры, основанные на оптических технологиях, измеряют отражение света от поверхности, что помогает в анализе микрорельефа. Эти данные дают представление о степени износа и изменениях структуры покрытия.</p>
<p>Системы LiDAR применяют лазерные технологии для создания трехмерных моделей дорожной инфраструктуры. Это позволяет не только фиксировать дефекты, но и проводить более глубокий анализ состояния покрытия на уровне микроструктуры.</p>
<p>Внедрение таких сенсоров формирует более детализированные и обширные базы данных, что облегчает планирование работ по обслуживанию и ремонту, а также способствует оптимизации расходов на содержание дорог. Стратегический подход к анализу информации обеспечивает долговечность и безопасность дорожного движения.</p>
<h2>Сравнение машин для диагностики: преимущества мобильных и стационарных систем</h2>
<p>Мобильные системы имеют явные преимущества в мобильности и гибкости. Они могут быть быстро развернуты в любом месте, что позволяет оперативно проводить исследования в различных зонах. Это особенно полезно для городских условий, где движение и изменение состояния покрытия могут происходить ежедневно. Мобильные устройства легко доставляются к объекту, сокращая время на перемещение и обеспечивая быструю оценку состояния поверхность.</p>
<p>Стационарные установки обеспечивают более глубокий анализ и высокую точность измерений. Они оборудованы мощными датчиками и могут выполнять широкий спектр исследований, таких как оценка прочности и уровень износа. Эти системы отлично подходят для регулярного мониторинга конкретных участков, что позволяет выявлять проблему на ранних стадиях и снижать затраты на ремонт.</p>
<p>При сравнении стоимости, мобильные варианты требуют меньших первоначальных затрат на оборудование и могут быть более рентабельными для краткосрочных проектов. В то время как стационарные системы требуют больших инвестиций, их эксплуатация в долгосрочной перспективе может оправдать расходы за счёт более точных и надежных данных, которые уменьшают финансовые риски.</p>
<p>На уровне персонала, мобильные устройства могут быть управляемы небольшой командой, что упрощает процесс использования. Стационарные системы требуют штатных специалистов с высокой квалификацией и навыками работы с сложными данными, что повышает общие затраты на обслуживание.</p>
<p>Выбор между мобильными и стационарными системами зависит от конкретных целей проекта. Мобильные средства предпочтительнее для динамичных условий, в то время как стационарные обеспечивают детали и глубину анализа, необходимые для комплексного мониторинга состояния асфальтного покрытия. Обе категории технологий имеют свои сильные стороны, и интеграция их в единый процесс может существенно повысить качественные характеристики оценки состояния объектов.</p>
<h2>Будущее диагностики дорожного покрытия: как искусственный интеллект меняет отрасль</h2>
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" alt="Будущее диагностики дорожного покрытия: как искусственный интеллект меняет отрасль"></p>
<p>Необходимо внедрять системы на основе машинного обучения для анализа состояния асфальтового и бетонного покрытия. Эти технологии обеспечивают высокую точность в выявлении повреждений и дефектов.</p>
<ul>
<li>Автоматизированные системы сканирования, использующие камеры и лидары, могут передавать данные в реальном времени.</li>
<li>Алгоритмы анализа изображений распознают трещины, ямы и деформации, обеспечивая быстрый отклик.</li>
<li>Применение ИИ для прогнозирования сроков службы покрытия помогает в планировании ремонтов, тем самым снижается стоимость обслуживания.</li>
</ul>
<p>Рекомендуется использовать беспилотные летательные аппараты для обследования труднодоступных участков. Данное решение позволяет уменьшить затраты и повысить безопасность. Собранные данные могут обрабатываться в облачных системах, что упрощает доступ к информации для различных заинтересованных сторон.</p>
<ol>
<li>Поле для внедрения реальных данных: сравнение состояния до и после ремонтов значимо для принятия обоснованных решений.</li>
<li>Разработка мобильных приложений для инспекторов, которые интегрируются с ИИ-алгоритмами, позволит сократить время на обработку информации.</li>
<li>Расширение использования IoT-устройств для мониторинга в режиме реального времени обеспечивает надежность системы.</li>
</ol>
<p>Применение технологий глубокого обучения позволяет обучать модели на исторических данных, что способствует повышению точности предсказаний. За счет анализа больших данных удаётся выявить закономерности, которые ранее могли оставаться незамеченными.</p>
<p>Переход на смарт-системы не только улучшает качество обслуживания, но и сокращает негативное воздействие на окружающую среду за счет оптимизации процессов ремонта.</p>
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