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всех кто подписан на мою группу в VK и канал на YouTube. Сегодня мы рассмотрим 2 простых задачи, которые решаются аналогично. По традиции я попы...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"5","reqid":"1765546601396796-14903258606582944393-balancer-l7leveler-kubr-yp-klg-189-BAL","isAdultDoc":false,"relatedParams":{"text":"Сопротивление 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мы рассмотрим следующую задачу из раздела растяжение\\ сжатие. Прошу написать коментарий если вам будет что либо неясно)...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"6","reqid":"1765546601396796-14903258606582944393-balancer-l7leveler-kubr-yp-klg-189-BAL","isAdultDoc":false,"relatedParams":{"text":"Сопротивление 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онлайн «Основы сопромата. Задача 3. Построение эпюр Q и M для статически определимой балки» от автора Марат Шамигулов. 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онлайн «Лекция 34. 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Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"10","reqid":"1765546601396796-14903258606582944393-balancer-l7leveler-kubr-yp-klg-189-BAL","isAdultDoc":false,"relatedParams":{"text":"Лекция 34. 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нормальные напряжения не превышают допустимых то балка считается прочной. В противном случае необходимо увеличить размеры поперечного сечения консольной балки. Другие примеры решения задач...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"20","reqid":"1765546601396796-14903258606582944393-balancer-l7leveler-kubr-yp-klg-189-BAL","isAdultDoc":false,"relatedParams":{"text":"Сопромат 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заметил, что многие при постановке задач, используя МКЭ, сталкиваются с проблемой верификации выведенных результатов. Верификации выведенных результатов в том смысле, что мы не можем уточнить...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"21","reqid":"1765546601396796-14903258606582944393-balancer-l7leveler-kubr-yp-klg-189-BAL","isAdultDoc":false,"relatedParams":{"text":"Сопротивление 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онлайн «Лекция 6. Сопротивление материалов. (растяжение⁄сжатие и кручение).» от автора Лекции. 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легкая задача из раздела Растяжение – сжатие, навыки решения которой нам пригодятся в дальнейшем для решения более сложных и изящных проблем. Наслаждаемся, не забываем ставить палец...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"30","reqid":"1765546601396796-14903258606582944393-balancer-l7leveler-kubr-yp-klg-189-BAL","isAdultDoc":false,"relatedParams":{"text":"Сопротивление 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реальные задачи, выдаваемые на экзамене в одном из университетов. -- - Уважаемые студенты! Если вам необходимо подтянуть знания по теоретической механике и сопротивлению материалов, пишите...","preview":{"posterSrc":"data:image/png;base64,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Подробнее, 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Сопротивление материалов. 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решения из инета - и оба разные. Где ошибка? Яблонский, задание К1. 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