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		<title>liraland.ua [тема: При попытке переноса схемы из Revit в Лиру через Сапфир получаю ошибки в расчетной схеме]</title>
		<link>http://www.liraland.ua</link>
		<description>Нове в темі При попытке переноса схемы из Revit в Лиру через Сапфир получаю ошибки в расчетной схеме форума  на сайті liraland.ua [www.liraland.ua]</description>
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		<pubDate>Thu, 04 Jun 2026 10:43:50 +0300</pubDate>
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			<title>При попытке переноса схемы из Revit в Лиру через Сапфир получаю ошибки в расчетной схеме</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum16/topic2538/message16691/">При попытке переноса схемы из Revit в Лиру через Сапфир получаю ошибки в расчетной схеме</a></b> <i>Помогите пожалуйста, считаю первый раз комплексно здание в ЛИРЕ</i> у форумі <a href="http://www.liraland.ua/forum/forum16/">Работа программы (Сапфир)</a>. <br />
			так сложно судить в чем проблема, почему по списку внизу есть активные защитные слои, если привязка ц.т. арматуры привязывается в характеристиках. Попробуйте создать новый материал, а то название похоже на импортированное. <br />
			<i>05.10.2021 04:25:57, ander.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum16/topic2538/message16691/</link>
			<guid>http://www.liraland.ua/forum/messages/forum16/topic2538/message16691/</guid>
			<pubDate>Tue, 05 Oct 2021 04:25:57 +0300</pubDate>
			<category>Работа программы (Сапфир)</category>
		</item>
		<item>
			<title>При попытке переноса схемы из Revit в Лиру через Сапфир получаю ошибки в расчетной схеме</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum16/topic2538/message16690/">При попытке переноса схемы из Revit в Лиру через Сапфир получаю ошибки в расчетной схеме</a></b> <i>Помогите пожалуйста, считаю первый раз комплексно здание в ЛИРЕ</i> у форумі <a href="http://www.liraland.ua/forum/forum16/">Работа программы (Сапфир)</a>. <br />
			и потом сообщение о некорректности расчетных характеристик<img 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" 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			<i>04.10.2021 12:14:13, Shinshilla.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum16/topic2538/message16690/</link>
			<guid>http://www.liraland.ua/forum/messages/forum16/topic2538/message16690/</guid>
			<pubDate>Mon, 04 Oct 2021 12:14:13 +0300</pubDate>
			<category>Работа программы (Сапфир)</category>
		</item>
		<item>
			<title>При попытке переноса схемы из Revit в Лиру через Сапфир получаю ошибки в расчетной схеме</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum16/topic2538/message16689/">При попытке переноса схемы из Revit в Лиру через Сапфир получаю ошибки в расчетной схеме</a></b> <i>Помогите пожалуйста, считаю первый раз комплексно здание в ЛИРЕ</i> у форумі <a href="http://www.liraland.ua/forum/forum16/">Работа программы (Сапфир)</a>. <br />
			Далее назначила характеристики материалов конструкций, и при попытке создания расчетной схемы слетают общие характеристики конструкций. При этом бетон и арматура на месте. прикладываю картинку обвела то что слетает.<img src="data:image/png;base64,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" border="0" /> <br />
			<i>04.10.2021 12:11:24, Shinshilla.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum16/topic2538/message16689/</link>
			<guid>http://www.liraland.ua/forum/messages/forum16/topic2538/message16689/</guid>
			<pubDate>Mon, 04 Oct 2021 12:11:24 +0300</pubDate>
			<category>Работа программы (Сапфир)</category>
		</item>
		<item>
			<title>При попытке переноса схемы из Revit в Лиру через Сапфир получаю ошибки в расчетной схеме</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum16/topic2538/message16682/">При попытке переноса схемы из Revit в Лиру через Сапфир получаю ошибки в расчетной схеме</a></b> <i>Помогите пожалуйста, считаю первый раз комплексно здание в ЛИРЕ</i> у форумі <a href="http://www.liraland.ua/forum/forum16/">Работа программы (Сапфир)</a>. <br />
			кажется разобралась <br />
			<i>02.10.2021 20:55:02, Shinshilla.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum16/topic2538/message16682/</link>
			<guid>http://www.liraland.ua/forum/messages/forum16/topic2538/message16682/</guid>
			<pubDate>Sat, 02 Oct 2021 20:55:02 +0300</pubDate>
			<category>Работа программы (Сапфир)</category>
		</item>
		<item>
			<title>При попытке переноса схемы из Revit в Лиру через Сапфир получаю ошибки в расчетной схеме</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum16/topic2538/message16681/">При попытке переноса схемы из Revit в Лиру через Сапфир получаю ошибки в расчетной схеме</a></b> <i>Помогите пожалуйста, считаю первый раз комплексно здание в ЛИРЕ</i> у форумі <a href="http://www.liraland.ua/forum/forum16/">Работа программы (Сапфир)</a>. <br />
			Выполнила модель здания в Ревит и решила перенести схему оттуда через Сапфир в Лиру. Смотрела видео как это делается, но очень трудно разобраться мне. Выполнила дотягивание и пересечение, &nbsp;а так же в стенах поставила АЖТ в перпендикулярных элементах. Но при проверке выдает ошибку что точка или отрезок расположена слишком близко к контуру объекта. Далее в Лире пишет что невязка решения в узле по направлению У. Максимальная невязка 100% в загружении 1. Помогите пожалуйста. <br />
			<a "data-viewer="" data-viewer-type="unknown" data-src="/bitrix/components/bitrix/forum.interface/show_file.php?fid=31512" " href="https://www.liraland.ua/bitrix/components/bitrix/forum.interface/show_file.php?fid=31512">Гостевой дом КР для САПФИР.ifc</a><br /><i>02.10.2021 16:39:35, Shinshilla.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum16/topic2538/message16681/</link>
			<guid>http://www.liraland.ua/forum/messages/forum16/topic2538/message16681/</guid>
			<pubDate>Sat, 02 Oct 2021 16:39:35 +0300</pubDate>
			<category>Работа программы (Сапфир)</category>
		</item>
	</channel>
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