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		<title>liraland.ua [тема: Моделирование листового шарнира]</title>
		<link>http://www.liraland.ua</link>
		<description>Нове в темі Моделирование листового шарнира форума  на сайті liraland.ua [www.liraland.ua]</description>
		<language>ua</language>
		<docs>http://backend.userland.com/rss2</docs>
		<pubDate>Wed, 11 Nov 2026 06:56:00 +0200</pubDate>
		<item>
			<title>Моделирование листового шарнира</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2554/message16752/">Моделирование листового шарнира</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			Я на фрагментированной схеме снимок экрана делал. <br />
			<i>07.12.2021 07:44:43, lenchik1405.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2554/message16752/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2554/message16752/</guid>
			<pubDate>Tue, 07 Dec 2021 07:44:43 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Моделирование листового шарнира</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2554/message16751/">Моделирование листового шарнира</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			да, так. А разве в эти узлы элементы горизонтальных связей не должны приходить? <br />
			<i>06.12.2021 18:07:13, ander.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2554/message16751/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2554/message16751/</guid>
			<pubDate>Mon, 06 Dec 2021 18:07:13 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Моделирование листового шарнира</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2554/message16750/">Моделирование листового шарнира</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			Так?<br /><img 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" border="0" /> <br />
			<i>06.12.2021 15:29:51, lenchik1405.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2554/message16750/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2554/message16750/</guid>
			<pubDate>Mon, 06 Dec 2021 15:29:51 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Моделирование листового шарнира</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2554/message16739/">Моделирование листового шарнира</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			используйте объединение перемещений по XY, хотите узнать усилие - поставьте КЭ55 с жесткостью только по XY. Жесткость не принципиальна в данном случае, я бы назначил 1е4т/м. <br />
			<i>03.12.2021 15:19:07, ander.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2554/message16739/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2554/message16739/</guid>
			<pubDate>Fri, 03 Dec 2021 15:19:07 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
		<item>
			<title>Моделирование листового шарнира</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum14/topic2554/message16735/">Моделирование листового шарнира</a></b> у форумі <a href="http://www.liraland.ua/forum/forum14/">Проблемы моделирования</a>. <br />
			Здравствуйте.<br />Подскажите, как правильно смоделировать листовой шарнир для крепления стойки фахверка к ферме покрытия, согласно узла во вложении. <br />
			<img src="https://www.liraland.ua/bitrix/components/bitrix/forum.interface/show_file.php?fid=32221&" width="1032" height="715" /><br /><i>02.12.2021 08:17:09, lenchik1405.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum14/topic2554/message16735/</link>
			<guid>http://www.liraland.ua/forum/messages/forum14/topic2554/message16735/</guid>
			<pubDate>Thu, 02 Dec 2021 08:17:09 +0200</pubDate>
			<category>Проблемы моделирования</category>
		</item>
	</channel>
</rss>
