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		<title>Обзор металлообрабатывающих станков для начинающих: что стоит купить в 2026 году</title>
		<link>https://aktaustroi.kz/obzor-metalloobrabatyvayushhih-stankov-dlya-nachinayushhih-chto-stoit-kupit-v-2026-godu/</link>
		
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		<pubDate>Thu, 02 Apr 2026 09:04:00 +0000</pubDate>
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					<description><![CDATA[Металлообработка — это увлекательный и полезный процесс, который открывает массу возможностей для создания различных изделий. Независимо от того, являетесь ли вы мастером-любителем или только начинаете работать с металлом, важно выбрать подходящее оборудование. В 2026 году выбор металлообрабатывающих станков стал разнообразнее и доступнее, что дает новые возможности для начинающих. При этом важно не только выбрать станок[...]]]></description>
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<p>Металлообработка — это увлекательный и полезный процесс, который открывает массу возможностей для создания различных изделий. Независимо от того, являетесь ли вы мастером-любителем или только начинаете работать с металлом, важно выбрать подходящее оборудование. В 2026 году выбор металлообрабатывающих станков стал разнообразнее и доступнее, что дает новые возможности для начинающих.</p>



<p>При этом важно не только выбрать станок по цене, но и обратить внимание на его функциональные характеристики, удобство использования и возможные ограничения. В этой статье мы рассмотрим, какие металлообрабатывающие станки подойдут для новичков, на что стоит обратить внимание при их выборе и какие модели стоит рассматривать в 2026 году.</p>



<p>Если вы ищете надежного поставщика металлообрабатывающего оборудования, обратитесь к <a href="https://x-profil.kz/" target="_blank" rel="noopener">X</a><a href="https://x-profil.kz/" target="_blank" rel="noreferrer noopener">-Profil</a>, компании, которая предлагает широкий ассортимент высококачественных станков для любых нужд.</p>



<p>Покупка станка — это не только финансовая инвестиция, но и шаг к развитию ваших навыков и возможностей. Мы расскажем о самых популярных и универсальных моделях, которые подходят для использования в домашних мастерских и небольших производствах. Если вы планируете серьезно заняться металлообработкой, эта статья поможет вам разобраться, какие станки стоит приобрести в первую очередь.</p>



<figure class="wp-block-image size-large"><img fetchpriority="high" decoding="async" width="1024" height="683" src="https://aktaustroi.kz/wp-content/uploads/2026/04/image-1-1024x683.jpeg" alt="" class="wp-image-3184" srcset="https://aktaustroi.kz/wp-content/uploads/2026/04/image-1-1024x683.jpeg 1024w, https://aktaustroi.kz/wp-content/uploads/2026/04/image-1-300x200.jpeg 300w, https://aktaustroi.kz/wp-content/uploads/2026/04/image-1-768x512.jpeg 768w, https://aktaustroi.kz/wp-content/uploads/2026/04/image-1.jpeg 1536w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>



<h2 class="wp-block-heading">Популярные модели металлообрабатывающих станков для хобби-мастерских и малого производства</h2>



<p>Выбор металлообрабатывающего станка для начинающего мастера — важный шаг, который зависит от многих факторов, таких как тип работ, бюджет и доступное пространство. На сегодняшний день существует несколько моделей станков, которые идеально подходят для хобби-мастерских и малого производства. В этом разделе мы рассмотрим наиболее популярные и универсальные варианты, которые помогут вам начать работу с металлом.</p>



<h3 class="wp-block-heading">Листогибочные станки</h3>



<p>Листогибочные станки — это одни из самых универсальных инструментов в металлообработке, которые используются для изгиба металла на заданный угол. Они идеально подходят для работы с металлическими листами, часто используемыми в производстве дверей, оконных рам, а также в строительстве.</p>



<ul class="wp-block-list">
<li><strong>Преимущества:</strong> Простота использования, компактность, возможность работы с различными металлами.</li>



<li><strong>Для чего подходит:</strong> Работы с металлом средней толщины, создание изделий из листового металла.</li>



<li><strong>Популярные модели:</strong> JET JBG-20, Dake J-16, Holzmann B-7.</li>
</ul>



<h3 class="wp-block-heading">Ленточнопильные станки</h3>



<p>Ленточнопильные станки предназначены для резки металла с использованием пилы, которая перемещается по направляющим. Эти станки особенно полезны для точной резки и позволяют работать с различными типами металлов, включая сталь, алюминий и другие сплавы.</p>



<ul class="wp-block-list">
<li><strong>Преимущества:</strong> Высокая точность реза, возможность резки толстых материалов, экономичность.</li>



<li><strong>Для чего подходит:</strong> Изготовление деталей и заготовок, точные работы по металлу.</li>



<li><strong>Популярные модели:</strong> BOSCH GCB 18V-20, JET HBS-250M, Holzmann BS-210.</li>
</ul>



<h3 class="wp-block-heading">Сверлильные станки</h3>



<p>Сверлильные станки являются незаменимым инструментом для сверления отверстий в металле. Они могут быть использованы как для мелких работ в домашних мастерских, так и для более серьёзных задач в небольших производственных цехах.</p>



<ul class="wp-block-list">
<li><strong>Преимущества:</strong> Возможность работы с различными материалами, высокая точность, множество вариантов настройки.</li>



<li><strong>Для чего подходит:</strong> Сверление отверстий для соединений, подготовка заготовок для дальнейшей обработки.</li>



<li><strong>Популярные модели:</strong> Optimum B16, JET JDP-17, Einhell BT-BD 501.</li>
</ul>



<h3 class="wp-block-heading">Фрезерные станки</h3>



<p>Фрезерные станки используются для обработки плоских и сложных поверхностей на различных материалах. Они предоставляют мастерам возможность создания высокоточных деталей с различными геометрическими формами.</p>



<ul class="wp-block-list">
<li><strong>Преимущества:</strong> Высокая точность обработки, возможность работы с большими заготовками, универсальность.</li>



<li><strong>Для чего подходит:</strong> Создание деталей с высокой точностью, обработка металлических и пластиковых материалов.</li>



<li><strong>Популярные модели:</strong> Proxxon MF 70, JET JTM-1050, Sieg X2.</li>
</ul>



<h3 class="wp-block-heading">Токарные станки</h3>



<p>Токарные станки — это устройства, предназначенные для обработки металлов, пластмасс и древесины с помощью вращающейся заготовки. Эти станки идеально подходят для создания цилиндрических и круглых деталей.</p>



<ul class="wp-block-list">
<li><strong>Преимущества:</strong> Многофункциональность, возможность обработки различных материалов, точность работы.</li>



<li><strong>Для чего подходит:</strong> Изготовление деталей цилиндрической формы, резьбовых соединений, шлифовка.</li>



<li><strong>Популярные модели:</strong> Sieg C6, Emco Compact 8, Jet JML-1014.</li>
</ul>



<p>Каждая из этих моделей металлообрабатывающих станков имеет свои особенности, и выбор зависит от того, какие работы вы планируете выполнять в своей мастерской. В следующем разделе мы рассмотрим, как выбрать станок в зависимости от ваших задач и бюджета.</p>



<h2 class="wp-block-heading">Ленточнопильные станки: преимущества и области применения</h2>



<p>Ленточнопильные станки — это универсальные инструменты, которые используются для точной и эффективной резки различных материалов, включая металл, дерево, пластик и другие сплавы. Эти станки особенно популярны в металлообработке и строительстве, поскольку они обеспечивают высокую точность реза и могут работать с материалами различной толщины. В этом разделе мы рассмотрим основные преимущества ленточнопильных станков, а также их области применения.</p>



<h3 class="wp-block-heading">Преимущества ленточнопильных станков</h3>



<ul class="wp-block-list">
<li><strong>Точность реза:</strong> Ленточнопильные станки обеспечивают высокую точность и чистоту реза, что особенно важно для работы с металлами и другими твёрдыми материалами.</li>



<li><strong>Универсальность:</strong> Эти станки могут резать различные материалы — от мягкого дерева до твердых металлов, таких как сталь, алюминий, бронза.</li>



<li><strong>Экономичность:</strong> Ленточнопильные станки могут работать долго без необходимости частой замены пилы, что снижает эксплуатационные расходы.</li>



<li><strong>Минимизация отходов:</strong> Резка с высокой точностью позволяет минимизировать отходы материалов, что особенно важно для малого и среднего производства.</li>



<li><strong>Удобство в работе:</strong> Ленточнопильные станки просты в использовании и настройке, что делает их хорошим выбором для новичков и домашних мастерских.</li>
</ul>



<h3 class="wp-block-heading">Области применения ленточнопильных станков</h3>



<p>Ленточнопильные станки могут быть использованы в самых различных областях, в том числе в металлообработке, строительстве и ремонте. Вот несколько примеров, где они находят своё применение:</p>



<ul class="wp-block-list">
<li><strong>Металлообработка:</strong> Использование ленточнопильных станков для резки металлических труб, профилей, металлических листов. Особенно полезны они в обработке стали и алюминия для производства конструкций и деталей.</li>



<li><strong>Строительство:</strong> Резка металла, дерева, пластика и других строительных материалов, необходимых для создания каркасных и металлических конструкций.</li>



<li><strong>Мебельное производство:</strong> Использование станков для резки древесины и деревянных плит, которые затем используются для производства мебели, дверей и оконных рам.</li>



<li><strong>Автомобильная и авиационная промышленность:</strong> Ленточнопильные станки применяются для точной резки металлов при производстве деталей для автомобилей, самолетов и других транспортных средств.</li>



<li><strong>Обработка труб:</strong> Резка металлических труб для сантехнических и строительных нужд, а также для производства трубопроводов в различных отраслях промышленности.</li>
</ul>



<p>Ленточнопильные станки идеально подходят для тех, кто работает с материалами разных размеров и плотности, и они являются незаменимым инструментом в любой мастерской или производственном цехе. В следующем разделе мы рассмотрим, как выбрать ленточнопильный станок в зависимости от ваших нужд и бюджета.</p>



<figure class="wp-block-image size-large"><img decoding="async" width="1024" height="683" src="https://aktaustroi.kz/wp-content/uploads/2026/04/image-2-1024x683.jpeg" alt="" class="wp-image-3185" srcset="https://aktaustroi.kz/wp-content/uploads/2026/04/image-2-1024x683.jpeg 1024w, https://aktaustroi.kz/wp-content/uploads/2026/04/image-2-300x200.jpeg 300w, https://aktaustroi.kz/wp-content/uploads/2026/04/image-2-768x512.jpeg 768w, https://aktaustroi.kz/wp-content/uploads/2026/04/image-2.jpeg 1536w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>



<h2 class="wp-block-heading">Профилегибы: как выбрать лучший станок для вашей мастерской</h2>



<p>Профилегибы — это специализированные станки, предназначенные для гибки металлических профилей, труб и полос. Эти устройства незаменимы в тех случаях, когда необходимо создать детали с четкими геометрическими формами и нужной гибкой точностью. Профилегибы используются в различных областях, таких как строительство, производство конструкций, а также в машиностроении и производстве мебели. В этом разделе мы разберемся, как выбрать профилегиб для вашего производства или мастерской, а также на какие характеристики стоит обращать внимание.</p>



<h3 class="wp-block-heading">Что важно при выборе профилегиба</h3>



<p>При выборе профилегиба для мастерской или малого производства стоит учитывать несколько ключевых факторов, которые определят эффективность работы и долговечность станка.</p>



<ul class="wp-block-list">
<li><strong>Тип станка:</strong> Профилегибы бывают разных типов — механические, гидравлические и ручные. Механические станки более подходят для небольших нагрузок, гидравлические станки обеспечивают большую силу гибки и могут работать с более толстыми материалами, а ручные модели идеально подходят для небольших и простых задач.</li>



<li><strong>Максимальная гибочная сила:</strong> Важно определить, с каким диаметром и толщиной материалов будет работать станок. Это зависит от того, какие задачи будут решаться с помощью профилегиба. Например, если вам нужно гнуть большие трубы или толстые металлические листы, выбирайте станки с более мощным механизмом.</li>



<li><strong>Размеры и вместимость:</strong> Оцените размер профилегиба. Если в вашей мастерской ограниченное пространство, выбирайте более компактные модели. Также обратите внимание на рабочий стол и длину профиля, который станок может обрабатывать.</li>



<li><strong>Тип управления:</strong> Профилегибы могут быть оснащены как ручным, так и автоматическим управлением. Для малых производств или мастерских с несложными задачами достаточно ручного управления, а для крупных предприятий и массового производства лучше выбрать станки с автоматической системой управления.</li>



<li><strong>Материалы для работы:</strong> Убедитесь, что станок поддерживает работу с нужными вам материалами: сталь, алюминий, медь и другие металлы. Также стоит обратить внимание на возможность работы с различными профилями и их формами.</li>
</ul>



<h3 class="wp-block-heading">Преимущества использования профилегиба в мастерской</h3>



<p>Профилегибы предлагают множество преимуществ для малого и среднего производства:</p>



<ul class="wp-block-list">
<li><strong>Точность и повторяемость:</strong> Профилегибы позволяют добиваться точной гибки материалов с минимальными отклонениями, что особенно важно при изготовлении металлических конструкций и деталей.</li>



<li><strong>Универсальность:</strong> Возможность работы с различными типами материалов и профилей позволяет использовать профилегибы для широкого спектра задач, от строительства до производства мебели.</li>



<li><strong>Экономия времени:</strong> Быстрая настройка станка и высокоскоростная работа позволяют существенно сократить время на производство даже больших партий изделий.</li>



<li><strong>Низкие эксплуатационные расходы:</strong> Профилегибы требуют минимального обслуживания и могут работать долгие годы при правильной эксплуатации.</li>
</ul>



<h3 class="wp-block-heading">Рекомендации по выбору профилегиба для мастерской</h3>



<p>Выбор подходящего профилегиба зависит от множества факторов, включая тип работ, объем производства и доступный бюджет. Вот несколько рекомендаций:</p>



<ul class="wp-block-list">
<li>Если ваша мастерская занимается обработкой небольших металлоконструкций и вам нужно гибко работать с различными типами профилей, выбирайте <strong>механические профилегибы</strong> с регулируемой гибочной силой.</li>



<li>Для крупного производства или постоянной работы с тяжелыми материалами подойдут <strong>гидравлические профилегибы</strong>, которые обеспечивают большую силу и стабильную работу при больших нагрузках.</li>



<li>Если вы только начинаете работать с металлообработкой и у вас небольшой объем работы, можно начать с <strong>ручных моделей</strong>, которые дешевле и проще в эксплуатации, но при этом позволяют выполнять базовые операции.</li>



<li>Не забывайте про сервис и запасные части. Некоторые модели могут требовать специализированного обслуживания, так что лучше выбрать станок с хорошей сервисной поддержкой.</li>
</ul>



<p>С правильным выбором профилегиба ваша мастерская получит надежный инструмент для высококачественной обработки металлов, который прослужит долго и обеспечит отличные результаты в работе.</p>



<h2 class="wp-block-heading">Сверлильные и фрезерные установки: что стоит учитывать при выборе</h2>



<p>Сверлильные и фрезерные станки — это неотъемлемые инструменты в арсенале любого металлообработчика, особенно когда речь идет о точной обработке металла. С их помощью можно не только сверлить отверстия различного диаметра, но и выполнять сложные операции по фрезерованию, создавая детали с высокой точностью. В этом разделе мы рассмотрим, на что стоит обратить внимание при выборе сверлильных и фрезерных установок для начинающих и небольших мастерских.</p>



<h3 class="wp-block-heading">Сверлильные установки: как выбрать?</h3>



<p>Сверлильные станки — это одни из самых популярных инструментов для обработки металла, которые позволяют выполнять работы по сверлению отверстий различной формы и диаметра. При выборе сверлильного станка для вашей мастерской стоит учитывать следующие аспекты:</p>



<ul class="wp-block-list">
<li><strong>Мощность станка:</strong> Мощность двигателя напрямую влияет на способность станка сверлить более твердые материалы, такие как сталь или нержавеющая сталь. Выбирайте станок с подходящей мощностью для работы с материалами, которые вы планируете обрабатывать.</li>



<li><strong>Тип крепления заготовки:</strong> Удобство работы и точность сверления зависит от способа крепления материала. На большинстве современных сверлильных станков используется патрон с быстрым зажимом или система с хвостовиками, которые обеспечивают надежное фиксирование детали.</li>



<li><strong>Диаметр сверления:</strong> Прежде чем купить станок, уточните максимальный диаметр сверления, который вам потребуется. Разные модели станков имеют разные пределы для диаметра и глубины сверления, и это важно при выборе инструмента для производственных нужд.</li>



<li><strong>Управление:</strong> Современные сверлильные станки могут быть оснащены механическим или электронным управлением. Модели с цифровыми индикаторами и функциями автоматической подачи могут быть полезны для более точных и сложных работ.</li>
</ul>



<h3 class="wp-block-heading">Фрезерные установки: как выбрать?</h3>



<p>Фрезерные станки используются для обработки плоских и сложных поверхностей, а также для создания деталей с различными геометрическими формами. Эти станки особенно полезны при выполнении сложных задач, таких как нарезка зубьев, создание пазов и фрезерование конусных форм. Что стоит учитывать при выборе фрезерного станка?</p>



<ul class="wp-block-list">
<li><strong>Тип фрезерного станка:</strong> Фрезерные станки могут быть вертикальными или горизонтальными. Вертикальные станки более удобны для работы с мелкими деталями, а горизонтальные станки — для больших заготовок.</li>



<li><strong>Размер рабочей области:</strong> Важно учитывать размер рабочей поверхности станка, чтобы она соответствовала размерам заготовок, с которыми вы планируете работать. Чем больше рабочая зона, тем удобнее будет обрабатывать крупные детали.</li>



<li><strong>Тип привода:</strong> В зависимости от типа фрезерного станка приводы могут быть механическими, гидравлическими или электронными. Электронные системы позволяют точнее настраивать параметры и выполнять более сложные операции с высокой точностью.</li>



<li><strong>Регулировка скорости:</strong> Для различных материалов и типов фрезерования потребуется разная скорость вращения инструмента. Выбирайте модель с возможностью регулировки скорости вращения шпинделя для удобства работы с различными материалами.</li>
</ul>



<h3 class="wp-block-heading">Общие рекомендации при выборе сверлильных и фрезерных установок</h3>



<p>При выборе сверлильных и фрезерных станков для вашей мастерской важно учитывать не только технические характеристики, но и такие факторы, как:</p>



<ul class="wp-block-list">
<li><strong>Доступное пространство:</strong> Если у вас ограниченное пространство, выбирайте компактные модели станков с возможностью настольного размещения.</li>



<li><strong>Бюджет:</strong> Стоимость станков может сильно варьироваться в зависимости от функционала и качества. Если вы только начинаете, можно выбрать более доступные по цене модели с базовыми функциями, а с развитием бизнеса — перейти на более сложные машины.</li>



<li><strong>Простота эксплуатации:</strong> Для начинающих очень важна простота настройки и эксплуатации станка. Станки с понятными инструкциями и интуитивно понятным управлением будут отличным выбором для новичков.</li>
</ul>



<p>Таким образом, выбор сверлильных и фрезерных установок для вашей мастерской зависит от множества факторов, включая тип работ, материалы и доступный бюджет. Применяйте эти рекомендации, и вы сможете выбрать оптимальный инструмент для ваших нужд и задач.</p>



<figure class="wp-block-image size-large"><img decoding="async" width="1024" height="683" src="https://aktaustroi.kz/wp-content/uploads/2026/04/image-3-1024x683.jpeg" alt="" class="wp-image-3186" srcset="https://aktaustroi.kz/wp-content/uploads/2026/04/image-3-1024x683.jpeg 1024w, https://aktaustroi.kz/wp-content/uploads/2026/04/image-3-300x200.jpeg 300w, https://aktaustroi.kz/wp-content/uploads/2026/04/image-3-768x512.jpeg 768w, https://aktaustroi.kz/wp-content/uploads/2026/04/image-3.jpeg 1536w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>



<h2 class="wp-block-heading">Бюджетные и премиальные варианты: как выбрать подходящий станок по цене</h2>



<p>Выбор металлообрабатывающего станка всегда связан с балансом между качеством и стоимостью. Для начинающих мастеров и небольших производств важно подобрать оборудование, которое будет соответствовать как бюджетным ограничениям, так и требованиям к функциональности. В 2026 году рынок предлагает широкий выбор станков как для любителей, так и для профессионалов. В этом разделе мы рассмотрим, как выбрать станок в зависимости от вашего бюджета — от бюджетных моделей до премиум-класса.</p>



<h3 class="wp-block-heading">Бюджетные станки: что выбрать за разумные деньги</h3>



<p>Бюджетные модели металлообрабатывающих станков идеально подходят для начинающих мастеров, которые только начинают осваивать металлообработку. Они обладают достаточным функционалом для выполнения базовых задач, таких как резка, сверление и гибка металла. Вот несколько важных аспектов, на которые стоит обратить внимание при выборе бюджетного станка:</p>



<ul class="wp-block-list">
<li><strong>Цена:</strong> Бюджетные станки обычно имеют ограниченные функции и материалы, из которых они изготовлены, но при этом они вполне подходят для выполнения простых операций.</li>



<li><strong>Простота использования:</strong> У таких моделей управление обычно интуитивно понятное, что упрощает процесс освоения станка новичками.</li>



<li><strong>Компактность:</strong> Бюджетные модели часто имеют более компактные размеры, что делает их хорошим выбором для небольших мастерских, где пространство ограничено.</li>



<li><strong>Ограничения по мощности:</strong> Эти станки подходят для работы с материалами средней толщины и мягкими металлами, но не для работы с твердыми и сложными материалами.</li>
</ul>



<p>Пример моделей в бюджетном сегменте:</p>



<ul class="wp-block-list">
<li>Станки марки <strong>Proxxon MF 70</strong> — идеальны для начинающих, просты в использовании и позволяют работать с мягкими металлами и пластиками.</li>



<li>Модели <strong>Sieg X2</strong> — компактные и недорогие, подходят для обработки малых деталей и деталей средней сложности.</li>
</ul>



<h3 class="wp-block-heading">Премиальные станки: когда стоит инвестировать в качество</h3>



<p>Премиальные станки обеспечивают высокую точность, долговечность и возможность работать с тяжелыми материалами и сложными операциями. Эти станки подходят для опытных мастеров или тех, кто планирует расширить свой бизнес и выполнять более сложные работы. Ключевые преимущества премиальных станков:</p>



<ul class="wp-block-list">
<li><strong>Высокая мощность и точность:</strong> Премиальные станки позволяют работать с более толстыми и твердыми материалами, такими как нержавеющая сталь, и обеспечивают точность до микрон.</li>



<li><strong>Универсальность:</strong> Такие станки могут выполнять различные операции, включая фрезерование, токарные работы и даже сложную обработку материалов с высокой точностью.</li>



<li><strong>Долговечность и надежность:</strong> Качественные материалы и компоненты, из которых изготовлены такие станки, гарантируют долгий срок службы и надежную работу при интенсивной эксплуатации.</li>



<li><strong>Автоматизация:</strong> Премиальные станки часто оснащены автоматическими системами управления, которые упрощают настройку и улучшает производительность.</li>
</ul>



<p>Пример премиальных моделей станков:</p>



<ul class="wp-block-list">
<li><strong>JET JTM-1050</strong> — высококачественный фрезерный станок, который идеально подходит для производственных нужд, с возможностью точной настройки параметров.</li>



<li><strong>Emco Compact 8</strong> — компактный и мощный токарный станок, который используется как в малых мастерских, так и в небольших производствах для точной обработки металла.</li>
</ul>



<h3 class="wp-block-heading">Как выбрать станок в зависимости от бюджета</h3>



<p>Выбор между бюджетной и премиальной моделью зависит от ваших задач и бюджета. Вот несколько советов, которые помогут вам сделать правильный выбор:</p>



<ul class="wp-block-list">
<li><strong>Если вы новичок:</strong> Для начинающих лучше всего подойдут бюджетные модели с простыми функциями, которые помогут освоить основные операции с металлом. Эти станки помогут вам освоиться с процессом, не делая больших инвестиций.</li>



<li><strong>Если вы планируете заниматься металлообработкой на профессиональном уровне:</strong> В этом случае стоит инвестировать в более дорогие и функциональные станки, которые смогут удовлетворить потребности в точности и производительности для работы с различными материалами.</li>



<li><strong>Учитывайте масштаб работ:</strong> Если вам предстоит работать с крупными и сложными деталями, лучше сразу выбрать более мощные и универсальные станки, чтобы избежать частых ограничений по мощности или точности.</li>
</ul>



<p>Выбор металлообрабатывающего станка — это не только вопрос бюджета, но и ваших целей и уровня профессионализма. Независимо от того, какой станок вы выберете, важно помнить, что правильный выбор станка и его регулярное обслуживание обеспечат качественные результаты работы на многие годы.</p>



<h2 class="wp-block-heading">Заключение</h2>



<p>Выбор металлообрабатывающего станка для начинающих — это важный шаг, который определяет не только успех ваших первых проектов, но и возможность роста в дальнейшем. В 2026 году рынок предлагает широкий выбор станков, от бюджетных моделей для небольших мастерских до высококлассных премиальных решений для более сложных и требовательных задач.</p>



<p>Важнейшие моменты, на которые стоит обращать внимание при выборе станка, — это тип работ, доступное пространство, функциональность и, конечно, бюджет. Независимо от того, собираетесь ли вы работать с легкими материалами или более твердыми металлами, подходящий станок должен быть удобным в эксплуатации, надежным и подходящим для ваших задач. В нашем обзоре мы подробно рассмотрели основные виды станков — от сверлильных и фрезерных до профилегибов и ленточнопильных станков — и показали, как выбрать правильный инструмент в зависимости от ваших потребностей и уровня опыта.</p>



<p>Помните, что хорошее оборудование — это залог вашего успеха, и даже если вы только начинаете, всегда стоит инвестировать в качественный инструмент, который будет служить вам долго и эффективно. Надеемся, что наш обзор поможет вам сделать обоснованный выбор и подобрать идеальный станок для вашего производства или мастерской.</p>
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		<item>
		<title>Сайт для строительной компании: зачем он нужен и что должен содержать</title>
		<link>https://aktaustroi.kz/sait-dlya-stroitelnoi-kompanii/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 24 Mar 2026 12:45:24 +0000</pubDate>
				<category><![CDATA[Услуги]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/?p=3176</guid>

					<description><![CDATA[В 2026 году строительный рынок Казахстана остаётся конкурентным: многие компании продолжают работать по рекомендациям, но одного сарафанного радио уже недостаточно. Заказчики ищут подрядчиков в интернете, сравнивают предложения и выбирают тех, кто представлен онлайн. Почему строительные компании теряют заказчиков без сайта Отсутствие сайта напрямую влияет на количество входящих заявок. Потенциальный клиент, даже получив рекомендацию, в первую[...]]]></description>
										<content:encoded><![CDATA[
<p>В 2026 году строительный рынок Казахстана остаётся конкурентным: многие компании продолжают работать по рекомендациям, но одного сарафанного радио уже недостаточно. Заказчики ищут подрядчиков в интернете, сравнивают предложения и выбирают тех, кто представлен онлайн.</p>



<h2 class="wp-block-heading">Почему строительные компании теряют заказчиков без сайта</h2>



<p>Отсутствие сайта напрямую влияет на количество входящих заявок. Потенциальный клиент, даже получив рекомендацию, в первую очередь проверяет компанию в интернете. Если он не находит информации или сталкивается с устаревшими данными, доверие резко падает. В результате выбор делается в пользу конкурента с понятным и прозрачным присутствием в сети.</p>



<p>Сайт для строительной компании выполняет роль цифровой витрины. Он показывает реальные объекты, подтверждает опыт и демонстрирует масштаб бизнеса. Без него компания выглядит менее надёжной, особенно для корпоративных клиентов и заказчиков с бюджетами выше среднего.</p>



<p>Дополнительно теряется поисковый трафик. Пользователи вводят запросы вроде «строительство домов в Актау» или «подрядчик под ключ», и если компании нет в выдаче, она просто не участвует в выборе. Это системная потеря заявок, которая накапливается месяцами.</p>



<p>В долгосрочной перспективе отсутствие сайта снижает стоимость бренда. Компания не формирует цифровой след, не накапливает кейсы и не работает с репутацией. Это критично для роста и выхода на более крупные проекты.</p>



<h2 class="wp-block-heading">Как сайт формирует доверие в строительной нише</h2>



<p>Доверие в строительстве формируется до первого звонка. Клиент оценивает компанию по тому, как она представлена онлайн: есть ли реальные объекты, понятна ли структура услуг, насколько прозрачны процессы. Сильный сайт сокращает сомнения и ускоряет принятие решения.</p>



<ol class="wp-block-list">
<li><strong>Лицензии и разрешения.</strong> Наличие сканов и реквизитов подтверждает законность деятельности. Это особенно важно для корпоративных заказчиков и тендерных процедур.</li>



<li><strong>Портфолио объектов.</strong> Реальные проекты с фото, сроками и описанием демонстрируют опыт. Это снижает риск для клиента и усиливает позицию компании.</li>



<li><strong>Фото и видео со стройплощадки.</strong> Живой контент показывает процессы и масштаб работ. Он формирует ощущение прозрачности и контроля.</li>



<li><strong>Отзывы клиентов.</strong> Подтверждённые отзывы повышают доверие и закрывают возражения. Особенно важны отзывы от юридических лиц.</li>



<li><strong>Команда и экспертиза.</strong> Представление ключевых специалистов усиливает экспертность. Клиент понимает, кто будет отвечать за проект.</li>



<li><strong>Понятная структура услуг.</strong> Чёткое описание работ снижает неопределённость. Это помогает быстрее перейти к обсуждению бюджета.</li>
</ol>



<p>В совокупности эти элементы превращают сайт для строительной компании в инструмент продаж. Он не просто информирует, а формирует уверенность в выборе подрядчика. Это особенно важно в сегменте с высокими чеками и длительными сроками реализации проектов.</p>



<h2 class="wp-block-heading">Какие разделы обязательны для строительного сайта</h2>



<p>Структура сайта должна быть логичной и ориентированной на принятие решения. Каждый раздел выполняет конкретную функцию: информирует, убеждает или переводит клиента к контакту. Отсутствие даже одного ключевого блока снижает конверсию.</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><tbody><tr><th>Раздел</th><th>Что содержит</th><th>Зачем нужен заказчику</th></tr><tr><td>Главная страница</td><td>Краткое позиционирование, услуги, преимущества</td><td>Быстрое понимание, чем занимается компания</td></tr><tr><td>Услуги</td><td>Описание работ, этапы, ориентиры по стоимости</td><td>Оценка релевантности под задачу клиента</td></tr><tr><td>Портфолио</td><td>Фото объектов, описание проектов, сроки</td><td>Подтверждение опыта и компетенций</td></tr><tr><td>О компании</td><td>История, команда, лицензии</td><td>Формирование доверия и понимание масштаба</td></tr><tr><td>Контакты</td><td>Телефон, адрес, карта, мессенджеры</td><td>Удобный способ быстро связаться</td></tr><tr><td>Отзывы</td><td>Отзывы клиентов, кейсы сотрудничества</td><td>Снижение рисков при выборе подрядчика</td></tr><tr><td>Блог/статьи</td><td>Экспертные материалы, советы, кейсы</td><td>Подтверждение экспертности и SEO-продвижение</td></tr></tbody></table></figure>



<p>Такая структура позволяет закрыть основные вопросы клиента ещё до звонка. Он получает полное представление о компании и её возможностях. Это сокращает цикл сделки и повышает качество входящих обращений.</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="1000" height="667" src="https://aktaustroi.kz/wp-content/uploads/2026/03/asian-accountant-working-and-analyzing-financial-r-2026-01-09-06-37-44-utc.webp" alt="" class="wp-image-3178" srcset="https://aktaustroi.kz/wp-content/uploads/2026/03/asian-accountant-working-and-analyzing-financial-r-2026-01-09-06-37-44-utc.webp 1000w, https://aktaustroi.kz/wp-content/uploads/2026/03/asian-accountant-working-and-analyzing-financial-r-2026-01-09-06-37-44-utc-300x200.webp 300w, https://aktaustroi.kz/wp-content/uploads/2026/03/asian-accountant-working-and-analyzing-financial-r-2026-01-09-06-37-44-utc-768x512.webp 768w" sizes="auto, (max-width: 1000px) 100vw, 1000px" /></figure>



<h2 class="wp-block-heading">SEO для строительной компании: как получать заявки из поиска</h2>



<p>SEO в строительстве работает через конкретные запросы. Клиенты ищут не абстрактные компании, а решения своих задач. Правильная стратегия позволяет привлекать целевой трафик с высокой вероятностью конверсии.</p>



<ul class="wp-block-list">
<li>Геозапросы: «строительство домов Актау», «подрядчик Мангистау»</li>



<li>Типы работ: «строительство под ключ», «монолитные работы»</li>



<li>Коммерческие запросы: «цена строительства дома», «стоимость ремонта»</li>



<li>Узкоспециализированные услуги: «бетонные работы», «фундамент под дом»</li>



<li>Запросы с этапами: «проектирование дома», «черновая отделка»</li>



<li>B2B-запросы: «генподрядчик для строительства», «строительная компания для бизнеса»</li>
</ul>



<p>Каждый из этих типов запросов должен быть закрыт отдельными страницами сайта. Это позволяет занять позиции в поиске и охватить разные сегменты аудитории. В результате сайт для строительной компании становится стабильным источником заявок.</p>



<p>Важно учитывать региональную специфику. В Казахстане значительная часть трафика привязана к городам и областям. Поэтому страницы должны учитывать географию и реальные проекты в регионе.</p>



<h2 class="wp-block-heading">Сайт vs сарафанное радио: почему нужны оба канала</h2>



<p>Сарафанное радио остаётся важным каналом в строительстве. Однако его эффективность снижается без цифрового подтверждения. Клиент, получив рекомендацию, всё равно ищет компанию онлайн и принимает окончательное решение на основе сайта.</p>



<p>Сайт усиливает рекомендации. Он позволяет быстро проверить кейсы, посмотреть объекты и убедиться в компетенции подрядчика. Без этого даже сильная рекомендация может не привести к сделке.</p>



<p>Дополнительно сайт расширяет охват. Сарафанное радио ограничено кругом контактов, тогда как интернет позволяет выходить на новые сегменты и регионы. Это особенно важно для компаний, стремящихся к масштабированию.</p>



<p>Таким образом, оба канала работают в связке. Сарафанное радио приводит первичный интерес, а сайт закрывает сделку. Игнорирование одного из них ограничивает рост бизнеса.</p>



<p>В условиях растущей конкуренции наличие сильного сайта становится обязательным элементом развития. Компании, которые инвестируют в цифровое присутствие, получают преимущество в заявках и доверии. Практика показывает, что проекты, реализованные специалистами <a href="https://artvision.kz" target="_blank" rel="noopener">Artvision.kz</a>, позволяют выстроить системный поток клиентов и повысить конверсию обращений в контракты.</p>



<p></p>
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		<title>Бетон для фундамента и монолита в Актау: как выбрать смесь без ошибок</title>
		<link>https://aktaustroi.kz/beton-dlya-fundamenta-i-monolita-v-aktau-kak-vybrat-smes-bez-oshibok/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 13 Mar 2026 08:22:08 +0000</pubDate>
				<category><![CDATA[Статьи]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/?p=3169</guid>

					<description><![CDATA[Фундамент и монолитные конструкции формируют несущую основу здания. Ошибки в подборе бетонной смеси могут привести к трещинам, перерасходу бюджета или задержкам на стройке. Поэтому бетон для фундамента и монолита в Актау обычно выбирают по четкой схеме, учитывающей нагрузку конструкции, подвижность смеси и условия подачи на объект. Почему фундамент и монолит требуют разных параметров смеси Несущие[...]]]></description>
										<content:encoded><![CDATA[
<p>Фундамент и монолитные конструкции формируют несущую основу здания. Ошибки в подборе бетонной смеси могут привести к трещинам, перерасходу бюджета или задержкам на стройке. Поэтому бетон для фундамента и монолита в Актау обычно выбирают по четкой схеме, учитывающей нагрузку конструкции, подвижность смеси и условия подачи на объект.</p>



<h2 class="wp-block-heading">Почему фундамент и монолит требуют разных параметров смеси</h2>



<p>Несущие элементы здания работают в разных условиях. Фундамент воспринимает давление грунта и веса здания, монолитные стены и колонны передают нагрузку через каркас, а плита распределяет давление по площади.</p>



<p>Из-за этого бетон для монолита и бетон для фундамента часто имеют разные характеристики.</p>



<p>Фундаментные конструкции требуют высокой прочности и устойчивости к нагрузкам. Монолитные элементы дополнительно предъявляют требования к подвижности смеси, чтобы бетон равномерно распределялся внутри опалубки и армирования.</p>



<p>На практике прораб оценивает несколько параметров:</p>



<ul class="wp-block-list">
<li>тип конструкции</li>



<li>предполагаемую нагрузку</li>



<li>условия подачи смеси</li>



<li>расстояние от бетонного узла до площадки</li>



<li>требования проекта</li>
</ul>



<p>Так формируется схема выбора смеси.</p>



<h2 class="wp-block-heading">Как работает схема выбора бетона</h2>



<p>Процесс подбора смеси начинается с анализа конструкции.</p>



<p>Если речь идет о ленточном фундаменте частного дома, обычно используется одна марка бетона. Для монолитной плиты или колонн требования могут отличаться.</p>



<p>Также учитывается подвижность смеси. Она влияет на удобство укладки и качество заполнения опалубки.</p>



<p>На строительной площадке решение часто принимает прораб, но ориентируется он на проектные данные и рекомендации поставщика.</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="1000" height="667" src="https://aktaustroi.kz/wp-content/uploads/2026/03/concreting-from-the-pipe-of-the-foundation-of-the-2026-01-06-10-13-26-utc.webp" alt="" class="wp-image-3171" srcset="https://aktaustroi.kz/wp-content/uploads/2026/03/concreting-from-the-pipe-of-the-foundation-of-the-2026-01-06-10-13-26-utc.webp 1000w, https://aktaustroi.kz/wp-content/uploads/2026/03/concreting-from-the-pipe-of-the-foundation-of-the-2026-01-06-10-13-26-utc-300x200.webp 300w, https://aktaustroi.kz/wp-content/uploads/2026/03/concreting-from-the-pipe-of-the-foundation-of-the-2026-01-06-10-13-26-utc-768x512.webp 768w" sizes="auto, (max-width: 1000px) 100vw, 1000px" /></figure>



<h3 class="wp-block-heading">Основные параметры при выборе смеси</h3>



<p>При подборе бетона инженеры обычно оценивают:</p>



<ul class="wp-block-list">
<li>марку и подвижность смеси</li>



<li>тип конструкции (фундамент, плита, монолит)</li>



<li>способ подачи смеси на объект</li>



<li>условия укладки и армирования</li>



<li>контроль поставщика и качество партии</li>
</ul>



<p>Такая схема позволяет избежать технологических ошибок.</p>



<h2 class="wp-block-heading">Типичные ошибки при заказе бетона</h2>



<p>На строительных объектах часто встречаются одинаковые проблемы.</p>



<p>Один из распространенных сценариев — выбор слишком высокой марки бетона. Заказчик считает, что «чем прочнее, тем лучше». В результате возникает переплата, хотя конструкция могла работать с более простой смесью.</p>



<p>Другой пример связан с подвижностью. Иногда для фундамента заказывают жесткую смесь, которая плохо распределяется в опалубке. Рабочим приходится добавлять воду прямо на площадке, что ухудшает прочность бетона.</p>



<p>Также встречаются ошибки с организацией доставки. Если подача смеси на объект происходит с большими интервалами, конструкция может получить холодные швы.</p>



<p>Поэтому важно заранее согласовывать график поставки и объем каждой партии.</p>



<h2 class="wp-block-heading">Фундамент, монолит и плита: сравнение требований</h2>



<figure class="wp-block-table"><table class="has-fixed-layout"><thead><tr><th>Тип конструкции</th><th>Основные требования</th></tr></thead><tbody><tr><td>Фундамент</td><td>высокая прочность и устойчивость к нагрузке</td></tr><tr><td>Монолитные стены</td><td>стабильность смеси и равномерная укладка</td></tr><tr><td>Монолитная плита</td><td>высокая подвижность и равномерное распределение</td></tr><tr><td>Колонны</td><td>прочность и точное заполнение опалубки</td></tr><tr><td>Перекрытия</td><td>баланс прочности и удобства укладки</td></tr></tbody></table></figure>



<p>Такое сравнение показывает, что требования к смеси могут значительно отличаться даже внутри одного проекта.</p>



<h2 class="wp-block-heading">Контроль поставщика и приемка смеси</h2>



<p>На строительной площадке важную роль играет контроль поставщика. Даже правильно выбранная марка бетона может не дать нужного результата, если смесь отличается от заявленных характеристик.</p>



<p>Прорабы обычно проверяют документы на партию смеси и соответствие характеристик проекту. При необходимости выполняется отбор проб.</p>



<p>Особенно внимательно относятся к крупным заливкам монолитных конструкций, где требуется стабильность поставок.</p>



<p>Информацию о характеристиках бетонных смесей и условиях поставки можно посмотреть на странице <a href="https://mdvbeton.kz/" target="_blank" rel="noopener">бетон для фундамента и монолита в Актау<br></a></p>



<h2 class="wp-block-heading">Частые вопросы при подборе марки бетона</h2>



<h3 class="wp-block-heading">Какая марка бетона подходит для фундамента частного дома</h3>



<p>Чаще всего используются марки М200 или М300. Конкретный вариант зависит от нагрузки здания и типа грунта.</p>



<h3 class="wp-block-heading">Почему важна подвижность бетонной смеси</h3>



<p>Подвижность влияет на удобство укладки. Слишком жесткая смесь плохо распределяется, а слишком жидкая может потерять прочность.</p>



<h3 class="wp-block-heading">Нужно ли контролировать поставщика бетона</h3>



<p>Да. Проверка документов и характеристик партии помогает убедиться, что бетон соответствует проектным требованиям.</p>
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		<title>Обзор рынка игровых ключей и гифтов: как выгодно покупать игры</title>
		<link>https://aktaustroi.kz/obzor-rynka-igrovyh-klyuchej-i-giftov-kak-vygodno-pokupat-igry/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sat, 23 Aug 2025 06:54:47 +0000</pubDate>
				<category><![CDATA[Статьи]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/?p=3161</guid>

					<description><![CDATA[Современный рынок цифровой дистрибуции игр предлагает множество способов пополнить свою игровую библиотеку. Одним из популярных вариантов являются игровые ключи и гифты, которые можно приобрести вне официальных магазинов. Однако, прежде чем совершать покупку, важно разобраться в особенностях этого рынка, его преимуществах и потенциальных рисках. Многие геймеры ищут, где же расположен лучший магазин steam игр, чтобы совершать[...]]]></description>
										<content:encoded><![CDATA[
<p>Современный рынок цифровой дистрибуции игр предлагает множество способов пополнить свою игровую библиотеку. Одним из популярных вариантов являются игровые ключи и гифты, которые можно приобрести вне официальных магазинов. Однако, прежде чем совершать покупку, важно разобраться в особенностях этого рынка, его преимуществах и потенциальных рисках. Многие геймеры ищут, где же расположен <a href="https://steam-account.ru" target="_blank" rel="noopener">лучший магазин steam игр</a>, чтобы совершать выгодные и безопасные покупки. Давайте подробнее рассмотрим этот вопрос.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading">Что такое игровые ключи и гифты?</h3>



<p>Игровой ключ (или CD-key) представляет собой уникальный цифровой код, который позволяет активировать игру на определенной платформе, такой как Steam, Epic Games Store, Origin и других. После активации игра навсегда привязывается к вашей учетной записи.</p>



<p>Гифт (gift) — это подарочная копия игры, которую один пользователь может передать другому. В Steam, например, гифты обычно хранятся в инвентаре пользователя и могут быть отправлены другу.</p>



<p>Оба этих формата часто продаются на сторонних площадках, предлагая цены ниже, чем в официальных магазинах.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading">Преимущества покупки ключей и гифтов</h3>



<ul class="wp-block-list">
<li><strong>Более низкие цены</strong>. Это, пожалуй, главное преимущество. Конкуренция среди продавцов ключей и гифтов часто приводит к тому, что цены на игры оказываются значительно ниже, чем в официальных сторах.</li>



<li><strong>Доступность редких или регионально ограниченных игр</strong>. Иногда на сторонних площадках можно найти ключи к играм, которые по каким-либо причинам недоступны в вашем регионе или уже сняты с продажи в официальных магазинах.</li>



<li><strong>Возможность сэкономить на распродажах</strong>. Многие сторонние продавцы предлагают скидки и акции, которые могут быть выгоднее, чем даже сезонные распродажи в официальных магазинах.</li>
</ul>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading">Риски и недостатки</h3>



<ul class="wp-block-list">
<li><strong>Ненадежные продавцы</strong>. Существует риск нарваться на мошенников, которые продают недействительные ключи, ворованные аккаунты или просто исчезают после получения оплаты.</li>



<li><strong>Проблемы с активацией</strong>. Иногда возникают ситуации, когда купленный ключ не активируется из-за региональных ограничений, ошибок в коде или других проблем. В таких случаях вернуть деньги может быть сложно.</li>



<li><strong>Риск отзыва игры</strong>. Если ключ был получен незаконным путем (например, через кражу кредитных карт), платформа может отозвать активированную игру, и вы потеряете к ней доступ.</li>



<li><strong>Отсутствие гарантий и поддержки</strong>. При покупке на сторонних площадках вы, как правило, не получаете официальной поддержки от разработчиков или платформы в случае возникновения проблем.</li>
</ul>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading">Как безопасно покупать игровые ключи и гифты?</h3>



<ul class="wp-block-list">
<li><strong>Выбирайте проверенных продавцов</strong>. Изучайте отзывы других покупателей, обращайте внимание на рейтинг продавца и его историю продаж. Избегайте подозрительно дешевых предложений.</li>



<li><strong>Используйте безопасные способы оплаты</strong>. Предпочтение стоит отдавать платежным системам с возможностью возврата средств в случае проблем (например, PayPal).</li>



<li><strong>Сохраняйте подтверждение покупки</strong>. Делайте скриншоты, сохраняйте чеки и переписку с продавцом. Это может пригодиться при возникновении споров.</li>



<li><strong>Будьте внимательны к региональным ограничениям</strong>. Перед покупкой убедитесь, что ключ или гифт предназначен для вашего региона. Эта информация обычно указывается в описании товара.</li>



<li><strong>Избегайте покупки аккаунтов</strong>. Покупка аккаунта с уже активированными играми сопряжена с еще большими рисками. Вы можете потерять доступ к аккаунту в любой момент, так как он не принадлежит вам.</li>
</ul>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h3 class="wp-block-heading">Заключение</h3>



<p>Рынок игровых ключей и гифтов предлагает заманчивые возможности сэкономить на покупке игр. Однако важно помнить о потенциальных рисках и соблюдать осторожность при выборе продавца. Если вы внимательно подходите к процессу покупки и выбираете надежные площадки, вы сможете выгодно пополнить свою игровую коллекцию. Поиск лучшего магазина steam игр может занять время, но тщательный анализ предложений и репутации продавцов поможет вам сделать правильный выбор.</p>
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		<item>
		<title>Как распределяется котельное и нефтеперерабатывающее оборудование по Казахстану: регионы, отрасли, тенденции</title>
		<link>https://aktaustroi.kz/kak-raspredelyaetsya-kotelnoe-i-neftepererabatyvayushhee-oborudovanie-po-kazahstanu-regiony-otrasli-tendenczii/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 12 Aug 2025 07:50:16 +0000</pubDate>
				<category><![CDATA[Статьи]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/?p=3157</guid>

					<description><![CDATA[Промышленная инфраструктура Казахстана требует современного оборудования, способного работать в условиях высоких нагрузок, сурового климата и удалённости ряда объектов. Особенно это касается котельного и нефтеперерабатывающего оборудования, которое используется в энергетике, производстве и ЖКХ.Понимание того, как распределяется техника по регионам страны, помогает оценить состояние отрасли, выявить зоны активного развития и определить приоритетные направления модернизации. Основные отрасли, где[...]]]></description>
										<content:encoded><![CDATA[
<p>Промышленная инфраструктура Казахстана требует современного оборудования, способного работать в условиях высоких нагрузок, сурового климата и удалённости ряда объектов. Особенно это касается котельного и нефтеперерабатывающего оборудования, которое используется в энергетике, производстве и ЖКХ.<br>Понимание того, как распределяется техника по регионам страны, помогает оценить состояние отрасли, выявить зоны активного развития и определить приоритетные направления модернизации.</p>



<h2 class="wp-block-heading">Основные отрасли, где востребовано оборудование</h2>



<p>Котельное и нефтеперерабатывающее оборудование применяется в самых разных секторах экономики.</p>



<p>Нефтеперерабатывающие заводы используют его для подготовки и переработки сырья, а также для обеспечения технологических процессов паром и теплом.<br><br>Энергетические комплексы применяют паровые и термомасляные котлы для генерации энергии и поддержания стабильного теплоснабжения.<br><br>Производители строительных материалов используют технологический пар и тепло в процессе производства цемента, кирпича и других изделий.<br><br>Пищевая промышленность — от переработки молочных продуктов до хлебопекарен — нуждается в стабильном и безопасном источнике тепловой энергии.<br><br>Эти отрасли формируют устойчивый спрос на качественные и надёжные котлы, что напрямую влияет на географию поставок.</p>



<h2 class="wp-block-heading">География поставок</h2>



<p>Казахстан — страна с огромной территорией и разнообразными климатическими условиями, что напрямую отражается на распределении промышленного оборудования. Наибольшая концентрация современных котельных и технологических установок наблюдается в промышленных регионах — Атырауской, Павлодарской, Карагандинской и Восточно-Казахстанской областях. Здесь сосредоточены крупные нефтеперерабатывающие заводы, металлургические предприятия и строительные комбинаты.</p>



<p>На сайте <a href="https://tansu.kz/map_kz" target="_blank" rel="noopener">https://tansu.kz/map_kz</a> представлена интерактивная карта поставок по Казахстану, где можно увидеть, в какие регионы поставляются паровые и термомасляные котлы компании TANSU. Карта наглядно демонстрирует охват оборудования по всей стране — от западных нефтегазовых регионов до восточных промышленных центров.</p>



<p>Благодаря таким данным можно оценить, какие области развивают производство наиболее активно, а где модернизация только начинается. Это ценно как для производителей, так и для инвесторов, планирующих проекты в сфере энергетики и промышленности.</p>



<h2 class="wp-block-heading">Тенденции развития</h2>



<p>За последние годы можно выделить несколько ключевых тенденций:<br>Рост спроса на энергоэффективное оборудование — предприятия всё чаще выбирают котлы и установки с высоким КПД и низким уровнем выбросов.<br><br>Модернизация старых котельных — многие объекты, построенные в советский период, проходят обновление с установкой современного оборудования.<br><br>Усиление роли локальных производителей — отечественные компании предлагают решения, адаптированные под климатические и технологические особенности Казахстана.<br>Автоматизация процессов — современные котлы оснащаются системами автоматического управления и мониторинга, что снижает риск аварий и повышает эффективность работы.</p>



<p>География поставок котельного и нефтеперерабатывающего оборудования в Казахстане отражает стратегические приоритеты развития промышленности и энергетики. Анализ этих данных помогает не только понять текущее состояние отрасли, но и прогнозировать её дальнейшее развитие.</p>
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		<title>Аренда дорожной фрезы Wirtgen W1000 в Актау</title>
		<link>https://aktaustroi.kz/wirtgen-w1000/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 24 Mar 2025 13:01:00 +0000</pubDate>
				<category><![CDATA[Аренда Фрезы]]></category>
		<guid isPermaLink="false">https://adsk.kz/?p=1017</guid>

					<description><![CDATA[Wirtgen W1000 — это компактная и высокопроизводительная дорожная фреза, идеально подходящая для снятия изношенного асфальта и подготовки покрытия перед укладкой нового. Мы предлагаем её аренду в Актау и Мангистауской области с удобными условиями. Преимущества Wirtgen W1000: Ширина фрезерования — 1000 мм, глубина — до 320 мм. Немецкое качество: надёжность и долговечность. Высокая производительность: быстрые и[...]]]></description>
										<content:encoded><![CDATA[<p>Wirtgen W1000 — это компактная и высокопроизводительная дорожная фреза, идеально подходящая для снятия изношенного асфальта и подготовки покрытия перед укладкой нового. Мы предлагаем её аренду в Актау и Мангистауской области с удобными условиями.</p>
<h4>Преимущества Wirtgen W1000:</h4>
<ul>
<li>Ширина фрезерования — 1000 мм, глубина — до 320 мм.</li>
<li>Немецкое качество: надёжность и долговечность.</li>
<li>Высокая производительность: быстрые и точные работы.</li>
<li>Маневренность: идеальна для участков с ограниченным пространством.</li>
</ul>
<h4>Основные задачи:</h4>
<ul>
<li>Фрезерование старого покрытия.</li>
<li>Ямочный ремонт дорог и площадей.</li>
<li>Подготовка покрытия перед разметкой.</li>
<li>Снятие верхнего слоя без повреждения основания.</li>
</ul>
<h4>Условия аренды:</h4>
<ul>
<li>Работа по Актау и области.</li>
<li>Техника с оператором.</li>
<li>Гибкая оплата: почасовая или посменная.</li>
</ul>
<p>Для заказа Wirtgen W1000 оставьте заявку на нашем сайте или свяжитесь с нами!</p>
]]></content:encoded>
					
		
		
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		<item>
		<title>Как датчики и сенсоры помогают контролировать состояние дорог?</title>
		<link>https://aktaustroi.kz/kak-datchiki-i-sensori-pomogayut-kontrolirovat-sostoyanie-dorog/</link>
					<comments>https://aktaustroi.kz/kak-datchiki-i-sensori-pomogayut-kontrolirovat-sostoyanie-dorog/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 31 Jan 2025 18:04:09 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-datchiki-i-sensori-pomogayut-kontrolirovat-sostoyanie-dorog/</guid>

					<description><![CDATA[Технологии наблюдения и контроля играют важную роль в обеспечении безопасности дорожного движения. Благодаря использованию различных датчиков и сенсоров, можно обнаружить изменения в окружающей среде и оперативно принять меры для предотвращения возможных аварий. Системы мониторинга и управления оснащены датчиками, которые анализируют дорожную обстановку, состояние покрытия и поведение других участников движения. Эта информация помогает водителям и службам[...]]]></description>
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" alt="Как датчики и сенсоры помогают контролировать состояние дорог?" title="Как датчики и сенсоры помогают контролировать состояние дорог?" /></p>
<p><strong>Технологии наблюдения и контроля</strong> играют важную роль в обеспечении безопасности дорожного движения. Благодаря использованию различных датчиков и сенсоров, можно обнаружить <em>изменения</em> в окружающей среде и оперативно принять меры для предотвращения возможных аварий.</p>
<p><strong>Системы мониторинга и управления</strong> оснащены датчиками, которые <em>анализируют</em> дорожную обстановку, состояние покрытия и поведение других участников движения. Эта информация помогает водителям и службам безопасности принимать <em>решения</em> на основе конкретных данных.</p>
<p><strong>Интеллектуальные системы</strong> автомобилей в Казахстане активно использовать датчики и сенсоры для <em>предотвращения</em> аварий, оптимизации движения и повышения комфорта вождения. Эти технологии позволяют <em>отслеживать</em> состояние дорог и оперативно реагировать на любые изменения.</p>
<h2>Мониторинг температуры асфальта</h2>
<p>Для эффективного обслуживания и контроля за дорожным покрытием важно проводить мониторинг температуры асфальта. Поддержание оптимальной температуры помогает предотвратить повреждения и увеличить срок службы дороги.</p>
<p>Используя специализированные термодатчики, можно непрерывно отслеживать температуру асфальта и своевременно реагировать на любые отклонения. Это позволит избежать возможных проблем, связанных с перегревом или остыванием покрытия.</p>
<p>Надлежащий мониторинг температуры асфальта поможет оптимизировать процессы обслуживания дорог и сэкономить ресурсы на ремонтные работы. Благодаря этому, дорожное покрытие будет находиться в хорошем состоянии и готово к использованию на длительный срок.</p>
<h2>Определение уровня влажности на дороге</h2>
<p>Для эффективного контроля уровня влажности на дороге рекомендуется использовать специализированные датчики, которые позволяют точно определить текущую погоду и состояние покрытия. Наличие высококачественных датчиков позволяет оперативно реагировать на изменения влажности, предотвращая возможные аварийные ситуации.</p>
<p>При проектировании инфраструктуры дорог необходимо учитывать особенности климатических условий региона и устанавливать соответствующее оборудование для контроля влажности. Регулярная калибровка и обслуживание датчиков также играют важную роль в обеспечении точности и надежности получаемых данных.</p>
<p>Контроль уровня влажности на дороге является одним из ключевых аспектов безопасности движения, поэтому рекомендуется внимательно следить за данными, получаемыми от датчиков, и принимать необходимые меры в случае обнаружения неблагоприятных условий.</p>
<h2>Обнаружение препятствий на проезжей части</h2>
<p>Датчики на дорогах Казахстана играют важную роль в обнаружении препятствий. Они могут определять наличие объектов на проезжей части, такие как столкновения, автомобили или пешеходы, и передавать информацию водителям о возможной опасности на дороге. Благодаря этим датчикам водители могут принимать меры предосторожности и избегать аварийных ситуаций.</p>
<h2>Идентификация повреждений и ям на дорогах</h2>
<p><img decoding="async" 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" alt="Идентификация повреждений и ям на дорогах"></p>
<p>Современные методы мониторинга дорожного покрытия позволяют точно идентифицировать повреждения и ямы на дорогах. Это позволяет оперативно реагировать на проблемы и предотвращать возможные аварии. Датчики и сенсоры, установленные на дорогах, обеспечивают постоянный мониторинг состояния дорожного покрытия и передают данные в центр управления дорожным движением.</p>
<table>
<tr>
<th>Преимущества идентификации повреждений и ям:</th>
</tr>
<tr>
<td>Своевременное обнаружение дефектов на дороге</td>
</tr>
<tr>
<td>Повышение безопасности движения</td>
</tr>
<tr>
<td>Экономия средств на ремонте</td>
</tr>
<tr>
<td>Улучшение комфорта для участников дорожного движения</td>
</tr>
</table>
<p>Идентификация повреждений и ям на дорогах является важным инструментом для обеспечения безопасности и качества дорожного движения. С помощью современных технологий возможно эффективно контролировать состояние дорожного покрытия и оперативно устранять выявленные проблемы.</p>
<h2>Оценка уровня загрязнения окружающей среды</h2>
<p>Оценка уровня загрязнения окружающей среды позволяет получить важную информацию о качестве воздуха, воды и почвы. Эти данные помогают принимать меры по улучшению экологической ситуации и защите здоровья людей. Особенно важно проводить регулярные мониторинговые работы в городах с высоким уровнем загрязнения воздуха, чтобы принимать своевременные меры по снижению выбросов вредных веществ.</p>
<h2>Мониторинг движения транспорта</h2>
<p>Анализ движения автотранспорта позволяет оптимизировать дорожное движение, улучшая эффективность и безопасность дорожного движения.</p>
<p>Отслеживание скорости и расстояния между автомобилями помогает предотвратить аварии и улучшить поток движения.</p>
<p>Мониторинг движения транспорта также позволяет эффективнее планировать маршруты и управлять транспортным потоком в городе.</p>
<p>Использование технологий мониторинга движения снижает загруженность дорог и сокращает время в пути для водителей.</p>
<h2>Планирование ремонтных работ на основе собранных данных</h2>
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alt="Планирование ремонтных работ на основе собранных данных"></p>
<p>Анализ собранных датчиками и сенсорами данных позволяет определить участки дорог, требующие наибольшего внимания в плане ремонта. Эта информация позволяет оптимизировать бюджет и ресурсы, чтобы провести ремонтные работы в приоритетных зонах и повысить общее качество дорожного покрытия.</p>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Самовосстанавливающийся асфальт &#8212; когда появится в Казахстане?</title>
		<link>https://aktaustroi.kz/samovosstanavlivayushijsya-asfalt-kogda-poyavitsya-v-kazaxstane/</link>
					<comments>https://aktaustroi.kz/samovosstanavlivayushijsya-asfalt-kogda-poyavitsya-v-kazaxstane/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 31 Jan 2025 18:04:08 +0000</pubDate>
				<category><![CDATA[Дорожные технологии будущего]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/samovosstanavlivayushijsya-asfalt-kogda-poyavitsya-v-kazaxstane/</guid>

					<description><![CDATA[В ближайшее время в Казахстане возможно появление инновационного материала, способного самостоятельно восстанавливать свою структуру после повреждений на дорогах. Новый материал имеет широкий потенциал для использования в строительстве и прокладке дорог, что открывает новые возможности для роста инфраструктуры в стране. Исследования проводятся в рамках программы поддержки инноваций и развития инфраструктуры, что может способствовать улучшению качества дорожного[...]]]></description>
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" alt="Самовосстанавливающийся асфальт: когда появится в Казахстане?" title="Самовосстанавливающийся асфальт - когда появится в Казахстане?" /></p>
<p><strong>В ближайшее время в Казахстане возможно появление инновационного материала, способного самостоятельно восстанавливать свою структуру после повреждений на дорогах.</strong></p>
<p>Новый материал имеет широкий потенциал для использования в строительстве и прокладке дорог, что открывает новые возможности для роста инфраструктуры в стране. Исследования проводятся в рамках программы поддержки инноваций и развития инфраструктуры, что может способствовать улучшению качества дорожного покрытия в Казахстане.</p>
<p><em>Эксперты отмечают, что внедрение такого авторемонтного материала может значительно сократить расходы на ремонт и обслуживание дорог, а также повысить безопасность движения. Однако точные сроки внедрения данной технологии в стране пока остаются под вопросом, требуя дальнейших исследований и тестирований.</em></p>
<h2>Принцип работы инновационного устойчивого покрытия</h2>
<p>Инновационное устойчивое покрытие было разработано с использованием специального полимера, который способен реагировать на температурные изменения. Как только поверхность асфальта начинает трескаться или образовываться ямы, полимер активируется и заполняет пробелы, восстанавливая целостность покрытия. Этот принцип позволяет увеличить срок службы дорожного покрытия, снизить расходы на ремонт и обеспечить безопасность дорожного движения.</p>
<h2>Преимущества использования инновационного материала для дорожного покрытия</h2>
<ul>
<li>Увеличение срока службы: благодаря своей уникальной способности к самовосстановлению, данное дорожное покрытие имеет более длительный срок службы по сравнению с традиционными материалами.</li>
<li>Сокращение времени на ремонтные работы: использование самовосстанавливающегося асфальта позволяет сократить необходимость частых ремонтных работ, что в свою очередь экономит время и деньги на обслуживании дорог.</li>
<li>Улучшенная безопасность движения: благодаря гладкой поверхности и отсутствию ям и трещин, самовосстанавливающийся асфальт способствует улучшению безопасности движения на дорогах.</li>
<li>Экологическая безопасность: такой материал дорожного покрытия более экологически чистый, что способствует улучшению экологической ситуации в городах.</li>
<li>Экономическая выгода: использование самовосстанавливающегося асфальта позволяет значительно сократить расходы на обслуживание дорожного покрытия в долгосрочной перспективе.</li>
</ul>
<h2>Технологии производства инновационного асфальта</h2>
<p><strong>Современные методы:</strong> разработаны новые технологии производства асфальта, которые обеспечивают повышенную износостойкость и долговечность покрытия.</p>
<p><strong>Ингредиенты:</strong> использование особого вяжущего вещества, а также добавление резиновых частиц и полимеров, делает асфальт более устойчивым к повреждениям.</p>
<p><strong>Автоматизированный процесс:</strong> производство инновационного асфальта осуществляется при строгом контроле температуры и давления, что обеспечивает равномерное распределение ингредиентов и высокое качество покрытия.</p>
<p><strong>Тестирование:</strong> перед выпуском на рынок, каждая партия асфальта проходит тщательное контрольное испытание для подтверждения соответствия стандартам качества.</p>
<p><strong>Экологическая безопасность:</strong> разработка новых технологий производства асфальта осуществляется с учетом минимизации вредного воздействия на окружающую среду.</p>
<h2>Испытания и результаты применения за пределами Казахстана</h2>
<p>В Японии проведены успешные испытания нового вида асфальта, который восстанавливается самостоятельно. Результаты показали, что данная технология позволяет увеличить срок службы дорог и снизить расходы на их ремонт. Это может стать перспективным решением для обновления инфраструктуры в Казахстане.</p>
<p>Испытания самовосстанавливающегося асфальта также были проведены в Соединенных Штатах. Они подтвердили эффективность материала в условиях высоких нагрузок и переменчивых климатических условий. Это открывает новые возможности для применения технологии в странах с холодным климатом, включая Казахстан.</p>
<table>
<tr>
<th>Страна</th>
<th>Результаты испытаний</th>
</tr>
<tr>
<td>Япония</td>
<td>Увеличение срока службы дорог, снижение расходов на ремонт</td>
</tr>
<tr>
<td>США</td>
<td>Эффективность в условиях высоких нагрузок и переменчивого климата</td>
</tr>
</table>
<p>Использование инновационных технологий в строительстве дорог имеет большое значение для повышения качества и долговечности инфраструктуры. Внедрение самовосстанавливающегося покрытия на дорогах Казахстана обещает значительно снизить расходы на ремонт и увеличить срок службы дорожного покрытия.</p>
<h2>Проблемы, сдерживающие внедрение новой технологии</h2>
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" alt="Проблемы, сдерживающие внедрение новой технологии"></p>
<p>Необходимо также улучшить законодательную базу и стандарты качества строительных материалов, чтобы обеспечить соответствие новой технологии всем необходимым требованиям и стандартам. Это поможет снизить риски и повысить доверие к новым инновациям в области дорожного строительства.</p>
<p>Недостаточная информированность общественности и специалистов в области новых технологий также является проблемой, которая сдерживает успешное внедрение самовосстанавливающегося асфальта. Для решения этой проблемы необходимо проводить образовательные кампании, семинары и конференции, направленные на распространение информации и обмен опытом в данной области.</p>
<p>Ожидаемые сроки и график внедрения инновационного материала для дорожного покрытия в Казахстане можем определить по анализу мировых тенденций и скорости технологического прогресса в строительной отрасли. Оптимистичные прогнозы указывают на возможное внедрение нового типа асфальта в ближайшие 5-10 лет. В настоящее время уже проводятся исследования и тестирования данного материала в ряде стран, что говорит о скором распространении его в мировой практике.</p>
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			</item>
		<item>
		<title>Умные дороги &#8212; как технологии ИИ помогают в дорожной инфраструктуре?</title>
		<link>https://aktaustroi.kz/umnie-dorogi-kak-texnologii-ii-pomogayut-v-dorozhnoj-infrastrukture/</link>
					<comments>https://aktaustroi.kz/umnie-dorogi-kak-texnologii-ii-pomogayut-v-dorozhnoj-infrastrukture/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 31 Jan 2025 18:04:07 +0000</pubDate>
				<category><![CDATA[Дорожные технологии будущего]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/umnie-dorogi-kak-texnologii-ii-pomogayut-v-dorozhnoj-infrastrukture/</guid>

					<description><![CDATA[ИИ технологии на казахстанских дорогах играют ключевую роль в повышении эффективности и безопасности движения. Они позволяют сократить время на поездки, уменьшить пробки и минимизировать аварийность на дорогах. Анализ данных с помощью искусственного интеллекта позволяет оптимизировать расписание общественного транспорта, прогнозировать интенсивность движения на разных участках и предотвращать возникновение аварийных ситуаций. Эффективное использование ИИ технологий на дорогах[...]]]></description>
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" alt="Умные дороги: как технологии ИИ помогают в дорожной инфраструктуре?" title="Умные дороги - как технологии ИИ помогают в дорожной инфраструктуре?" /></p>
<p><strong>ИИ технологии</strong> на казахстанских дорогах играют ключевую роль в повышении эффективности и безопасности движения. Они позволяют сократить время на поездки, уменьшить пробки и минимизировать аварийность на дорогах.</p>
<p><em>Анализ данных</em> с помощью искусственного интеллекта позволяет оптимизировать расписание общественного транспорта, прогнозировать интенсивность движения на разных участках и предотвращать возникновение аварийных ситуаций.</p>
<p>Эффективное использование <strong>ИИ технологий</strong> на дорогах Казахстана вносит значительный вклад в улучшение инфраструктуры и обеспечивает комфорт и безопасность для всех участников дорожного движения.</p>
<h2>Оптимизация движения</h2>
<p>Кроме того, рекомендуется развивать интеллектуальные системы управления светофорами, которые могут автоматически регулировать время работы светофоров в зависимости от плотности движения. Это позволяет снизить время ожидания на светофоре и улучшить проходимость дорог.</p>
<p>Другим важным аспектом оптимизации движения является использование информационных табло на дорогах, которые предупреждают водителей о возможных пробках, авариях или других ситуациях, влияющих на движение. Это помогает водителям принимать информированные решения и выбирать более быстрые и безопасные маршруты.</p>
<h2>Предсказание аварий</h2>
<p><img decoding="async" 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" alt="Предсказание аварий"></p>
<p>На основе данных о дорожных условиях, погоде и других факторах можно применить алгоритмы машинного обучения для прогнозирования возможных аварий на дорогах. Это поможет органам государственной власти и службам экстренного реагирования принимать меры заранее для предотвращения аварий и обеспечения безопасности движения.</p>
<table>
<tr>
<th>Параметр</th>
<th>Влияние на вероятность аварии</th>
</tr>
<tr>
<td>Погодные условия</td>
<td>Дождь, снег, туман &#8212; увеличивают опасность дорожных происшествий</td>
</tr>
<tr>
<td>Плотность движения</td>
<td>Большое количество автомобилей на дороге увеличивает вероятность столкновения</td>
</tr>
<tr>
<td>Состояние дорожного покрытия</td>
<td>Ямы, скользкий асфальт &#8212; повышают риск аварийного случая</td>
</tr>
</table>
<p>Автоматизированная система мониторинга и предсказания аварий может быть важным инструментом для повышения уровня безопасности на дорогах и сокращения числа дорожно-транспортных происшествий.</p>
<h2>Мониторинг состояния дорог</h2>
<p>Системы мониторинга дорожного покрытия с помощью технологий ИИ позволяют оперативно выявлять дефекты на дорогах, такие как трещины, ямы или износ. Это помогает оптимизировать процесс обслуживания и ремонта дорог, а также повышает безопасность движения. Данные системы позволяют автоматизировать процесс инспекции, сокращая время и снижая расходы на обслуживание.</p>
<p>Благодаря мониторингу состояния дорог можно оперативно реагировать на проблемные участки и устранять их до того, как они приведут к серьезным авариям. Это также позволяет улучшить качество дорожного покрытия и продлить срок его службы. В конечном итоге, системы мониторинга состояния дорог способствуют повышению эффективности и безопасности дорожного движения.</p>
<h2>Управление освещением</h2>
<p>Освещение на дорогах играет важную роль в обеспечении безопасности движения. Важно иметь возможность точно контролировать яркость и время работы фонарей в зависимости от времени суток и погодных условий.</p>
<p>Современные системы управления освещением позволяют регулировать яркость и расписание работы фонарей в реальном времени, что повышает безопасность и эффективность движения на дорогах.</p>
<h2>Регулирование трафика</h2>
<p>Для оптимизации движения на дорогах Казахстана рекомендуется использовать технологии ИИ для создания интеллектуальных светофоров. Эти устройства способны адаптировать свой регулирующий режим в реальном времени и учитывать данные о текущей загруженности дороги. Таким образом, можно снизить временные пробки и улучшить общую проходимость.</p>
<p>Кроме того, важно использовать искусственный интеллект для анализа информации с камер наблюдения на дорогах и предсказания возможных инцидентов. Это позволит оперативно реагировать на происшествия и минимизировать аварийные ситуации, что в итоге сделает дорожное движение более безопасным для всех участников.</p>
<ul>
<li>Анализ данных с камер наблюдения</li>
<li>Предсказание возможных инцидентов</li>
<li>Оперативная реакция на происшествия</li>
</ul>
<h2>Обнаружение нарушений ПДД</h2>
<p>С помощью систем видеонаблюдения и искусственного интеллекта возможно автоматизированное обнаружение нарушений Правил Дорожного Движения (ПДД). Анализ видеопотока позволяет выявлять такие нарушения, как превышение скорости, проезд на красный свет, нарушение разметки и другие правонарушения.</p>
<h2>Системы автоматического управления интерактивными дорожными знаками</h2>
<p><img decoding="async" 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" alt="Системы автоматического управления интерактивными дорожными знаками"></p>
<p>Инновационные системы автоматического управления интерактивными дорожными знаками активно внедряются на дорогах Казахстана. Такие системы позволяют дорожным службам оперативно изменять информацию на дорожных знаках в соответствии с текущей ситуацией на дороге.</p>
<p>Благодаря использованию технологий ИИ, эти системы обеспечивают более безопасное движение, предупреждая водителей об опасностях на дороге, включая обстановку, погодные условия или аварийные ситуации.</p>
<ul>
<li>Интерактивные дорожные знаки способствуют повышению эффективности дорожного движения.</li>
<li>Автоматизированное управление знаками значительно сокращает время реагирования на изменения, обеспечивая более быструю реакцию на дорожные ситуации.</li>
<li>Четкое отображение информации на дорожных знаках помогает водителям принимать верные решения и своевременно реагировать на дорожные события.</li>
</ul>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Какие инновации изменят дорожное строительство в ближайшие 10 лет?</title>
		<link>https://aktaustroi.kz/kakie-innovatsii-izmenyat-dorozhnoe-stroitelstvo-v-blizhajshie-10-let/</link>
					<comments>https://aktaustroi.kz/kakie-innovatsii-izmenyat-dorozhnoe-stroitelstvo-v-blizhajshie-10-let/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 31 Jan 2025 18:04:05 +0000</pubDate>
				<category><![CDATA[Дорожные технологии будущего]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kakie-innovatsii-izmenyat-dorozhnoe-stroitelstvo-v-blizhajshie-10-let/</guid>

					<description><![CDATA[Революция технологий влияет на все сферы жизни, в том числе и на развитие дорожного хозяйства. Ожидается, что в ближайшие десять лет цифровизация будет играть ключевую роль в процессе проектирования и строительства дорог. Автоматизация и использование искусственного интеллекта позволят ускорить процесс строительства дорог и повысить их качество. Применение дронов для мониторинга и анализа состояния дорожного покрытия[...]]]></description>
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" alt="Какие инновации изменят дорожное строительство в ближайшие 10 лет?" title="Какие инновации изменят дорожное строительство в ближайшие 10 лет?" /></p>
<p><strong>Революция технологий</strong> влияет на все сферы жизни, в том числе и на развитие дорожного хозяйства. Ожидается, что в ближайшие десять лет <em>цифровизация</em> будет играть ключевую роль в процессе проектирования и строительства дорог.</p>
<p><em>Автоматизация и использование искусственного интеллекта</em> позволят ускорить процесс строительства дорог и повысить их качество. Применение <strong>дронов</strong> для мониторинга и анализа состояния дорожного покрытия станет обычной практикой.</p>
<p>Внедрение <strong>экологически чистых материалов</strong> для строительства дорог станет одним из приоритетов, что поможет улучшить состояние окружающей среды и сделать дороги более <em>устойчивыми</em> к негативным воздействиям.</p>
<p>Специалисты прогнозируют, что через 10 лет дорожное строительство будет преображено за счет внедрения инновационных технологий и методов. Это позволит значительно улучшить качество дорог, повысить безопасность дорожного движения и сократить сроки строительства.</p>
<p>Одной из ключевых инноваций, которая изменит дорожное строительство, будет использование автономных строительных машин. Это позволит ускорить процесс строительства дорог и сделать его более эффективным. Также автономные машины смогут работать в недоступных для людей местах, что уменьшит риск для рабочих.</p>
<p>Еще одним важным изменением будет использование наноматериалов для асфальтовых покрытий. Эти материалы обладают улучшенными характеристиками, такими как повышенная прочность и долговечность. Благодаря этому дорожное покрытие будет служить дольше и требовать меньше затрат на ремонт.</p>
<p>Другим важным направлением развития будет внедрение цифровых технологий в дорожное строительство. Это позволит улучшить планирование и контроль за процессом строительства, а также повысить прозрачность и эффективность работы.</p>
<h2>Использование наноматериалов</h2>
<p><img decoding="async" 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" alt="Использование наноматериалов"></p>
<p>Наноматериалы играют ключевую роль в современном строительстве, и дорожное строительство не исключение. Их использование позволяет улучшить прочность и долговечность дорожного покрытия. Например, добавление наночастиц в асфальт помогает предотвратить его трещины и увеличить срок службы. Кроме того, наноматериалы способствуют улучшению сцепления шин с дорогой, что повышает безопасность на дорогах.</p>
<h2>Автоматизация процессов с помощью искусственного интеллекта</h2>
<p>Использование искусственного интеллекта в дорожном строительстве обеспечивает автоматизацию многих процессов, ускоряет выполнение работ и повышает качество.</p>
<p>Искусственный интеллект способен анализировать данные и прогнозировать результаты строительных работ, что позволяет оптимизировать производственные процессы.</p>
<p>С использованием искусственного интеллекта можно автоматизировать планирование и управление транспортным потоком, что повысит эффективность дорожного движения и снизит вероятность аварий.</p>
<p>Технологии искусственного интеллекта также могут использоваться для мониторинга состояния дорог и автоматического определения мест неисправностей, что позволит оперативно проводить ремонтные работы.</p>
<h2>3D-печать дорожных элементов</h2>
<p><img decoding="async" 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" alt="3D-печать дорожных элементов"></p>
<p>Использование 3D-печати в дорожном строительстве позволяет создавать инновационные дорожные элементы, такие как барьеры, ограждения, разделители и даже уличное освещение. Эти элементы могут быть изготовлены из прочных и устойчивых материалов, что повышает их долговечность и снижает необходимость в регулярном обслуживании.</p>
<p>3D-печать также позволяет создавать элементы с уникальным дизайном и различными формами, что способствует улучшению организации дорожного движения и повышению безопасности на дорогах. Благодаря быстрому производству и возможности создания на месте, 3D-печать помогает сократить сроки строительства и уменьшить затраты на проекты дорожного строительства.</p>
<ul>
<li>Создание инновационных дорожных элементов</li>
<li>Повышение долговечности и безопасности</li>
<li>Сокращение сроков строительства и снижение затрат</li>
</ul>
<h2>Умные дороги с встроенными датчиками и системами связи</h2>
<p>В ближайшие годы дорожное строительство в Казахстане будет сосредоточено на создании умных дорог с встроенными датчиками и системами связи. Такие дороги позволят собирать данные о дорожном движении, состоянии дорожного покрытия и погодных условиях в реальном времени.</p>
<p>Эти данные будут использоваться для оптимизации управления трафиком, улучшения безопасности дорожного движения и сокращения времени в пути. Благодаря встроенным датчикам и системам связи, водителям будет предоставлена актуальная информация о состоянии дороги и возможных препятствиях на пути.</p>
<p>Умные дороги также позволят автоматически реагировать на изменения в дорожной ситуации, например, регулируя скорость движения или предупреждая о возможных опасностях. Это значительно улучшит эффективность и безопасность дорожного движения в Казахстане.</p>
<h2>Экологически чистые технологии в дорожном строительстве</h2>
<p>Для улучшения экологической устойчивости дорожного строительства в ближайшие годы рекомендуется использовать переработанный асфальт, который позволяет снизить потребление новых материалов и сократить количество отходов, например, увеличивая процент переработанного материала в новых покрытиях.</p>
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