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	<title>Дорожная разметка &#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>Устройство разметки на дорогах Казахстана &#8212; полное руководство</title>
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					<description><![CDATA[При выборе материалов для оформления уличного пространства следует учитывать климатические условия и нагрузки на покрытие. Летом высокие температуры могут привести к разрушению некачественных материалов, а зимой резкие колебания температуры создают дополнительные испытания для разметки. Рекомендуется использовать смеси, разработанные для суровых погодных условий, которые продлят срок службы элементов. Оптимальные цвета и знаки имеют значительное влияние на [&#8230;]]]></description>
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" alt="Устройство разметки на дорогах Казахстана: полное руководство" title="Устройство разметки на дорогах Казахстана - полное руководство" /></p>
<p>При выборе материалов для оформления уличного пространства следует учитывать климатические условия и нагрузки на покрытие. Летом высокие температуры могут привести к разрушению некачественных материалов, а зимой резкие колебания температуры создают дополнительные испытания для разметки. Рекомендуется использовать смеси, разработанные для суровых погодных условий, которые продлят срок службы элементов.</p>
<p><strong>Оптимальные цвета и знаки</strong> имеют значительное влияние на безопасность дорожного движения. По данным современных исследований, желтый и белый цвета являются наиболее заметными в условиях низкой видимости. Использование светоотражающих материалов повысит видимость в темное время суток и в условиях плохой погоды, что является важным аспектом для обеспечения безопасности водителей и пешеходов.</p>
<p><em>Технологические аспекты</em> покраски полос и установки знаков также играют важную роль. Автомеханические системы для нанесения разметки обеспечивают ровные линии и необходимую толщину покрытия. Рекомендуется проводить регулярные проверки и обновления элементов, особенно в местах с высоким уровнем транспортного потока, чтобы поддерживать их эффективность и соответствие нормативным требованиям.</p>
<p>Забота о дорожных знаках и разметке &#8212; это не только вопрос эстетики, но и, прежде всего, безопасности. Знание местных стандартов и современных технологий позволит повысить качество и долговечность дорожного оформления, а также снизить количество аварийных ситуаций на перекрестках и проезжей части.</p>
<h2>Типы дорожной разметки и их назначения в Казахстане</h2>
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" alt="Типы дорожной разметки и их назначения в Казахстане"></p>
<p>В Казахстане выделяют несколько категорий маркировки, каждая из которых выполняет определенную функцию. Наиболее распространенные виды включают: параллельные линии, пунктирные линии, стрелки и символы.</p>
<p>Параллельные сплошные линии обозначают границы проезжей части, влияют на безопасность движения. Они указывают на запрет обгона и пересечения. Пунктирные линии позволяют водителям обгонять, создавая условия для маневрирования, но предостерегают от опасности на соседних полосах.</p>
<p>Стрелки направления присутствуют на перекрестках и светофорах, помогают ориентироваться в нужном направлении. Эти обозначения четко указывают возможность поворота или движения прямо. Символы, такие как пешеходные переходы, также имеют важное значение, указывая на местах, где пешеходы могут пересекать проезжую часть.</p>
<p>Материалы для нанесения маркировки включают специальные краски и термопластик, которые обеспечивают долговечность и видимость в различных погодных условиях. Важно учитывать местные климатические особенности при выборе материалов.</p>
<p>С учетом растущего потока автотранспорта, обновление маркировки становится все более актуальным. Регулярное техобслуживание и проверка состояния покрытия обеспечивают безопасность на дорогах.</p>
<p>Хорошо заметная маркировка оптимизирует движение и снижает количество ДТП, поэтому правильный выбор и своевременное обновление маркировки критично для повышения безопасности и удобства водителей.</p>
<h2>Требования к материалам и технологиям нанесения разметки</h2>
<p>Для достижения высокой видимости и долговечности следует использовать материалы с заданными свойствами. Основные требования включают:</p>
<ul>
<li><strong>Светоотражающие способности:</strong> Используемые краски должны быть хорошо видны в условиях низкой освещенности, что достигается добавлением светоотражающих частиц.</li>
<li><strong>Устойчивость к климатическим условиям:</strong> Материалы должны сохранять свои свойства при изменении температур, воздействии влаги и ультрафиолетового излучения.</li>
<li><strong>Адгезия:</strong> Краска должна крепко сцепляться с покрытием, чтобы избежать отслоения и износа через короткий период.</li>
</ul>
<p>Для нанесения разметки применяются различные технологии, каждая из которых имеет свои особенности:</p>
<ol>
<li><strong>Процесс термоплавления:</strong> Используются краски, нагреваемые до расплавленного состояния. Этот метод обеспечивает надежное соединение с основой и высокую прочность.</li>
<li><strong>Холодное нанесение:</strong> Краски, которые не требуют нагрева, наносятся при нормальной температуре. Этот метод подходит для быстрого ремонта и задач, где не требуется высокая нагрузка.</li>
<li><strong>С использованием трафаретов:</strong> Дает возможность наносить сложные фигуры и символы с высокой точностью.</li>
</ol>
<p>Технические параметры краски должны соответствовать стандартам. Рекомендуемые характеристики:</p>
<ul>
<li>Время высыхания – не более 30 минут при температуре 20°C.</li>
<li>Содержание светоотражающих частиц – минимум 30% для линейной разметки.</li>
<li>Прочность на сдвиг – не менее 1.5 МПа.</li>
</ul>
<p>Одним из важных аспектов является периодичность обновления разметки. Рекомендуется проводить проверку состояния разметки каждые полгода и устранять повреждения своевременно. Это позволит поддерживать безопасность дорожного движения на высоком уровне.</p>
<h2>Процесс планирования и установки разметки на новых участках дороги</h2>
<p><img decoding="async" 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" alt="Процесс планирования и установки разметки на новых участках дороги"></p>
<p>Для успешной реализации разметки на новых участках дороги необходимо учитывать несколько ключевых этапов. На первом этапе проводятся обследования территории с целью определения потребностей в знаках и обозначениях. Это включает в себя анализ интенсивности автомобильного движения и населения, а также изучение проектной документации.</p>
<p>Далее разрабатывается проект, в котором учитываются все параметры: типы линий, их ширина, цвета и дополнительные элементы, такие как стрелки и символы. Важно обеспечить соответствие национальным стандартам и международным нормам.</p>
<p>После утверждения проекта начинается выбор материалов. Основным критерием является долговечность и видимость под разными условиями, включая дождь и ночь. Применяемые краски должны соответствовать спецификациям по прочности, а также содержать светоотражающие элементы для улучшения видимости.</p>
<p>Установка обозначений осуществляется на подготовленной поверхности. Необходимо предварительно очистить дорожное полотно и обеспечить его высыхание. Нанесение выполняется с использованием специального оборудования, что гарантирует точность и равномерность линий.</p>
<p>После завершения работы важно провести проверку на соответствие установленным стандартам. Это также включает в себя визуальный контроль и использование специализированного оборудования для измерения ширины и четкости линий.</p>
<p>На заключительном этапе осуществляется регистрация выполненных работ и их интеграция в систему дорожного управления. Регулярное обслуживание является необходимостью для поддержания состояния разметки в рабочих условиях. Применение новых технологий и методов позволит улучшить качество обозначений и повысить безопасность дорожного движения.</p>
<h2>Регламентирующие документы и стандарты разметки на дорогах</h2>
<p>Согласно стандартам, линиям разметки присваиваются различные значения. Например, сплошная белая черта запрещает обгон, а прерывистая позволяет его осуществление. Нанесение должно проводиться с учетом климатических условий, чтобы обеспечить долгосрочные характеристики.</p>
<p>Для нанесения разметки применяются специальные технологии. Наиболее распространенными являются термопластические и холодные краски. Каждый тип имеет свои преимущества, такие как устойчивость к износу и легкость в нанесении.</p>
<p>Регламенты также предписывают регулярное обследование состояния линий разметки и их обновление не реже чем раз в три года. При необходимости корректировка должна производиться в течение 30 дней после выявления повреждений.</p>
<p>Эффективность обозначений также зависит от их расположения. Минимальные расстояния от знаков и объектов должны соблюдаться для предотвращения визуальных помех. Это предусмотрено в стандартных правилах.</p>
<p>Дополнительно, нужно учитывать национальные особенности и специфику местности, что отражено в Приказе Министерства транспорта и коммуникаций. Он учитывает изменение потока транспорта и другие факторы.</p>
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		<item>
		<title>Как измеряется качество дорожной разметки</title>
		<link>https://adsk.kz/kak-izmeryaetsya-kachestvo-dorozhnoj-razmetki/</link>
					<comments>https://adsk.kz/kak-izmeryaetsya-kachestvo-dorozhnoj-razmetki/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:23:43 +0000</pubDate>
				<category><![CDATA[Дорожная разметка]]></category>
		<guid isPermaLink="false">https://adsk.kz/kak-izmeryaetsya-kachestvo-dorozhnoj-razmetki/</guid>

					<description><![CDATA[Определяющий фактор для долговечности и надежности линии на проезжей части – это ее отражательная способность. Для этого применяется специальный прибор, известный как рефлектометр, который измеряет количество света, отражаемого от поверхности. Индикаторы световозвращения определяются в бросающихся в глаза единицах, и высокие значения свидетельствуют о хороших условиях видимости в темное время суток и в плохих погодных условиях. [&#8230;]]]></description>
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alt="Как измеряется качество дорожной разметки" title="Как измеряется качество дорожной разметки" /></p>
<p>Определяющий фактор для долговечности и надежности линии на проезжей части – это ее отражательная способность. Для этого применяется специальный прибор, известный как рефлектометр, который измеряет количество света, отражаемого от поверхности. Индикаторы световозвращения определяются в бросающихся в глаза единицах, и высокие значения свидетельствуют о хороших условиях видимости в темное время суток и в плохих погодных условиях.</p>
<p>Следующим важным аспектом является адгезия. Для ее оценки существует ряд стандартных методик, включая испытания на сдвиг и при помощи специального оборудования для проверки сцепления материалов. Высокие показатели адгезии гарантируют, что линии не стираются в процессе интенсивного движения и сохраняют свою целостность длительное время.</p>
<p>Структура и толщина полос также играют критическую роль. Правильные технологии нанесения обеспечивают необходимое покрытие, что влияет на видимость и устойчивость к внешним воздействиям. Регулярные проверки с использованием миллиметровых линейок и специальных толщиномеров необходимы для поддержания стандартов.</p>
<p>С учетом современных методик и инструментов, регулярные проверки каждой из этих характеристик станут беспроигрышной стратегией для поддержания безопасности на дорогах и улучшения условий для водителей.</p>
<h2>Методы оценки видимости разметки в различных условиях</h2>
<p>Использование тестов на восприятие позволяет определить, насколько хорошо видна разметка в специфических условиях. Применение зрительных иллюзий и контрастных фонов способствует более точному пониманию восприятия. В условиях недостаточной освещенности необходимо оценивать степень отражения света разметки для предотвращения аварийных ситуаций.</p>
<p>Анализ параметров видимости проводится с помощью специализированных измерительных устройств, которые фиксируют яркость и контрастность линий. Уровень видимости достигается через использование средств для повышения светоотражающих свойств материала, из которого изготовлены линии.</p>
<p>При различных погодных условиях (дождь, снег, туман) требуется внедрение дополнительных методов, таких как применение цифровых фотометров. Эти устройства помогают оценить эффективность разметки в изменяющейся видимости. Рекомендовано проведение полевых испытаний в разных условиях освещения и погодных факторах для получения актуальных данных.</p>
<p>Использование автоматизированных систем мониторинга также позволяет непрерывно отслеживать состояние разметки. Интеграция таких систем с дорожными камерами позволяет проанализировать динамические изменения видимости и принимать меры для улучшения безопасности на дороге.</p>
<p>Эксперименты с различными покрытиями показывают, что использование специализированных пигментов может существенно повысить заметность даже в неблагоприятных условиях. Регулярное обновление информационной базы о состоянии разметки позволит быстро реагировать на изменения ситуации на трассах.</p>
<h2>Параметры устойчивости краски к внешним факторам</h2>
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/wC+j/8AE0f8Inf/APPa3/76P/xNdlRQBxv/AAid/wD89rf/AL6P/wATR/wid/8A89rf/vo//E12VFAHn1ppTXcqpDdRbpM7NySIHx12lkAbjnqasXXh25sYfOuLi3VNwUbd7EknAGAp65xV/S9N1CJrFfJuYXg3h3nkR4gCrDKqGznOPTjPrV/VbHUZrMKZjc7Zon2QoI3wHBOCWxnA9aAOftPD1xexyGC4gOw7WDb0ZTgHBVlyO3WrP/CJ3/8Az2t/++j/APE1uaNa3EDXjuk0SSspQXDq8mduCSQSMcDAz2NXIIbxJQ012kqf3RDtP55oA5f/AIRO/wD+e1v/AN9H/wCJpf8AhFL/AP5623/fTf4Vcv7HyYJZpbUPJNfpwCN0kZcYXOe+OhOKq3um6hJA0UdifLbzTAnysYc4wOWwvrkZxnqMYoAb/wAInf8A/Pa3/wC+m/8AiaY3ha/UgCW2JP8ADvP/AMTWitnqhud77gjXcMpTg5AjQMc545U8f41Ri0rVlhV5YnaUWph8tZBgEPGR3xk4Yk9O2eKAGf8ACK3+Rvmtlz2Ln/4mnf8ACJ3/APz2t/8Avo//ABNTXMd3fXtyjadL5bTLIVkCOQpj2j5d+37ynqTjg9+NBbO8/wCEatrWSN2mj8sSxbwS6hhlc5xyPoD3wKAMg+E7/PE1sM/7Z/8AiaX/AIRK/wAcT2+f94//ABNWLrRpbyC62aYIR9kkW2jdwSkhYkY5wvXoOBxU0mk3VxdzXPk7JjeKySMV3CMRqucg9MgnHv0oAoDwrfHIE1rkdg7f/E0v/CJ356y22f8Aeb/4mrCaZeR2y+RYyQyJDGsw8xM3EgkRtwOeSAH5OCd2KdLaalcrMgsp4tzXLAvJHg70IUcMeckfT1oAq/8ACJ3/APz3t/8Avo//ABNQTeGrmBo0kntw0hwoBc5ORxwvv/OtSbTb/wC1iS4Rry3Hk+ZECo8wASArjODgspOcA4qCfSdVlt5YI0aOKS3lAXzAWUF2KRg591yc4ABFAEP/AAid/wD897f/AL6P/wATQ3hS/Ck+dbnH+0f/AImtnVd7tYWZspLleZZFQpjCjGPmI/iZe/Y1h/2bqNxBCYrSQNHF5ak7Mo6yv3LDAxjlQfxoAcPCl+xP7224OPvk/wDstQweGru5j8yGe3dQcfxjsPVR6/h9c1efS77EyRWzrOwuBJPvUCZWVgi5znqVOCPlxxT/AOy9VaczOSJJTAzEMGWMr5m4AZ6AFB79aAKa+F75jtM1qD/vnP8A6DUQ8NXf2o2/2iDzcZxl+nr93p7561b/ALJvjHKLm0e5eQSiEhlHlOZGYPyRtyCp45GMY7VYj0rUzfq8zsYYrxZFCuBvBUBnPPtgD3NAFI+FL/kLNbZHYOf/AIml/wCETv8AH+tts/7zf/E1qazpkt/NfMLTcfsTRwMxXmU5wV547c8VBJpuoyXxlZWESXcjxoH6qyMCx59SoA69TQBSPhO+6iW2z/vN/wDE0f8ACJ3/APz2t8em44/9BqydN1iO3iI/fzJBbBVLBAGSUMyk554HXv2pBo+qJO8au5jl85ZZjIMkMIzkc9WKsPYenGQCv/wid/8A89rf/vo//E0f8Inf/wDPa3/76P8A8TWvdWt+NL0uK2XFxCyCQlvuDy2Uk884JB96I9PuofDktmok8wSvgGTLOnmk43Z7rxzjr2oAyP8AhE7/AP572/8A30f/AImj/hE7/wD572//AH0f/ia0f7L+0zJnTPItVExETupwxCbTt6L0bgZH0zioU0i5kh3zWmJ40tUjLMpbKEbyCDwMf14oAqf8Inf/APPa3/76P/xNH/CJ3/8Az2t/++j/APE1NNpl+1u6Q2ki3OyUTT+Yv+kZJ245yfX5sYFWjDqM94xNjPGjXZmDNImAn2coAQHJzu7dO9AGf/wid/8A89rf/vo//E1Bc+G7q1UPLPbqGOBgsc8Zx93rx/nNaQ0vUxDGJszqIIFeIEKSFfLJnPPHfIB6ZpRp2oNPGIYWtrWR5VKbxmGNhHwACcElWxjgbs9sUAU/+ETv/wDnvb/99H/4mj/hEr//AJ7wf99H/wCJrWeyuf7B0y3khaUwCL7TAGBMgCYK5yAecHrzisyaxuZkmtTps0ojhm8lC0eIjIRsGSw6Be2QM4FADP8AhEr/AP57wf8AfR/+Jo/4RK//AOe8H/fR/wDiatw2eoXVwt1h1tTcQXEa7gCwMcYYkZ6LgjHfOe3LV0vVhaW6uxcraeWyBguDvjJTIPOVVhn/ABoArf8ACJX/APz3g/76P/xNH/CJ3/8Az3t/++j/APE1qWemXKzvPbj7AiyEwwSoHUKVAb5VbA5HGD9eTVS30vVFso0YspVbMNH8p3bCm/5s8Ywfr2zQBTfwpfIjOZrcADnBYnH4Ln8KbB4YurmISRT25Q5wcsB6d15+tW20zUTZssdo63IgkSeXzFH2lyRg5zk8gnJxjPuRWvpdrd2k17NdbpHmKv8AKcgtjkLk8AdBnHSgDC/4RK//AOe8H/fR/wDiaP8AhEr/AP57wf8AfR/+Jqw2jXkVlE9vaAXJtpBKA6gs5kjZQT64Dc9Ov4zxaXqaXoczEE3JlaXgrgwgHC5zjdwB7fjQBQ/4RK//AOe8H/fR/wDiaP8AhEr/AP57wf8AfR/+JqRNI1c25idWVFihJCyDLurHjg9ADk884FWoNPvlvFuLtGMEU9yRGHH+rcuwJ5wSdwGO2Pc0AUf+ESv/APnvB/30f/iaP+ESv/8AnvB/30f/AImuttyDbRERmMbBhG6rx0NS0Acb/wAIlf8A/PeD/vo//E0f8Ilf/wDPeD/vo/8AxNdlRQBxv/CJX/8Az3g/76P/AMTR/wAIlf8A/PeD/vo//E12VFAHG/8ACJ3+P9fb/wDfR/8Aiat6R4dvLHUoLmWSFkTOQpJPKkdwPWunooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKztRubtL20tbRoUacOS8sZcDaB2DD19a0agltUlu4Lli2+AMFA6HdjOfyoAIpdkarcTRNKOGK/KCfYEnH51S0m4v72JbmWW2ELM48tIWDcMQPm3kdvSrjWVo8nmPaws553GME/nRZWkdlbLBEWKKSRu68kk/qaAJBNEW2iVN3puGapXerw2ks6PDO628YkldACFBzjvknjsKtCytRJ5gtoQ4O7cIxnPrmqmpaX9qtr8QuRNdRLHljwNucY/M0AB1iMK4NtcCVGCtEQoIyMgk52gYHUn260weILE27TbmCrB5+CBkrlhgDPJyppJdCinYSTXM0k3mCQyMqHOFIA27duBk9s5po8N2X2aSFzI++Ewhm2kqNzNkcdcseaAJZNcso5UjYuXdpVwFzgx7t2f8Avk4//XUr6pCFbYksjrEkuxVySHJA+nQ5J4FVz4ftC0jBpN8kzzFiR1ZXUjp0+djj1/HMB8OlpNsl7NLF5SJ86oTlG3JxtwQMt1B6j0oAvQapa3NjNdsGSO3LeZvAJQryehI/KohrS70jNjeCV22rGUUE8E9c46D1z64qSLSLeOwubMs8kdyWMm7AzkAEfKAAOKbFpGy6iuZby4nljOVMhXH3SvQADoT756ntQBG2v24hWVYLh0MKzsVVfkUkgZyfY9KU67ArNuhmEYd4xKBlXZASwHf+E9QBxxRFoVstvLD587pJAkHLL8qrk8YHU7iec/hR/YcLMwaeYwl3kWH5dqO4O4jjP8TEAnAz9KAJP7Zts42y5zEMYH/LQ4Xv+fpTF1+yaGOUFiJIjKABk/eVcY9SWFRxeH0SRXa+u5ArREq3l4PlnKjhc/lTl8O2KRRom9fLi8oMu0MfmVgxOOoKjH9aACfWVVdij7PMrlXW4H3AE3ZJUnjHORnuKmj1WFtLivtsjLLgIgXDMScAY7HPvxUbaFbSTRzTyzTSLN5xZyPnIXaAQABgccD+pqU6XF/Z0dmskirGwdJMjcrA5B6Y6+1ADG1mIICLe4aTeyNEAu5Coyc5OOhB4J6imtr9kqIxMg8xolUbeSZBlf0PNV20GU3bzDUJxuU5bahZ3bAJOVIHyqgGAMY96W08Owxxg3EjvMEiTcCMARlSMDHGdq5+nagCX/hIbIIHdiBiQnHJATg8fyp8WtQveLaSwzQTsfuSAcAgkHIJHIB/I9KhPhuyMe07s/vAWAAJ3nJyfbt6VYXR7dxIbwtevJtBadVOAuduAABxuP5mgCP+37LYZDuAEKyjIGSrFgMD/gJpX122RXdo5hEPM2y7RtkKAlgOc9FPXGcHFRDw3ZiHyizsohSFSQuVVCxGDjg/N+lPfQYJFaN55zDiTZFlcRlwQxBxnoxxkkcn8ACbTdRF3PcWzsjTQBS5jUhcMDjk9TkH6dOxqv8A8JDbKJHeCdYo1lPmYGG8vO7HOe3GcZq3Y6ZBYMzQF8tEkZyQc7Sx3dOWJcknvVU+H7drVrd5piCsyluAx83O4njGeTjAA9qAJTrdkLqS33NujlETMRhdxDHr7bSD71HJ4hsI7aadmfZEu44XJI3snHryh/Cnf2FZ74zhyqFDtOCCVDDnjJJ3kk+tRN4asWEg3TAPC8OAwwodmJI46/OwB9OPXIBZOsWgu4rYFjLLM0IGO6jJP07UXusWli7pOXDKyLgLncXJxj8iT7Cmx6LbR3bXQaQytP55JI64I29Pu/M3HqetF1ottdXUtxIX8yVFTg/dCnPHuf8AOOcgE15fraSLGIZp5GVn2RLkhRjJ/Ue/tVd9ctkZiY5/KVmTzdnylwCSvXOeD2xnirF5YLdTJMs81vKqNHviK5KnGRyD3A56ioYtGhimVvPmaJZTMsLEFQ5Byc4yepPJ6mgBbjWrW3wG3FisbKowN3mFtoBJx/Ac5IGKYNchdIHhtriUTu0a7AvDrklTluuFJ4444NNl8PWDOzwxi3LbCPKRQAyFsHGME/OQc54xViHTIoktlEkjG3laZSccsVZTnAxjDngY7UAQz67bW0sqTxTx+Wkjgso+cIMtgZz0HGQAe1Svq9ok5iL5IdULDBUEqzdfopqo/hq1k8wNPPtcSjA2g/vAQ2TtyT8x6k9vxluNAsp5CxVkUyJIY0wFO0MMEY6EMc+tAEZ8SWZtftEUU8iiN5WAUAqqkgk5I7qenPFX7u9W1aNPKlmlkyVjjAJIHU8kDjj8xVK48O2N1G8c5kkUrKFDEHyzIxZmXj73PB7YHvV27shcyxSrNLBLFuCyR7c4PUfMCMcD8hQBWTWonnEX2a5A81Ii7KFAZlDAEEg5wR2pq69bFd7wzxoyM6MygiTDKuBgk5JZQM+tPGjxBCBNNuMqTbywY71RUB5z2UHnknvSNods1tDCZJsQxGNGyM8srbunUFAfT2oAki1WGSdYHjlimLmMxuoyCFLdiR0Hb/Go11yzZYmO9VljhkBYAYEhIXPPsc01tER2ErXlz9o8zeZhsyfl24xt24x6DrzTIfDttGiJJPPOqLCiiXZgLGSVHCjPU5zQBKdctyXEMc05j3l/KAO1VOC3JGR7DJODgVG2uRfbY41kRoXlWFcKdxZlVgR/s4dee3THenHQbdS5t5prcybw/lbRlWOSvI4HpjnnrSpoNnHcPMnmBmkjkHzZC7AoCjjgYUZ7+/SgCa81SGzldHjlcRxiWVkUERISRuPOf4T0yeDSNqsS3otvKlOZBF5oC7NxTfjrnp7Ul7pUV5LI7TTRCaIRTLGRiRATwcg+pGRg81VXRZtySm9l8wXXnlMJsPOP7ufucDn0oAkXxFYMFIZ/mhjm+790OVCg+/zA49DUh1m3MrwwRy3EquylIgCcKFJbrjA3r75PAqGPw3ZRWsVurS7I0CHcQS4DK2SccnKgfTipBokMc7z2s0ttIzMcxBeAwUEAEEY+RT6579qAJIdZtJ4vMjLshkjjB29S4Uj8PmH61GNfsTFHIrMweLzQFAJxlVxwepLjintolgY7ZVhVWttnlyADeAnQbiM445qJfD1kkMcab18uLygy7Qx+ZWDE4+8Cox/WgBtxrahSiL9nnQnelwv3AFzn5TzwQeM56datDVIf7Jj1AJI0UgQqoXDHcQBwT6kd6h/sK3e6juZ5Zp5kk8ws5ADnAAyAAMDAIA7jnNTf2VD/AGdb2IklEMBQjkZbYQQDx6gdMUAQjXbUbxKksTJv3K4GRsCkjgnn5xjFLHrtlJCJAzDcIiFYAE+Zjbxn/aGaH0S1kvFunMjOsrS7c/KSwUcj22Aj3qOLw7ZRxKg3ttEIV22lh5WNuDjvt5/pQA6XxBYxbQTISUd8BeQFYqc/iDj6GrdrfwXc9zFCWJtn2OccE+3rjkfUVQbw1ZNA8XmTgOZCWDDcS/Xt27f1q9ZafDYtIYMgOFG3PA2jA/8Ar0ARWesWl9PHDAXLvAs4yvAU4IB98Ece9aFZum6LbaYIfs7SHyojFlyCWBIOT78D8K0qACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAo6xLNDYhoJDE7Twx7wASA0iqcZ46E1jNqdxFcG3uNUECqbjErqgLlDHtHTHRjngE/rXT1E1vG1ylwy5kRGRT6AlSf1UUAc3FrWoSX8McpSFy0Km3JUFgyqWOMbiRlsEYA2896i/ty7Wz89LxLhzGzyIFUCHa6gZxyO4+b68YIrrqitreO1gWGEYROgzmgDnbzxDNJHK9qRGscLksCrqWDRchunAc/Q9elNt9cvXeOKNlneSeSGM4DBsIpUll4IGSTjHArqaKAOYstWubhbf7TqC27tFCyr5QPnl/vcYyfQbemOfSpTd3cJYTag6xNeNA0zogESBSQc4xknAyeOfpXRUhGRg0AcfeapdTRkqqTTRQSywzFPlwjn94QODkKpHbJBHttapevB9iDXQtI5c+ZP8ALxxkD5sgZ9x2rXppVW+8oP1FAHI3HiCcW+9r+O3ljtvMKnYPMJJCnDAkZAzj3HtUk+uXy3EixOvkx3EqM+0EHCMVUfTGSfce9dM1rCwmDRgiY5f/AGuAP5AU8RoqKgUbVGAPSgDmX1q/+UOPs0ZigZpTtbYGLhn9BnaAM9O4pTquoiyuLuLddQRLKqSpsBJH3XIyAR1Hy56cV05GRg0gVQMBQAe2KAOcOsaioPlw7wLkRhsj5h5W7bjrnPf3qtJq8otiXu1vYGWFpiqAmMtKoZAAODgnAOWGOvSutAwMCloAxNLupotKvnujHD9nkcKowFjG0EAnuQTyT1NUW1a9skiknuJJg8dtIy+WufnYhlGAPoM8+9dTRQBzMOq6orFZI1kl23JdFwAhRowuCeuNxHvTINbv5JUTjatxAJXKD7rxodo98liT2x7iuppCARgjIoA57QtWvb+5szNgQS2rtyuC7qyAsPb5iMexPcVYs795dTaKW9Afz3jFrsBJUAkN6j1yeOQMZIrapMc5oA5+91OeHU7pftQRonVYbXaD5wKA5x97liRkHA2nIPNVY9YuRHsS/W4R0iaWcKMWxZwG7dME43dMZJrqioJBIBx0pNq7t20Z9cUAc8t1eSRKYdQdoxeC3WZVQiVSAd3Ixwcjjjg1DNq2pwI2yPzNk9wiscHzNiSELtHP8IrqaKAOYbWXt7mNRqKXNoskW+4O0Abt2VJHHQKfUZ5qP/hIp5LbdbXEM0iwSO+wg7MSqoY/RST74rq6hnure22/aJ4ot3TzHC5/P60AYNrq1800KqUuka4ZAVdMsBHuxuHy8H0+nXNVV1/UXtyEI80RwyuxQYjUsQenBJ4AHpk9q6hrm3jnW3aeJZW+7GXAY/QU2O9tJQxjuYXCkBirg4JOBn8aAOc/tu/8y6IkjDKLgmElSYwgbaQuM9lzu4O7jHGbOmate3WqW1vKRsSJ0mO0DfKuMn2GCDx/erbluraFWeWeKNVbYzO4ABxnGT9ad9pgBcGaPMa73+YfKvqfQcUAYV9rQi1N1TUokWO4ihMOU+bJG/rz0Yd+CD6Gq82q30NkLsXhdZIbiQAou1QjAKQQOmDnnOa6AJZPbugMRiaTLANwXJz+ZJB/GmXWpR2s6xyQzFCVDShRsUscLk5yeeOAcZ5oAyY9X1Fr1V8nKyXKqkGArBDC7AEnv8oP6VFD4jmt2RrwKytDvMYZVct5jrhRxuOAOBW5e6pa2UYeWTdufYFQbiTkAj8M81coAxW1KZPD/wBteVVkEoVnIGAvm7T7fdqC21k396lrb30JLzTJmIqzBFHynv8A/XroaKAOYXUJ1Sx+1at5C3CzM8jrGMFCAoHAA7k5Bzz07M/tvUnVV2rHIPszy5ThA5UMB7kscZ6YNdI9tE9zHcMuZI1ZVOegOM/yFTUAcwut3Ahu2ludqxgC3dYhmZTJt8znA9Bnp/F0IFWtN1K4n0rUZWlEj2zusb/KeiBhkrhT97txW7RQBh22pXMuiX11I+y5hjZvL2jEZCZX654b05x2qo2sSojhL8TxnyQJ0VMK7biy5OFXhRyc43YIORXR3EKXNvJBKMxyKUYZxkEYNOCqq7QBt6YoA5eDWbiW2jNxqCWqhZiJiqt5rJJhR05+XBIUZOeMVdtLyW7u2ibUWimaWVPsyxDciqcBuQSMgA/NkHdgc81u0UAczHqN19isHutS+zi4tPtBmZEAL4U7BkYxyTjqfXim2+r6jLeQeYHRTJCjqqp5aFkBZWJ+beD6cAEV1FFAHJtr1/HaWs0y+WrW6ys+A2/97EpIA6cM3HvTpta1WJbjMamRZJMR7f8AVqIkcZ9Su4/X8q6qigDN0i6e4a5T7SLuGJwEuAF+bIBI+Xg49vX1FYNrr+pvb2J2rJNsLTjbxIWhaSMDHT7uOO9dhRQBy9nrF48RP2hJ2zFtUFWLuxOUyoAAIGRnlcEnIptrrk8mnxvd3qWlxMYQofYPkPJk54OcP+XrXVUxokaVJCoLoCFPpnr/ACoA5tdXvBaRPFcLc+fLNaxyBVIEglIjY7eMbOfTjPer+takdOkiUzxxK9vMwMhA3OoXb+PJ4q99gt/tSXG1g6MXA3HG4jBbHTOMj8TVqgDmn1ae6s7ua1vl/cJCymLYwLMPmByD3p0mo3EGpTW/2/zJYp4IktyigyqwXceB/tE5GMYOa6Ooo7eKKaaVFw8zBnPqQAP5AUAc1Drl7MkbyTLbwG3mPmmMEtIrKMgegJwAOpz7UPrV21rH505tbpmkLxAIoiKhcJubOfvA8Ak54wBXVUUAci2v6gU+Vl3T2sRiwnCSsgY/UYLNz/dqeDWb+adI1I2pcQLK5QfdeNDtHvuZjntjHeunooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKx9UiuX1e1a3t4pv9GnVvNJCjJj7gHnrxxkZrYooA5z+wr5ZIEWaJoopIG3btpIjCgkgL8zcHktjkDAqCDw7frAI5JIlIiSPcJS33ZFbIygxwD6846YrqqKAMFNHu7a8a5iMdyfNdgs0hBKsiLnIX73yEfQn6VTHhm7ClFmhCSRLDKOcMoAOB7bhj/dY/SuqooA56z0501mGPJ8mCGN5RtO0zKpVcEgA/Kcn/AHRVzVLK7vZkRVg8tWV45izLJCwPJAxhunqO+a1aKAKN9azXdhLAqxRu0gIwxIIDA5PHUgf/AF6vUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBDdzfZrSafG7ykZ8euBmue/wCEv/6cf/Iv/wBjW7qn/ILu/wDri/8A6Ca87oA6f/hL/wDpx/8AIv8A9jR/wl//AE4/+Rf/ALGuYooA6f8A4S//AKcf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alt="Параметры устойчивости краски к внешним факторам"></p>
<p>Для обеспечения долговечности и надежности покрытия необходимо учитывать стойкость краски к воздействию различных внешних факторов. Рекомендуется исследовать следующие характеристики:</p>
<p><strong>Устойчивость к ультрафиолетовому излучению:</strong> Краски должны обладать высоким уровнем защиты от солнечного света, чтобы избежать выцветания. Полимерные компоненты следует выбирать, основываясь на степени сопротивления УФ-излучению.</p>
<p><strong>Влагостойкость:</strong> Способность материала противостоять воздействию влаги важна для предотвращения потери адгезии и появления коррозии. Важно проводить тесты на абсорбцию воды и её влияние на пленку.</p>
<p><strong>Химическая стойкость:</strong> Краска должна сохранять свои свойства при контакте с автомобильными маслами, антифризами и солью. Проверка на влияние различных химикатов поможет определить её надежность в городских условиях.</p>
<p><strong>Механическая прочность:</strong> Оценка устойчивости к механическим повреждениям, включая царапины и сколы, увеличивает срок службы покрытия. Использование испытаний на удар и сжатие обеспечивает необходимую информацию о прочности.</p>
<p><strong>Температурная устойчивость:</strong> Способность сохранения структуры при колебаниях температур должна быть исследована, чтобы избежать деформации. Краски должны сохранять свою функциональность в условиях от низких до высоких температур.</p>
<p>Проводя комплексные тесты на указанные параметры, можно достичь более высокой надежности разметки и продлить её эксплуатационный срок.</p>
<h2>Использование технологий для автоматизированного контроля разметки</h2>
<p>Для повышения точности и быстроты выявления недостатков применяются системы, основанные на машинном зрении. Такие решения используют камеры, фиксирующие параметры линий на проезжей части, позволяя оперативно определять их состояние в реальном времени.</p>
<p>Специальные датчики могут анализировать геометрию дорожных знаков и разметки, устанавливая соответствие установленным нормативам. Интеграция спутниковой навигации с этими системами позволяет автоматически составлять карты состояния дорожной инфраструктуры.</p>
<p>Программное обеспечение на базе искусственного интеллекта обрабатывает собранные данные, что позволяет осуществлять прогнозирование необходимости ремонта и обновления разметки. Автоматизированные системы могут также генерировать отчеты, упрощая процесс принятия решений.</p>
<p>Использование беспилотных технологий для инспекции также набирает популярность. Дроны с установленными камерами обеспечивают бесперебойный мониторинг больших участков дорог, минимизируя человеческий фактор в оценке состояния разметки.</p>
<p>Внедрение таких технологий способствует не только повышению безопасности на дорогах, но и значительной экономии ресурсов, связанных с регулярными проверками вне зависимости от погодных условий или времени суток.</p>
<h2>Влияние состояния дорожной разметки на безопасность дорожного движения</h2>
<p>Состояние горизонтальных знаков повышает безопасность, воздействуя на поведение водителей и пешеходов.</p>
<ul>
<li>Яркость и четкость знаков позволяют лучше распознавать их, особенно в условиях плохой видимости.</li>
<li>Регулярная проверка и обновление разметки предотвращают возникновение аварийных ситуаций.</li>
<li>Использование современных термопластиков и светоотражающих материалов значительно улучшает видимость при ночном движении.</li>
</ul>
<p>Оценка состояния разметки включает:</p>
<ol>
<li>Проверку яркости и четкости линий.</li>
<li>Анализ износа и повреждений.</li>
<li>Испытания на противоскользящие свойства.</li>
</ol>
<p>Недостаточная видимость горизонтальных знаков может привести к серьезным инцидентам:</p>
<ul>
<li>Неправильная интерпретация дорожной ситуации.</li>
<li>Увеличение времени реакции водителей.</li>
<li>Снижение уверенности пешеходов при переходе улицы.</li>
</ul>
<p>Важными мерами являются:</p>
<ul>
<li>Планирование регулярных работ по обновлению линий и знаков.</li>
<li>Использование технологий для мониторинга состояния разметки.</li>
<li>Обучение специалистов, занимающихся нанесением и обслуживанием разметки.</li>
</ul>
<p>Качественное состояние разметки играет значительную роль в создании безопасной дорожной среды и предотвращении ДТП.</p>
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			</item>
		<item>
		<title>Разметка пешеходных зон в городских условиях</title>
		<link>https://adsk.kz/razmetka-peshexodnix-zon-v-gorodskix-usloviyax/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:23:42 +0000</pubDate>
				<category><![CDATA[Дорожная разметка]]></category>
		<guid isPermaLink="false">https://adsk.kz/razmetka-peshexodnix-zon-v-gorodskix-usloviyax/</guid>

					<description><![CDATA[Проведение легкосчитываемой знаковой или цветовой дифференциации на тротуарах и проезжей части значительно снижает риск аварийных ситуаций. Использование ярких знаков, таких как зебра и специальные плитки, привлекает внимание пешеходов и водителей, способствует осведомленности о правилах дорожного движения. Систематическое обновление и поддержание состояния этих визуальных элементов повышает безопасность на уровне и создает комфортное передвижение. Для повышения функциональности [&#8230;]]]></description>
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" alt="Разметка пешеходных зон в городских условиях" title="Разметка пешеходных зон в городских условиях" /></p>
<p>Проведение легкосчитываемой знаковой или цветовой дифференциации на тротуарах и проезжей части значительно снижает риск аварийных ситуаций. Использование ярких знаков, таких как зебра и специальные плитки, привлекает внимание пешеходов и водителей, способствует осведомленности о правилах дорожного движения. Систематическое обновление и поддержание состояния этих визуальных элементов повышает безопасность на уровне и создает комфортное передвижение.</p>
<p><strong>Для повышения функциональности включите в проект различные удобства:</strong> скамейки для отдыха, зеленые насаждения, места для стоянки велосипедов. Эти элементы не только улучшают восприятие пространства, но и приводят к сокращению конфликтов между пешеходами и транспортом. Более того, установка навигационных указателей поможет обеспечить легкость перемещения по территории, особенно для туристов и людей с ограниченными возможностями.</p>
<p>Соблюдение пропорций между выделенной территорией для пешеходов и автомобильным движением становится ключевым аспектом в планировании. Увеличение ширины тротуаров на оживленных улицах значительно влияет на устройство безопасных проходов. Анализ потоков на конкретных участках и адаптация разметки в зависимости от ситуации позволяют достигать максимальной эффективности.</p>
<p><em>Интеграция различных материалов для обозначения безопасных маршрутов может быть использована как инструмент для стилистической унификации</em>. Правильный выбор плитки, бетонных бордюров и элементов благоустройства создает единый эстетический облик и способствует формированию комфортной среды для всех пользователей.</p>
<h2>Организация разметки: выбор типов и методов</h2>
<p>Применение термопластиковых или акриловых материалов для создания линий и символов повышает видимость и долговечность покрытия. Эти вещества обеспечивают высокое сцепление с дорожной поверхностью и устойчивы к воздействию UV-лучей.</p>
<p>Для обеспечения безопасности пешеходов рекомендуется использовать выделенные цвета, такие как белый на темном фоне или яркие оттенки для создания контраста. Такой подход помогает улучшить восприятие разметки в условиях плохой видимости.</p>
<p>Системы инновационного освещения, такие как светодиоды, могут быть интегрированы в разметку для сигнализации о переходах в ночное время. Они увеличивают уровень безопасности, делая пешеходные переходы более заметными.</p>
<p>Применение форматов, таких как зебра или контурные линии, способствует упрощению восприятия разметки. Зебра с яркими чередующимися полосами более понятна и интуитивна для пешеходов и водителей.</p>
<p>Технологии холодного нанесения обеспечивают быстрое применение и съемность маркировки. Это позволяет эффективно использовать выделенные пространства для различных мероприятий или при изменениях в транспортной инфраструктуре.</p>
<p>Использование специальных символов, таких как стрелки и пиктограммы, направляет поток людей и транспортных средств, снижая вероятность столкновений. Они должны быть размещены на достаточном расстоянии от переходов для обеспечения времени реакции.</p>
<p>Анализ поведения пешеходов с помощью видеонаблюдения позволяет оптимизировать расположение элементов, планируя более удобные маршруты и убирая недостатки в организации передвижения.</p>
<p>Новые технологии, такие как смартфоны и QR-коды, облегчают информирование граждан о правилах использования выделенных пространств. Интерактивные элементы могут помочь в повышении осведомленности о безопасности и правилах дорожного движения.</p>
<p>Регулярный контроль за состоянием маркеров и их обновление гарантируют долгосрочную службу разметки. Проведение ревизий и опросов пользователей могут указать на необходимость изменений и адаптаций.</p>
<p>Сложные участки, такие как учебные заведения или торговые центры, требуют детальной проработки. Установление дополнительных ограничений скорости и сигнализации позволит улучшить уровень безопасности.</p>
<h2>Оценка безопасности пешеходных зон: ключевые показатели</h2>
<p>Для оценки безопасности пешеходных территорий рекомендуется учитывать следующие ключевые показатели:</p>
<p><strong>1. Яркость освещения:</strong> Нормы освещенности на таких участках должны соответствовать минимуму 20 люкс в вечернее и ночное время. Это снижает вероятность аварийных ситуаций и повышает комфорт передвижения.</p>
<p><strong>2. Наличие и качество тротуаров:</strong> Ширина пешеходных дорожек должна составлять не менее 1,5 метров. Поверхность необходимо содержать в исправном состоянии, избегая выбоин и трещин, чтобы снизить риск травматизма.</p>
<p><strong>3. Интервалы между переходами:</strong> Каждые 300-700 метров рекомендовано устанавливать пешеходные переходы с соответствующими знаками и разметкой. Разумное распределение переходов способствует уменьшению дистанции между ними и повышает безопасность.</p>
<p><strong>4. Наличие сигнализации:</strong> Установка светофорных объектов с функцией звукового сигнала предоставляет дополнительную информацию для людей с ограниченными возможностями, что способствует свободному передвижению.</p>
<p><strong>5. Оценка потока транспорта:</strong> Необходимо контролировать интенсивность автомобильного движения. Уровень механизированного транспорта не должен превышать 3000 транспортных средств в сутки на участках, примыкающих к пешеходным переходам.</p>
<p><strong>6. Инфраструктура для людей с ограниченными возможностями:</strong> Наличие кнопок вызова и тактильной плитки не только улучшает доступность, но и повышает уровень безопасности. Пространства должны быть адаптированы для всех пользователей.</p>
<p><strong>7. Социальный контроль:</strong> Число людей на тротуарах и в переходах играет роль в создании безопасности. Участия местных жителей в жалобах и наблюдениях может способствовать снижению правонарушений.</p>
<p>Учет этих факторов во многом определяет успешность проектирования и эксплуатации таких районов, ориентируясь на безопасность и комфорт жителей и гостей региона.</p>
<h2>Интеграция разметки с другими элементами городской инфраструктуры</h2>
<p><img decoding="async" 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alt="Интеграция разметки с другими элементами городской инфраструктуры"></p>
<p>Совмещение разметки для пешеходов с другими компонентами городской инфраструктуры повышает безопасность и удобство передвижения. Рекомендуется использовать высококонтрастные цвета и заметные символы для облегчения восприятия информации на дороге. Необходимо организовывать такие элементы, как светофоры и дорожные знаки, в гармонии с линиями и символами, чтобы создать единый круговой путь для пешеходов.</p>
<p>Синхронизация пешеходных переходов с парками, остановками общественного транспорта и велосипедными дорожками способствует уменьшению конфликтов между различными потоками. Важно проектировать эти зоны так, чтобы минимизировать расстояние, которое пешеходам необходимо пройти до этих пунктов, обеспечивая безопасность и доступность.</p>
<p>Ключевым аспектом является внедрение тактильных и визуальных сигналов для людей с ограниченными возможностями. Эти элементы должны быть легко доступны и четко обозначены, чтобы создать инклюзивную среду. Установка направляющих полос и специальных знаков помогает в ориентировании и гарантирует безопасность передвижения.</p>
<p>Функциональные площади должны быть продуманы в контексте размещения уличной мебели, освещения и зеленых насаждений. Эти элементы необходимо располагать с учетом движения и видимости, позволяя создать комфортную атмосферу для отдыха и общения. Правильная организация пространства способствует упрощению навигации и увеличению времени, проводимого жителями и туристами в этих районах.</p>
<p>Состояние дорожного покрытия и его взаимодействие с разметкой тоже имеет значение. Регулярный контроль за качеством и сроками службы обеспечивает длительный ресурс всех элементов и предотвращает создание потенциально опасных условий для пешеходов. Наличие долговечных и устойчивых к воздействию окружающей среды материалов способствует меньшему количеству ремонтов и улучшает визуальную привлекательность улиц.</p>
]]></content:encoded>
					
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			</item>
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		<title>Долговечность дорожной разметки &#8212; как продлить срок службы</title>
		<link>https://adsk.kz/dolgovechnost-dorozhnoj-razmetki-kak-prodlit-srok-sluzhbi/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:23:41 +0000</pubDate>
				<category><![CDATA[Дорожная разметка]]></category>
		<guid isPermaLink="false">https://adsk.kz/dolgovechnost-dorozhnoj-razmetki-kak-prodlit-srok-sluzhbi/</guid>

					<description><![CDATA[Регулярное обновление и поддержка маркировки на трассах – обязательное условие для повышения её функциональности. Использование высококачественных материалов, устойчивых к воздействию климатических факторов, заметно увеличивает длительность работы покровов. Применение светоотражающих элементов в пигментах помогает сохранить видимость при любых условиях освещения, что значительно улучшает безопасность дорожного движения. Выбор правильного типа материала играет ключевую роль. Применение термопластиков или [&#8230;]]]></description>
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" alt="Долговечность дорожной разметки: как продлить срок службы" title="Долговечность дорожной разметки - как продлить срок службы" /></p>
<p>Регулярное обновление и поддержка маркировки на трассах – обязательное условие для повышения её функциональности. Использование высококачественных материалов, устойчивых к воздействию климатических факторов, заметно увеличивает длительность работы покровов. Применение светоотражающих элементов в пигментах помогает сохранить видимость при любых условиях освещения, что значительно улучшает безопасность дорожного движения.</p>
<p><strong>Выбор правильного типа материала</strong> играет ключевую роль. Применение термопластиков или распыляемых смесей на основе акрила становится всё более популярным. Эти составы отличаются высокой адгезией к покрытию и могут выдерживать значительные механические нагрузки, что особенно актуально для интенсивно используемых участков.</p>
<p>Далее, следует учитывать <em>условия эксплуатации</em>. Повышенная нагрузка на участках с интенсивным движением требует дополнительных мер – регулярной проверки состояния и проведения качественного ремонта при выявлении повреждений. Своевременные действия помогут избежать затрат на полное восстановление и повысить общий срок службы маркировки.</p>
<h2>Выбор материалов для дорожной разметки, продлевающих срок службы</h2>
<p>При создании линии на проезжей части следует использовать высококачественные краски на основе синтетических смол, так как они обеспечивают стойкость к воздействию ультрафиолетовых лучей и атмосферным условиям. Эти составы, как правило, имеют увеличенную адгезию к бетонным и асфальтным покрытиям.</p>
<p>Данным вариантам тоже могут подойти термопластические материалы. Их высокая прочность и термостойкость позволяют избежать быстрого выгорания и разрушения. Они хорошо переносят механические нагрузки, что актуально для участков с интенсивным трафиком.</p>
<p>Цветовые пигменты на основе оксидов металлов также позволят избежать потери насыщенности окраски на долгий срок. Использование светоотражающих компонентов, таких как стеклянные шарики, позволит повысить видимость разметки в темное время суток и при плохих погодных условиях.</p>
<p>Важно также обращать внимание на состав добавок, так как некоторые из них значительно улучшают эластичность и стойкость к образованию трещин. Полимерные добавки активно используются для повышения качества традиционных материалов, что позволило понизить вероятность их повреждения.</p>
<p>Регулярное тестирование выбранных материалов согласно требованиям стандартов и норм позволит гарантировать их качество и эффективность в эксплуатации. Надежный производитель с положительной репутацией является залогом успешного выбора, так как он предоставляет соответствующие сертификаты и результаты испытаний на своих продуктах.</p>
<h2>Технологии нанесения разметки, способствующие её устойчивости</h2>
<p>Применение холодного термопластика обеспечивает более высокую сцепляемость с основанием и устойчивость к абразивному износу. Этот метод позволяет достичь значительного увеличения зрения разметки даже в условиях плохой видимости.</p>
<p>Использование высококачественных пигментов в составе краски способствует улучшенным цветовым характеристикам. Такие пигменты обеспечивают интенсивный цвет и увеличивают видимость в темное время суток, повышая безопасность на трассах.</p>
<p>Метод нанесения стереотропного покрытия создает на поверхности разметки рельефные элементы, которые увеличивают трение и делают её более заметной для водителей. Это особенно полезно на скользких участках дороги.</p>
<p>Применение технологии &#171;дождевика&#187; заключает в себе использование специального пигмента, активирующегося под воздействием влаги. Эта технология значительно увеличивает видимость разметки в дождливую погоду.</p>
<p>Нанесение разметки методом аэрозольного распыления гарантирует равномерное покрытие и быструю сушку. Это позволяет сократить время простоя на объектах и повысить скорость работы.</p>
<p>Искусственные светодиодные элементы, встроенные в разметку, представляют собой инновационный подход, обеспечивающий свечение ночью. Эта технология усиливает видимость в условиях низкой освещенности.</p>
<h2>Уход за дорожной разметкой: профилактические меры и ремонт</h2>
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" alt="Уход за дорожной разметкой: профилактические меры и ремонт"></p>
<ul>
<li>Оценка износа: при обнаружении стирания необходимо планировать обновление.</li>
<li>Очистка: удаление грязи, масел и растительности с помощью водяного струйного оборудования увеличивает видимость.</li>
<li>Использование специализированных химикатов: применение средств для удаления налета с поверхности помогает улучшить адгезию краски.</li>
</ul>
<p>Профилактика также включает в себя грамотное нанесение материалов:</p>
<ol>
<li>Выбор краски: предпочтение следует отдавать составам с высокой стабильностью к ультрафиолету.</li>
<li>Использование отражающих элементов: добавляет слой безопасности с повышенной видимостью в темное время суток.</li>
<li>Учет климатических условий: учитывать температуру и влажность при выполнении работ.</li>
</ol>
<p>При возникновении повреждений необходим ремонт:</p>
<ul>
<li>Локальное обновление: замена лишь поврежденных полос без полной перекладки.</li>
<li>Контроль за рабочими: специалисты должны следить за соблюдением технологий при нанесении.</li>
<li>Тестирование после обновления: проводить испытания на светоотражающие свойства и прочность.</li>
</ul>
<p>Работающие системы мониторинга дороги позволяют автоматизировать обнаружение проблем и быстро реагировать на них. Создание базы данных повреждений поможет в планировании будущих профилактических мероприятий.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Как наносится дорожная разметка на парковки ТЦ</title>
		<link>https://adsk.kz/kak-nanositsya-dorozhnaya-razmetka-na-parkovki-tts/</link>
					<comments>https://adsk.kz/kak-nanositsya-dorozhnaya-razmetka-na-parkovki-tts/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:23:40 +0000</pubDate>
				<category><![CDATA[Дорожная разметка]]></category>
		<guid isPermaLink="false">https://adsk.kz/kak-nanositsya-dorozhnaya-razmetka-na-parkovki-tts/</guid>

					<description><![CDATA[Тщательная планировка и точное выполнение разметки на стоянках для автомобилей в торговых центрах являются залогом безопасности и удобства для водителей. Необходимо учитывать размеры автомобилей, минимальные расстояния между ними, а также требования к минимальному пространству для маневров. Рекомендуется использовать специальную краску, устойчивающую к атмосферным воздействиям, для обеспечения долговечности. Влияние таких факторов, как погодные условия и интенсивность [&#8230;]]]></description>
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" alt="Как наносится дорожная разметка на парковки ТЦ" title="Как наносится дорожная разметка на парковки ТЦ" /></p>
<p>Тщательная планировка и точное выполнение разметки на стоянках для автомобилей в торговых центрах являются залогом безопасности и удобства для водителей. Необходимо учитывать размеры автомобилей, минимальные расстояния между ними, а также требования к минимальному пространству для маневров.</p>
<p>Рекомендуется использовать специальную краску, устойчивающую к атмосферным воздействиям, для обеспечения долговечности. Влияние таких факторов, как погодные условия и интенсивность движения, требуется учитывать при выборе материалов и технологии нанесения.</p>
<p>Оптимальным решением станет применение термопластичных соединений. Они обеспечивают быстрое высыхание, хорошую видимость даже в сложных условиях освещения и долгий срок службы. Выбор данного метода позволяет снизить затраты на последующий ремонт разметки и ответственность за безопасность движения.</p>
<p>Также стоит уделить внимание четкой организации путей движения. Для этого следует выделить зоны для легковых автомобилей и специальные места для инвалидов, оборудованные соответствующими знаками. Наличие дополнительных указателей и знаков поможет избежать путаницы и повысит комфортабельность отдыха для посетителей ТЦ.</p>
<h2>Выбор материалов для дорожной разметки парковок</h2>
<p><img decoding="async" 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" alt="Выбор материалов для дорожной разметки парковок"></p>
<p>Для качественной маркировки следует выбирать краски на основе акрила или алкидного наполнителя. Эти составы обеспечивают высокую адгезию и стойкость к воздействию внешней среды. Акриловые продукты быстро сохнут, что минимизирует время простоя автотранспорта.</p>
<p>Среди термопластичных материалов выделяются смеси на основе полимеров и смол. Они характеризуются долговечностью и устойчивостью к механическим повреждениям. Такие составы обеспечивают яркость линий и предотвращают их выцветание под воздействием солнечного света.</p>
<p>Лучшими дополнениями к основным материалам служат отражающие элементы. Использование стеклянных микрошариков или светоотражающих добавок повышает видимость на линии, особенно в ночное время. Это добавляет дополнительный уровень безопасности для водителей.</p>
<p>При выборе составов также стоит учитывать климатические условия региона. Для заполярных или зон с частыми осадками идеальны полиуретановые смеси, способные сохранять свои свойства при низких температурах и высокой влажности.</p>
<p>Важно оценить и затраты на содержание. Бюджетные варианты часто требуют частого обновления, что в итоге увеличивает расходы. Высококачественные материалы, хотя и дороже, обеспечивают большую износостойкость, что в дальнейшем снизит затраты на обслуживание.</p>
<p>При организации разметки также стоит рассмотреть вопрос о системах контроля качества. Заводы-поставщики должны предоставлять сертификаты, подтверждающие соответствие продукции современным стандартам безопасности.</p>
<h2>Технологический процесс нанесения разметки на территории ТЦ</h2>
<p>Первый этап включает подготовку поверхности. Необходимо провести очистку от грязи, пыли и других загрязнений. Используются механические средства, такие как щетки и воздуходувки, для достижения максимальной чистоты.</p>
<p>Затем выполняется маркировка местоположения линий. Это делается с помощью мелков или специальных маркеров. Важно точно соблюдать размеры и расстояния, чтобы обеспечить порядок и безопасность на территории.</p>
<p>На следующем этапе выбирается материал для нанесения. Используются термопластичные составы или краски на основе акрилов. Эти материалы отличаются высокой прочностью и стойкостью к внешним воздействиям.</p>
<p>Приготовление материала осуществляется согласно инструкции производителя. Состав необходимо тщательно перемешать для достижения однородной консистенции.</p>
<p>Следующий шаг – это непосредственно процесс нанесения. Для этого применяются специализированные машины, которые обеспечивают ровный и качественный слой. Работы рекомендуется проводить при температуре 15-25 градусов Цельсия для достижения оптимального сцепления.</p>
<p>После завершения нанесения необходимо выделить время для высыхания. В среднем, этот процесс занимает от 30 минут до 2 часов, в зависимости от климатических условий и типа используемого материала.</p>
<p>Завершающий этап включает проверку качества выполненной работы. Оценка осуществляется по ровности линий, четкости границ и отсутствию повреждений. При необходимости проводятся дополнительные корректировки.</p>
<p>Следуя этому процессу, создается надежная разметка, обеспечивающая безопасность и удобство для посетителей торговых центров.</p>
<h2>Проверка качества и долговечности дорожной разметки</h2>
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" alt="Проверка качества и долговечности дорожной разметки"></p>
<p>Регулярный контроль состояния уложенных линий необходимо проводить не реже одного раза в три месяца. Специальные приборы для измерения ширины и высоты полос помогут выявить даже небольшие повреждения.</p>
<p>Рекомендуется использовать визуальную проверку в сочетании с инструментальной. Важно обращать внимание на четкость границ, отсутствие выкрашивания и потертостей. Все обнаруженные дефекты должны быть зафиксированы и устранены в кратчайшие сроки.</p>
<p>Технология применения специальных материалов, таких как термопластика или холодные пластиковые смеси, влияет на срок службы. Тестирование адгезии таких покрытий к основанию поможет определить их долговечность.</p>
<p>Контроль за эксплуатацией каждого участка необходимо осуществлять с учетом погодных условий и интенсивности движения. Осенью и весной следует уделять особое внимание местам, подверженным скорому износу.</p>
<p>Использование высококачественных пигментов и дополнительных компонентов, таких как стеклянные микрошарики, увеличивает видимость разметки при различных уровнях освещения, что также влияет на сроки службы.</p>
<p>Документация и сертификация использованных материалов могут служить гарантией их качества. Отчетность о проведенном техосмотре рекомендуется хранить в течение нескольких лет для учета и анализа состояния всех участков.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Разметка на дорогах с интенсивным движением &#8212; вызовы и решения</title>
		<link>https://adsk.kz/razmetka-na-dorogax-s-intensivnim-dvizheniem-vizovi-i-resheniya/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:23:38 +0000</pubDate>
				<category><![CDATA[Дорожная разметка]]></category>
		<guid isPermaLink="false">https://adsk.kz/razmetka-na-dorogax-s-intensivnim-dvizheniem-vizovi-i-resheniya/</guid>

					<description><![CDATA[Регулярный аудит и обновление сигнализации являются ключевыми условиями для повышения безопасности на магистралях с высокой активностью. Систематический анализ состояния дорожной разметки и знаков позволяет выявить проблемные участки и устранить их с максимальной оперативностью. Инвестиции в улучшение видимости – обязательный шаг. Использование светоотражающего материала и добавление дополнительного освещения на важнейших пересечениях способствуют снижению числа аварий. Порекомендуется [&#8230;]]]></description>
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" alt="Разметка на дорогах с интенсивным движением: вызовы и решения" title="Разметка на дорогах с интенсивным движением - вызовы и решения" /></p>
<p>Регулярный аудит и обновление сигнализации являются ключевыми условиями для повышения безопасности на магистралях с высокой активностью. Систематический анализ состояния дорожной разметки и знаков позволяет выявить проблемные участки и устранить их с максимальной оперативностью.</p>
<p><strong>Инвестиции в улучшение видимости</strong> – обязательный шаг. Использование светоотражающего материала и добавление дополнительного освещения на важнейших пересечениях способствуют снижению числа аварий. Порекомендуется установить также динамические знаки, которые изменяют информацию в зависимости от текущей ситуации на дороге.</p>
<p><em>Координация работы служб</em>, ответственных за поддержание порядка на магистралях, должна стать приоритетной задачей. Синхронизация действий дорожных служб и местной полиции поможет эффективно реагировать на заторы и аварии, минимизируя последствия и обеспечивая быстрое восстановление нормального режима движения.</p>
<p>Кроме того, важно проводить разъяснительные кампании среди водителей. Обучение правильному поведению на активных магистралях может значительно сократить риск несчастных случаев. Комиссии по безопасности дорожного движения должны регулярно обновлять информационные материалы и использовать современные методы коммуникации для информирования граждан.</p>
<h2>Адаптация разметки к различным дорожным условиям</h2>
<p>Эффективная реализация линий и знаков требует учета специфики среды. При проектировании разметки необходимо ориентироваться на следующие факторы:</p>
<ul>
<li><strong>Климатические условия:</strong> В регионах с частыми осадками желательно использовать термопластичные или светонакопительные материалы, которые обеспечат видимость в дождь и снег.</li>
<li><strong>Тип покрытия:</strong> Для асфальтовых и бетонированных поверхностей применяются разные технологии нанесения, что позволяет избежать быстрого износа.</li>
<li><strong>Интенсивность трафика:</strong> В местах с высокой нагрузкой рекомендуется увеличивать ширину линий и использовать дополнительные элементы, такие как отражатели.</li>
</ul>
<p>Для улучшения видимости в условиях недостаточной освещенности стоит использовать флуоресцентные цвета. Важным аспектом является тестирование материалов на соответствии стандартам, что гарантирует их долговечность.</p>
<ol>
<li>При разработке макета важно учитывать точки входа и выхода для потока транспортных средств, чтобы оптимизировать управление движением.</li>
<li>Постоянный мониторинг состояния позволит вовремя проводить коррекцию или замену изношенных знаков и линий.</li>
<li>Создание системы оповещения водителей о дорожных изменениях и ремонтах значительно снижает вероятность аварий.</li>
</ol>
<p>Важно также проводить обучение для рабочих, занимающихся нанесением линий, чтобы обеспечить соблюдение всех температурных и технологических норм.</p>
<p>Внедрение современных технологий, таких как системы автоматического контроля, поможет в эффективном управлении и обслуживании разметки, что позитивно скажется на безопасности на трассах.</p>
<h2>Использование инновационных материалов для разметки</h2>
<p>Применение термопластичных составов для создания окраски обеспечивает устойчивость к механическим повреждениям и воздействию температур. Эти материалы обладают высокой адгезией, что уменьшает риск стирания и повышает срок службы разметки. Также важно учитывать, что использование светоотражающих компонентов в термопластах значительно улучшает видимость при низкой освещенности.</p>
<p>Нанесение ультрафиолетоустойчивых красок позволяет задерживать оттенок на длительное время, а также предотвращает выгорание. Эти составы сокращают необходимость в частом обновлении, что снижает затраты на обслуживание. Оборудование для нанесения таких материалов позволяет достигать равномерного распределения, что влияет на качество и долговечность слоя.</p>
<p>Интеграция технологий с использованием наночастиц в красках открывает новые горизонты в области устойчивости к химическим веществам и механическим воздействиям. Наноматериалы обеспечивают высокий уровень защиты и долговечность, что особенно важно в условиях повышенной нагрузки.</p>
<table>
<tr>
<th>Материал</th>
<th>Преимущества</th>
<th>Области применения</th>
</tr>
<tr>
<td>Термопластичный состав</td>
<td>Высокая адгезия, стойкость к повреждениям</td>
<td>Высоконагруженные участки</td>
</tr>
<tr>
<td>Ультрафиолетоустойчивая краска</td>
<td>Долговечность цвета, экономия на замене</td>
<td>Улицы, где важна видимость</td>
</tr>
<tr>
<td>Краски с наночастицами</td>
<td>Повышенная устойчивость к химикатам</td>
<td>Промышленные зоны, опасные условия</td>
</tr>
</table>
<p>Эти инновации способствуют сокращению затрат на обслуживание и увеличивают безопасность пользователей. Однако для достижения наилучших результатов необходимо учитывать специфику каждого проекта и соответствующие материалы для определенного климата и типов нагруженности. Каждое решение должно быть основано на детальном анализе конкретных условий и требований.</p>
<h2>Технологические решения для мониторинга состояния разметки</h2>
<p><img decoding="async" 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" alt="Технологические решения для мониторинга состояния разметки"></p>
<p>Для оценки состояния белой и желтой линии на проезжей части рекомендуется применять системы автоматизированного видеомониторинга. Данная технология позволяет получать высококачественные изображения в любое время суток и при различных условиях освещения.</p>
<p><strong>Использование беспилотников</strong> проявляет эффективность в анализе больших участков. Эти устройства позволяют быстро идентифицировать участки с поврежденными или отсутствующими обозначениями, что значительно упрощает задачу инспекторов.</p>
<p>Системы <strong>оптического распознавания</strong> внедряются для анализа изображений, позволяя автоматически оценить видимость разметки. Алгоритмы машинного обучения способны определять уровень редукции контрастности и предлагать время для ремонта или обновления. Для повышения точности рекомендуется использовать комбинированные данные из разных источников.</p>
<p><strong>Датчики состояния</strong> могут размещаться в асфальтовом покрытии. Они работают на основе изменений в температуре и влажности, что позволяет отслеживать deteriorацию водоотводящих свойств и, следовательно, необходимость восстановления линии ограничения. Результаты сбора информации передаются в центральную систему, что упрощает процесс принятия решений.</p>
<p>Непрерывный мониторинг также может быть обеспечен <strong>использованием IoT-решений</strong>, которые интегрируют данные из различных устройств. Такие платформы позволяют контролировать состояние на протяжении времени и реагировать на изменения в реальном времени, оптимизируя затраты на обслуживание.</p>
<p><strong>Использование мобильных приложений</strong> для обратной связи с водителями становится популярным методом. Пользователи могут сообщать о недостатках, добавляя фотографии и геолокацию, что позволяет госструктурам оперативно реагировать на проблемы.</p>
<p>Эти технологии значительно способствуют повышению безопасности на путях и формируют комфортные условия для участников дорожного движения. Применение современных решений при мониторинге обеспечивает своевременное обновление информации и улучшает общее состояние уличной инфраструктуры.</p>
<h2>Обучение водителей и пешеходов правилам дорожной разметки</h2>
<p>Организация учебных программ для водителей и пешеходов должна включать практические занятия, где участники учатся распознавать различные знаки и символы на поверхности проезжей части. Это обеспечит лучшее понимание требований и позволит снизить количество происшествий.</p>
<p><strong>Водителям</strong> необходимо проводить регулярные курсы повышения квалификации, которые сосредотачиваются на изменениях в правилах. Преподаватели обязаны акцентировать внимание на новых типах знаков, таких как специальные зоны для велосипедистов и пешеходов. Актуальные и наглядные пособия помогут усвоить материал.</p>
<p><em>Пешеходы</em> должны получать информацию о безопасном переходе через улицы и правильной интерпретации разметки. Уроки в учебных заведениях, а также специализированные мероприятия позволят донести важность соблюдения обозначенных мест для перехода, особенно в загруженных районах.</p>
<p>Использование интерактивных методов обучения, таких как симуляции или мобильные приложения, также повышает запоминание правил. Уделять внимание визуальному восприятию – цвету и форме знаков – будет полезно. Чем больше информации будет предоставлено в доступной форме, тем вероятнее, что водители и пешеходы будут следовать рекомендациям.</p>
<p>Систематический мониторинг эффективности обучения с помощью опросов и анализа статистики аварийности на участках с новыми правилами позволит корректировать учебный процесс. Необходимо вводить элементы gamification, чтобы повысить интерес к обучению и вовлеченность участников.</p>
<p>Взаимодействие с местными сообществами и организациями также способствует распространению информации. Совместные акции с участием городских властей и общественных объединений увеличат осведомленность о правилах на местах.</p>
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		<item>
		<title>Особенности нанесения разметки в зимний период</title>
		<link>https://adsk.kz/osobennosti-naneseniya-razmetki-v-zimnij-period/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:23:37 +0000</pubDate>
				<category><![CDATA[Дорожная разметка]]></category>
		<guid isPermaLink="false">https://adsk.kz/osobennosti-naneseniya-razmetki-v-zimnij-period/</guid>

					<description><![CDATA[Тщательным выбором материалов можно значительно улучшить качество выполняемых работ в условиях пониженных температур. Использование термореактивных и водостойких красок предотвращает их замерзание, обеспечивая надежное сцепление с основанием. При температуре ниже нуля рекомендуется проводить предварительную подготовку поверхности. Удаление снега и льда, а также сушка асфальта или бетона повышают адгезию и позволяют избежать отслаивания после завершения работ. Определение [&#8230;]]]></description>
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alt="Особенности нанесения разметки в зимний период" title="Особенности нанесения разметки в зимний период" /></p>
<p>Тщательным выбором материалов можно значительно улучшить качество выполняемых работ в условиях пониженных температур. Использование термореактивных и водостойких красок предотвращает их замерзание, обеспечивая надежное сцепление с основанием.</p>
<p>При температуре ниже нуля рекомендуется проводить предварительную подготовку поверхности. Удаление снега и льда, а также сушка асфальта или бетона повышают адгезию и позволяют избежать отслаивания после завершения работ.</p>
<p>Определение оптимальной толщины слоя краски становится неотъемлемым условием. Для морозостойких составов обычно достаточно 1-3 мм, что обеспечивает быстрое высыхание и устойчивость к механическим повреждениям.</p>
<p>Следует учитывать активные погодные условия. В случае наличия осадков, работа с краской становится менее эффективной. Поэтому планирование работ лучше осуществлять в сухие и по возможности солнечные дни.</p>
<p>Соблюдение технологии на всех этапах – от подготовки до завершения, существенно повлияет на долговечность выполненной работы. Уделение внимания мелочам позволит избежать затрат в будущем и повысит безопасность дорожного движения.</p>
<h2>Выбор материалов для зимней разметки</h2>
<p><img decoding="async" 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" alt="Выбор материалов для зимней разметки"></p>
<p>Для успешного выполнения отметок в холодное время года следует обращать внимание на специальные материалы. <strong>Краски</strong> на основе акриловых смол с высокой морозостойкостью рекомендуются для использования при отрицательных температурах. Они обеспечивают отличную адгезию и износостойкость.</p>
<p><strong>Термопластика</strong> является предпочтительным вариантом, если требуется долговечность и стойкость к механическим повреждениям. Такой материал сохраняет гибкость и не трескается даже при сильных морозах.</p>
<p>Необходимо учитывать и <strong>светоотражающие добавки</strong>, которые повысят видимость отметок в условиях плохой видимости, зачастую характерных для зимы. Это особенно актуально в районах с повышенными требованиями к безопасности на пути.</p>
<p>При выборе <strong>песка</strong> для создания текстуры, его следует использовать с осторожностью: он должен быть сухим, чтобы избежать комкования. Также стоит обратить внимание на использование <strong>специальных резинок</strong> и добавок для улучшения сцепления и прочности покрытия.</p>
<p>Следует также рассмотреть применение <strong>биологических добавок</strong> для предотвращения обледенения, что повысит безопасность дорожного движения. Эти добавки обеспечивают необходимую сцепленность и упрощают уход за покровом в условиях зимних осадков.</p>
<p>В случае комбинирования материалов, важно тестировать их совместимость и эксплуатационные характеристики при низких температурах для предотвращения ухудшения качества. Выбор правильных компонентов гарантирует долговечность и эффективность разметки в сложных условиях.</p>
<h2>Технология нанесения разметки при низких температурах</h2>
<p>Для достижения высокого качества работ в условиях низких температур необходимо использовать специальные краски, которые сохраняют свои свойства при отрицательных значениях. Лучше всего подходят полимерные и термопластичные составы, обеспечивающие адгезию к холодной поверхности.</p>
<p>Перед началом работы важно очистить поверхность от снега и льда. Для этого используются специальные скребки или механические щетки. Сильное загрязнение может потребовать использования высокого давления воды.</p>
<p>Температура воздуха должна быть выше -5°C для большинства типов материалов. При большем морозе применяется добавление специальной присадки для ускорения схватывания краски. Эти вещества снижают вязкость и увеличивают скорость полимеризации.</p>
<p>Наносить состав рекомендуется с использованием оборудования, обеспечивающего равномерное распределение. Важно поддерживать требуемую толщину слоя, для чего следует регулировать скорость передвижения устройства.</p>
<p>После нанесения необходимо обеспечить защиту от раннего воздействия атмосферных условий, таких как снег и дождь. Для этого на время необходимо ограничить доступ на окрашенные участки.</p>
<p>Целесообразно предусмотреть распланированные промежутки для повторного покрытия в зависимости от климатических условий и интенсификации движения. Использование альтернативных знаков и сигнализации в этот период уменьшает вероятность несчастных случаев.</p>
<h2>Учет погодных условий и влияние на долговечность разметки</h2>
<p>Применение высококачественных материалов, устойчивых к низким температурам, должно быть приоритетом. Пигменты и компоненты, которые не подвержены воздействию мороза, обеспечивают лучшее сцепление с дорожным покрытием, уменьшая риск образования трещин и отколов.</p>
<p>Перед проведением работ следует учитывать температуру воздуха и уровень влажности. Для оптимального результата рекомендуется проводить процесс при температуре не ниже -5°C и относительной влажности менее 80%. Это позволяет избежать замерзания или плохого высыхания составов.</p>
<p>Использование специализированных смесей с добавками, которые ускоряют затвердевание, может значительно повысить прочность покрытия. Такие продукты способны снижать риск разрушения из-за перепадов температур и влияния химических реагентов, распространенных в зимний период.</p>
<p>После нанесения следует обеспечить защиту от механических повреждений. Недопущение сильного воздействия транспортных средств в первые сутки позволит бетону или краске достичь необходимой прочности.</p>
<p>Регулярный мониторинг состояния и проведение необходимой диагностики позволят своевременно выявить случаи ухудшения. Использование многофункциональных покрытий с учетом особенностей климата продлевает срок службы. Рекомендовано тщательно выбирать компоненты в зависимости от ожидаемых погодных условий для минимизации негативного воздействия снега и льда на созданную разметку.</p>
<p>В завершение, применение современных технологий и мониторинг внешних факторов в сочетании с грамотным выбором материалов обеспечивает долговечность и устойчивость к зимним условиям.</p>
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		<title>Разметка на автострадах &#8212; требования и технологии</title>
		<link>https://adsk.kz/razmetka-na-avtostradax-trebovaniya-i-texnologii/</link>
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		<pubDate>Mon, 27 Jan 2025 04:23:36 +0000</pubDate>
				<category><![CDATA[Дорожная разметка]]></category>
		<guid isPermaLink="false">https://adsk.kz/razmetka-na-avtostradax-trebovaniya-i-texnologii/</guid>

					<description><![CDATA[Для обеспечения безопасности и упрощения движения грузовых и легковых автомобилей, крайне важно соблюдать стандарты, касающиеся дорожных знаков и линий. Подбор правильных материалов и технологий позволяет добиться долговечности и высокой заметности. Рекомендуется использовать краски с высокой светоотражающей способностью, что особенно актуально в условиях недостаточной видимости. Технические характеристики таких красок должны включать устойчивость к климатическим условиям и [&#8230;]]]></description>
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" alt="Разметка на автострадах: требования и технологии" title="Разметка на автострадах - требования и технологии" /></p>
<p>Для обеспечения безопасности и упрощения движения грузовых и легковых автомобилей, крайне важно соблюдать стандарты, касающиеся дорожных знаков и линий. Подбор правильных материалов и технологий позволяет добиться долговечности и высокой заметности. Рекомендуется использовать краски с высокой светоотражающей способностью, что особенно актуально в условиях недостаточной видимости. Технические характеристики таких красок должны включать устойчивость к климатическим условиям и механическим повреждениям.</p>
<p>Создание четких и понятных линий разметки связано с применением современных технологий. Использование термопластиков и специальных рулонных материалов обеспечивает наилучший результат. Эти решения позволяют обеспечить, чтобы разметка сохранялась на длительный срок и минимально поддавалась износу. Также стоит обратить внимание на применение инновационного оборудования, которое автоматизирует процесс нанесения разметки, значительно сокращает время работы и улучшает качество нанесения.</p>
<p>При проектировании и нанесении дорожных обозначений важно учитывать местные условия и специфику движения. Например, в районах с высокой плотностью транспортных потоков рекомендуется применять зебровую полосатую разметку на пешеходных переходах. Такие решения помогают значительным образом повысить безопасность пешеходов. Кроме того, использование ярких контрастных цветов для обозначения участков со сниженной скоростью важно для снижения числа ДТП.</p>
<h2>Стандарты разметки: требования и нормы</h2>
<p>Все элементы маркировки на дорогах должны соответствовать нормативам, установленным местными законами и международными стандартами. Основные параметры, которые необходимо учитывать, включают ширину линий, цветовое обозначение и материалы, используемые для нанесения. Ширина линий должна быть в диапазоне 10-20 см, что обеспечивает четкость визуального восприятия.</p>
<p>Цвета должны регулироваться стандартами, где белый используется для основных линий, а желтый &#8212; для разделения направлений движения. Нанесенные элементы должны обладать высокими отражающими свойствами, что гарантирует видимость в условиях плохой освещенности.</p>
<p>Места, требующие особого внимания: такие как перекрестки, зоны с ограниченной видимостью и участки со сложной конфигурацией, должны быть выделены дополнительными символами и указателями. Использование специализированных пленок с высокой прочностью и стойкостью к внешним воздействиям обеспечит долговечность и безопасность для участников движения.</p>
<p>Четкость границ и знаков критически важна для предотвращения ДТП. Процесс нанесения должен осуществляться только сертифицированными компаниями с соблюдением всех безопасных условий и подходящего оборудования. Регулярные инспекции состояния маркировки обязательны для поддержания всех стандартов на должном уровне и своевременного обновления фрагментов, которые износились или утратили свою видимость.</p>
<h2>Материалы для дорожной разметки: что выбрать?</h2>
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alt="Материалы для дорожной разметки: что выбрать?"></p>
<p>При выборе составов для нанесения линий на проезжей части рекомендуется обратить внимание на два основных типа: термопластик и краски на водной основе. Термопластик обеспечивает высокую устойчивость к механическим повреждениям и атмосферным условиям, обладает отличной отражающей способностью, что снижает риск ДТП в темное время суток.</p>
<p><strong>Краски на водной основе</strong> имеют экологичные характеристики, быстро сохнут, но могут быть менее долговечными, особенно в местах с интенсивным движением. Важно учитывать климатические условия региона. Для зон с высокой жарой рекомендуется выбирать термопластик или специальные аэрозоли, устойчивые к высоким температурам.</p>
<p>Кроме того, для увеличения видимости наносят <em>фосфоресцирующие</em> и <em>многослойные</em> линии, что особенно актуально для сложных пешеходных переходов. Технология дополнительного флуоресценции также может повысить безопасность на дороге.</p>
<p>Не следует забывать о роли <strong>песка</strong> и <strong>гранитов</strong> в составе. Эти добавки увеличивают сцепление колес авто с поверхностью, что особенно актуально в условиях дождя или гололеда.</p>
<p>Рекомендуется для каждого участка дороги проводить предварительный анализ, учитывая его нагрузки и климатические условия, чтобы оптимально выбрать составы для покрытия. Применение комплексного подхода к выбору материалов позволит значительно повысить срок службы линий и общую безопасность дорожного движения.</p>
<h2>Технологические процессы нанесения разметки</h2>
<p>Для качественного нанесения дорожной разметки применяются несколько ключевых процессов. Первый этап включает подготовку поверхности. Она должна быть чистой, сухой и свободной от мусора, что обеспечивает хорошую адгезию краски. Для этого используют щетки, компрессоры и специализированное оборудование для мойки.</p>
<p>Затем происходит выбор типа покрытия. Наиболее распространены аэрозольные краски, термопластичные массы и пластиковые покрытия. Аэрозольные краски подходят для временной разметки, в то время как термопластичные материалы обеспечивают долговечность и устойчивость к механическим повреждениям.</p>
<p>Следующий шаг &#8212; нанесение краски. Используются специализированные машины, которые обеспечивают равномерное распределение материала. В зависимости от выбранного типа покрытия, могут применяться разные методы: распыление, экструзия или метод горячей апликации.</p>
<p>После нанесения производится обработка поверхности. Важно следить за соблюдением температурного режима и влажности, чтобы краска быстро сохла и сохраняла свои характеристики. Для этого применяются методы ускоренной сушки с использованием тепловых пушек или ультрафиолетовых ламп.</p>
<p>Финальный этап включает контроль качества. Это включает проверку четкости линий, цвета и прочности покрытия. Инспекция осуществляется с помощью глазомеров и других измерительных приборов. Также проводится испытание на долговечность, что дает возможность оценить срок службы покрытия.</p>
<p>Для повышения безопасности дорожного движения часто используются светоотражающие материалы. Они добавляют в состав краски, что улучшает видимость разметки в ночное время и в условиях недостаточной освещенности.</p>
<h2>Проблемы и решения по уходу за дорожной разметкой</h2>
<p>Для поддержания четкости и долговечности разметки необходимо учитывать следующие аспекты:</p>
<ul>
<li><strong>Условия эксплуатации:</strong> Износ покрытия возникает из-за воздействия атмосферных явлений, таких как дождь, снег и резкие перепады температур. Рекомендуется использовать специализированные материалы, устойчивые к таким условиям.</li>
<li><strong>Мониторинг состояния:</strong> Регулярная проверка состояния линий поможет выявить повреждения на ранних этапах. Рекомендуется организовать график проверок не реже трех раз в год.</li>
<li><strong>Чистка поверхностей:</strong> Загрязнения и образования плесени снижают видимость. Очищение с использованием крайне высокого давления и специальных составов устранит эти проблемы.</li>
</ul>
<p>Также следует обратить внимание на:</p>
<ol>
<li><strong>Использование термопластиков:</strong> Эти материалы обеспечивают устойчивость к повреждениям и долговечность. Их применение позволяет уменьшить частоту планового ухода.</li>
<li><strong>Система освещения:</strong> Правильный выбор освещения на участках повышенной опасности улучшает видимость элементов разметки, способствуя безопасности дорожного движения.</li>
<li><strong>Инновационные технологии:</strong> Внедрение автономных систем мониторинга состояния покрытий может значительно улучшить скорость реагирования на ситуации, требующие вмешательства.</li>
</ol>
<p>Применение описанных стратегий обеспечит стабильное качество разметки, что, в свою очередь, снизит риски уличных происшествий и повысит уровень безопасности для всех участников движения.</p>
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		<title>Как производится разметка на бетонных покрытиях</title>
		<link>https://adsk.kz/kak-proizvoditsya-razmetka-na-betonnix-pokritiyax/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:23:35 +0000</pubDate>
				<category><![CDATA[Дорожная разметка]]></category>
		<guid isPermaLink="false">https://adsk.kz/kak-proizvoditsya-razmetka-na-betonnix-pokritiyax/</guid>

					<description><![CDATA[Применение специализированных технологий для обозначения линий и символов на твердых объектах требует точности и качественных материалов. Для начала стоит выбрать подходящие виды красок. Лучшим выбором будут составы на водной основе, обеспечивающие высокую адгезию к поверхности и устойчивость к механическим повреждениям. Следующий этап включает подготовку основания. Бетон должен быть очищен от загрязнений, пыли и масла. Для [&#8230;]]]></description>
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" alt="Как производится разметка на бетонных покрытиях" title="Как производится разметка на бетонных покрытиях" /></p>
<p>Применение специализированных технологий для обозначения линий и символов на твердых объектах требует точности и качественных материалов. Для начала стоит выбрать подходящие виды красок. Лучшим выбором будут составы на водной основе, обеспечивающие высокую адгезию к поверхности и устойчивость к механическим повреждениям.</p>
<p>Следующий этап включает подготовку основания. Бетон должен быть очищен от загрязнений, пыли и масла. Для этого рекомендуем использовать промышленный пылесос или моющие средства. После высыхания поверхности осуществляется нанесение грунтовки, что повысит сцепление краски с основанием.</p>
<p>При разметке необходимо четко соблюдать размеры и пропорции. Использование специальных шаблонов позволит гарантировать аккуратность линий и символов. Для нанесения линий следует использовать малярную ленту, которая предотвратит растекание краски за пределы обозначенных границ.</p>
<p>Завершающим этапом является установка предупреждающих знаков и символов, которые должны быть видимыми даже при плохом освещении. Важно учитывать стандартные размеры и цвета для того, чтобы разметка соответствовала установленным требованиям безопасности.</p>
<h2>Выбор инструментов и материалов для разметки</h2>
<p><img decoding="async" 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" alt="Выбор инструментов и материалов для разметки"></p>
<p>Оптимальные инструменты для нанесения линий на поверхности включают аэрозольные краски, переносные распылители и штангенциркуль. Аэрозольные банки с краской обеспечивают равномерное распределение и быстрое высыхание. Переносные распылители подходят для больших площадей и дают возможность регулировки ширины линии. Штангенциркуль используется для точного измерения расстояний между линиями.</p>
<p>Выбор краски выполняется с учетом типа поверхности. Для надежной фиксации на бетонных основах рекомендованы акриловые или масляные составы. Эти виды обеспечивают высокую стойкость к механическим повреждениям и атмосферным воздействием.</p>
<p>Стоит обратить внимание на цветовую гамму. Яркие оттенки обеспечивают высокую видимость на сером фоне, что особенно важно для увеличения безопасности. Для обеспечения долговечности линий целесообразно выбрать краски с добавлением пигментов, способствующих защите от выцветания.</p>
<p>Дополнительные инструменты, такие как линейки, угольники и маркеры, помогут в создании четких и точных линий. Специальные маркеры для обозначения временных границ позволяют быстро удалить линии после завершения работ. Использование изоленты для предварительной разметки предотвратит ошибки при нанесении основного слоя.</p>
<p>Важно учитывать условия работы. При низких температурах целесообразно использовать краски, предназначенные для холодного климата, чтобы избежать обсыхания. Наличие средств личной защиты, таких как маски и перчатки, обязательно для предотвращения вредных контактов с химическими веществами.</p>
<h2>Технология нанесения разметки на разные типы бетонных покрытий</h2>
<p>При выборе метода нанесения линии на поверхности следует учитывать тип материала. Для гладких, полированных основ рекомендуются термопластичные составы, так как они обеспечивают отличную адгезию и долгий срок службы. Специальные грунтовки перед нанесением помогут улучшить сцепление.</p>
<p>Неровные или шершавые поверхности требуют применения акриловых или водно-дисперсионных красок. Эти материалы легко ложатся на неидеальные основы и обеспечивают хорошую видимость. Также важно учитывать, что для таких оснований может потребоваться предварительная обработка для удаления загрязнений и пыли.</p>
<p>Для покрытия с высокой проходимостью целесообразно применять материалы с добавлением стекломикса или песка. Это сделает линии более устойчивыми к механическим повреждениям и увеличит их долговечность. Нанесение таких составов осуществляется с помощью специальных распылителей для равномерного распределения.</p>
<p>После выбора состава необходимо правильно рассчитать толщину слоя. Например, на местах с интенсивной нагрузкой линию следует наносить толще, чем на менее загруженных участках. Использование шаблонов и трафаретов помогает достичь точности и чистоты линий, особенно в сложных конфигурациях.</p>
<p>Время высыхания краски зависит от погодных условий и типа материала. Обязательно стоит помнить о соблюдении технологических интервалов для достижения наилучшего результата. Применение специализированного оборудования, такого как машины для разметки, значительно ускоряет процессы и повышает качество.</p>
<p>Финишная обработка заключается в проведении контроля на отсутствие дефектов и, при необходимости, &#8212; нанесении защитных слоев для продления срока службы линий.</p>
<h2>Устойчивость и долговечность разметки: советы по уходу</h2>
<p><img decoding="async" 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" alt="Устойчивость и долговечность разметки: советы по уходу"></p>
<p>Регулярная очистка поверхности с помощью механического оборудования или высоконапорной воды препятствует накоплению загрязнений, что способствует сохранению яркости и четкости линий.</p>
<p>Использование специализированных защитных покрытий поможет увеличить срок службы нанесенных знаков. Такие добавки защищают от воздействия ультрафиолета и химических реагентов.</p>
<p>Важно следить за состоянием поверхности. Появление трещин и ям может негативно сказаться на качестве визуальных сигналов. Ремонтные работы должны проводиться своевременно, чтобы минимизировать повреждения покрытия.</p>
<p>Избегать использования агрессивных моющих средств, способствующих выцветанию и разрушению покрытия. Лучше применять нейтральные моющие средства, специально предназначенные для ухода за дорожными знаками.</p>
<p>Своевременная окраска и обновление даже незначительных повреждений помогут сохранить необходимую видимость и безопасность на данном участке.</p>
<p>При движении транспорта рекомендуется минимизировать интенсивность и частоту воздействия тяжелых грузов, так как это может привести к быстрому износу. Использование обозначенных зон для парковки или разгрузки снизит нагрузку на критические участки.</p>
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			</item>
		<item>
		<title>Светоотражающие линии дорожной разметки &#8212; как они работают</title>
		<link>https://adsk.kz/svetootrazhayushie-linii-dorozhnoj-razmetki-kak-oni-rabotayut/</link>
					<comments>https://adsk.kz/svetootrazhayushie-linii-dorozhnoj-razmetki-kak-oni-rabotayut/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:23:34 +0000</pubDate>
				<category><![CDATA[Дорожная разметка]]></category>
		<guid isPermaLink="false">https://adsk.kz/svetootrazhayushie-linii-dorozhnoj-razmetki-kak-oni-rabotayut/</guid>

					<description><![CDATA[Для повышения безопасности на дорогах и улучшения видимости в темное время суток важно обратить внимание на использование светоотражающих деталей в разметке. Такие элементы обеспечивают яркость и четкость линий, что особенно актуально в условиях ограниченной видимости, включая дождь или туман. Ключевым аспектом работы этих защитных средств является их способность отражать свет фар. Использование специальных материалов, содержащих [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Для повышения безопасности на дорогах и улучшения видимости в темное время суток важно обратить внимание на использование светоотражающих деталей в разметке. Такие элементы обеспечивают яркость и четкость линий, что особенно актуально в условиях ограниченной видимости, включая дождь или туман.</p>
<p>Ключевым аспектом работы этих защитных средств является их способность отражать свет фар. Использование специальных материалов, содержащих призмы или микроскопические стеклянные сферы, позволяет значительно улучшить видимость линий. При выборе такого покрытия следует учесть его светопропускные свойства и долговечность, что непосредственно влияет на уровень безопасности на дороге.</p>
<p>Наличие светоотражающих компонентов на разметке не только помогает водителям лучше ориентироваться, но и уменьшает количество дорожно-транспортных происшествий. Рекомендуется регулярно проверять состояние этих элементов, особенно после зимнего периода, когда на них воздействуют неблагоприятные погодные условия. Эффективное применение таких технологий значительно способствует повышению безопасности на дорогах Казахстана.</p>
<h2>Принципы работы светоотражающих материалов на дорожной разметке</h2>
<p>При повышении видимости дорожной разметки в условиях низкой освещенности ключевую роль играют материалы, способные отражать свет. Эти составы разработаны на основе микроскопических стеклянных шариков и других аналогичных компонентов, которые эффективно направляют световые лучи назад к источнику.</p>
<p>Основные характеристики работы отражающих веществ:</p>
<ul>
<li><strong>Принцип отражения:</strong> При попадании света на поверхность разметки, микро-шарики создают эффект зеркало, возвращая свет обратно в направлении источника, что усиливает видимость знаков и линий.</li>
<li><strong>Угол отражения:</strong> Оптимизация угла наклона отражающих элементов позволяет улучшить видимость на различных расстояниях. Эффективные материалы способны отражать свет под разными углами, что делает разметку заметной для водителей.</li>
<li><strong>Фотометрические свойства:</strong> Качество светоотражающих материалов анализируется с учетом коэффициента отражения света, который указывает на то, насколько ярко выражены разметки в ночное время.</li>
</ul>
<p>Важные аспекты применения этих веществ в процессе разметки:</p>
<ol>
<li>Выбор материалов, обладающих высокой стойкостью к воздействиям окружающей среды, что гарантирует долговечность и стабильность их отражающих свойств.</li>
<li>Тщательное соблюдение технологии нанесения, что является залогом равномерного распределения светоотражающих элементов.</li>
<li>Регулярный мониторинг состояния разметки для обеспечения ее функциональности, особенно в условиях интенсивного движения и неблагоприятных погодных условий.</li>
</ol>
<p>Научно обоснованные подходы к использованию отражающих составов способны повысить безопасность дорожного движения и снизить количество аварийных ситуаций в темное время суток и при плохой видимости.</p>
<h2>Технологии и методы нанесения светоотражающей разметки</h2>
<p>Применение термопластичных материалов – один из наиболее распространенных подходов. Этот метод подразумевает использование горячих составов, которые расплавляются и наносятся на поверхность. Такой способ обеспечивает хорошую адгезию и долговечность. Включение стеклянных шариков в массу повышает отражательные свойства.</p>
<p>Использование холодных пленок для маркировки предлагает простоту и быстроту в работе. Пленки имеют клеевую основу, что значительно сокращает время высыхания. Этот вариант также подходит для мелких ремонтных работ.</p>
<p>Метод распыления с использованием светоотражающих составов является более современным. Он включает применение специальных распылителей и аэрозольных баллончиков. Это позволяет достигать тонкого и ровного слоя, что особенно актуально для сложных конфигураций и форм.</p>
<p>Лазерное нанесение представляет собой высокотехнологичный процесс, который обеспечивает точность и аккуратность. Однако он требует значительных затрат на оборудование и подготовку.</p>
<p>Все перечисленные методы могут комбинироваться в зависимости от условий эксплуатации и необходимого уровня долговечности разметки. Выбор технологии определяется характеристиками поверхности, климатическими условиями и бюджетом.</p>
<p>Для повышения видимости в условиях низкой освещенности рекомендуется добавление светоотражающих добавок, что также может быть учтено на этапе выбора метода. Таким образом, комплексный подход к нанесению позволяет обеспечить максимальную безопасность дорожного движения.</p>
<h2>Преимущества использования светоотражающей разметки в условиях недостаточной видимости</h2>
<p><strong>Обеспечение безопасности</strong> – главное преимущество использования отражающих материалов в темное время суток или при плохой видимости. Они значительно увеличивают видимость объектов для водителей, позволяя им быстрее реагировать на дорожные условия.</p>
<p>Технологии, применяемые в таких знаках и символах, позволяют отражать свет фар автомобилей. Это приводит к повышению комфортности и безопасности передвижения. Исследования показывают, что использование отражающих элементов снижает количество ДТП в условиях низкой видимости на 30%.</p>
<p><strong>Устойчивость к внешним условиям</strong> обеспечивает долговечность. Эти покрытия эффективно работают при различных погодных условиях: дожде, снегопаде или тумане. Благодаря этому водители всегда могут рассчитывать на стабильный уровень видимости.</p>
<p><strong>Экономия средств</strong> также является важным аспектом. Установка такого типа знаков требует первоначальных затрат, однако их долговечность и низкие эксплуатационные расходы оправдывают вложения, так как необходимость в частом ремонте и замене сокращается.</p>
<p><strong>Улучшение навигации</strong> на дороге способствует уменьшению ошибок водителей. Яркие отражающие элементы становятся заметными даже на значительном расстоянии, что позволяет заблаговременно заранее принять решения о маневрах.</p>
<p>Эти характеристики делают применение светоотражающих элементов особенно актуальным в современных условиях, когда безопасность на дорогах должна быть приоритетом. Инвестиции в улучшение видимости будут оправданы, так как они помогают сохранить жизни и здоровье людей.</p>
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