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		<title>liraland.ua [тема: Не запускается расчет]</title>
		<link>http://www.liraland.ua</link>
		<description>Нове в темі Не запускается расчет форума  на сайті liraland.ua [www.liraland.ua]</description>
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		<pubDate>Wed, 24 Jun 2026 06:37:04 +0300</pubDate>
		<item>
			<title>Не запускается расчет</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2577/message16843/">Не запускается расчет</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			Перемещение -&gt; притянуть к плоскости (там можно выбрать произвольную - по уклону пояса, предварительно нужно будет достроить вспомогательный узел из плоскости фермы). В данном случае тогда пересечение не блоками лучше делать, а разбить стержень узлами. <br />
			<i>28.02.2022 09:15:50, ander.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2577/message16843/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2577/message16843/</guid>
			<pubDate>Mon, 28 Feb 2022 09:15:50 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Не запускается расчет</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2577/message16841/">Не запускается расчет</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			<br />====quote====<br /> написал:<br />Проверьте масштаб, длина панели получилась 2000м. Из-за этого и такие результаты.<br />=============<br />ааааа, масштаб не перенесся, блин спасибо! проверю отпишусь <br />
			<i>26.02.2022 15:00:41, ilikelira001.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2577/message16841/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2577/message16841/</guid>
			<pubDate>Sat, 26 Feb 2022 15:00:41 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Не запускается расчет</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2577/message16839/">Не запускается расчет</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			Проверьте масштаб, длина панели получилась 2000м. Из-за этого и такие результаты. <br />
			<img src="https://www.liraland.ua/bitrix/components/bitrix/forum.interface/show_file.php?fid=32954&" width="1016" height="610" /><br /><i>26.02.2022 11:44:10, alekstish.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2577/message16839/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2577/message16839/</guid>
			<pubDate>Sat, 26 Feb 2022 11:44:10 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Не запускается расчет</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2577/message16837/">Не запускается расчет</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			<br />====quote====<br /> написал:<br />Ну, в общем удалил эти линии что не смог соединить выше, нарисовал снова и пересек блоками.<br />Но теперь результат расчета неадекватный(<br />Выложил проект<br /> <noindex><a href="https://disk.yandex.ru/d/XfkM40FZHuwUAA" target="_blank" rel="nofollow">https://disk.yandex.ru/d/XfkM40FZHuwUAA</a></noindex> <br />=============<br />имею в виду методом в самой ЛИРЕ, без сапфира, как дотянуть стержни? <br />
			<i>24.02.2022 20:50:51, ilikelira001.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2577/message16837/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2577/message16837/</guid>
			<pubDate>Thu, 24 Feb 2022 20:50:51 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Не запускается расчет</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2577/message16836/">Не запускается расчет</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			Ну, в общем удалил эти линии что не смог соединить выше, нарисовал снова и пересек блоками.<br />Но теперь результат расчета неадекватный(<br />Выложил проект<br /><noindex><a href="https://disk.yandex.ru/d/XfkM40FZHuwUAA" target="_blank" rel="nofollow">https://disk.yandex.ru/d/XfkM40FZHuwUAA</a></noindex> <br />
			<i>23.02.2022 17:54:32, ilikelira001.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2577/message16836/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2577/message16836/</guid>
			<pubDate>Wed, 23 Feb 2022 17:54:32 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Не запускается расчет</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2577/message16835/">Не запускается расчет</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			Подскажите пожалуйста, в лире есть инструмент чтобы дотянуть стержень до следующего? Что-то я не нашел такого, в туториалах тоже нет инф.<br />ЛИРА 2015<br /><br /><br /><br /><B><I>upd</I></B><br />попробовал все разбить на блоки и задать пересечение, не все задаются<br /><br /><img 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" border="0" /> <br />
			<i>23.02.2022 15:26:24, ilikelira001.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2577/message16835/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2577/message16835/</guid>
			<pubDate>Wed, 23 Feb 2022 15:26:24 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Не запускается расчет</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2577/message16834/">Не запускается расчет</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			<br />====quote====<br /> написал:<br />но с учетом промежуточных узлов.<br />=============<br />имеете в виду обрешетку? между длинными профилями? <br />
			<i>23.02.2022 15:21:27, ilikelira001.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2577/message16834/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2577/message16834/</guid>
			<pubDate>Wed, 23 Feb 2022 15:21:27 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Не запускается расчет</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2577/message16833/">Не запускается расчет</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			<br />====quote====<br /> написал:<br />Добрый день, &nbsp;ilikelira001 !<br /><br />У Вас в схеме пояса фермы не имеют общих узлов с элементами решетки. Нужно выполнить их пересечение или же построить заново пояса ферм, но с учетом промежуточных узлов.<br /><br />С уважением, Алексей Тищенко<br />=============<br /><br />ХМ, спасибо, я схему сделал в компасе, там все соединил, видимо лира соединения не принимает при импорте <br />
			<i>23.02.2022 13:01:00, ilikelira001.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2577/message16833/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2577/message16833/</guid>
			<pubDate>Wed, 23 Feb 2022 13:01:00 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Не запускается расчет</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2577/message16832/">Не запускается расчет</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			Добрый день, <B>ilikelira001</B>!<br /><br />У Вас в схеме пояса фермы не имеют общих узлов с элементами решетки. Нужно выполнить их пересечение или же построить заново пояса ферм, но с учетом промежуточных узлов.<br /><br />С уважением, Алексей Тищенко <br />
			<img src="https://www.liraland.ua/bitrix/components/bitrix/forum.interface/show_file.php?fid=32933&" width="1566" height="763" /><br /><i>23.02.2022 10:55:11, alekstish.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2577/message16832/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2577/message16832/</guid>
			<pubDate>Wed, 23 Feb 2022 10:55:11 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Не запускается расчет</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2577/message16831/">Не запускается расчет</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			<noindex><a href="https://disk.yandex.ru/d/GZccq6MO4pClNg" target="_blank" rel="nofollow">https://disk.yandex.ru/d/GZccq6MO4pClNgghjtrn</a></noindex><br />проект в лире <br />
			<i>23.02.2022 09:10:30, ilikelira001.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2577/message16831/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2577/message16831/</guid>
			<pubDate>Wed, 23 Feb 2022 09:10:30 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Не запускается расчет</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2577/message16830/">Не запускается расчет</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			Результаты при ошибках<br /><img 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" 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" border="0" /><br /><br />Что скажите коллеги?<br />Как быть? <br />
			<i>23.02.2022 08:42:03, ilikelira001.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2577/message16830/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2577/message16830/</guid>
			<pubDate>Wed, 23 Feb 2022 08:42:03 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Не запускается расчет</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2577/message16829/">Не запускается расчет</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			Всем привет.<br />При расчете в ЛИРЕ, выдает ошибку:<br />ВНИМАНИЕ!!!!!!! Геометрически изменяемая система в узле 12 по направлению Y при максимальной невязке 100% (-49.5245 приложено против 1.77636e-014 получено) в загружении 1. Наложена связь<br />ВНИМАНИЕ!!!!!!! Геометрически изменяемая система в узле 11 по направлению Y при максимальной невязке 100% (-49.5245 приложено против -1.77636e-014 получено) в загружении 1. Наложена связь<br />Схема:<br /><img src="data:image/png;base64,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" border="0" /><br />Упаковка произведена<br />Жесткости заданы<br />Фиксация задана<br />Без шарниров конечно в распорках, но с ними та же беда<br /><br />Подскажите пожалуйста что не так? <br />
			<i>22.02.2022 23:59:24, ilikelira001.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2577/message16829/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2577/message16829/</guid>
			<pubDate>Tue, 22 Feb 2022 23:59:24 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
	</channel>
</rss>
