2
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)
Черт. 1
4. На чертежах металлоконструкций допускается указывать размеры без предельных отклонений. Предельные отклонения этих размеров оговаривают в технических требованиях. Для изделий индивидуального производства допускается предельные отклонения оговаривать в нормативно-технических документах, при этом на сборочном чертеже помещают ссылку на эти документы.
5. Скосы на чертеже указывают линейными размерами (черт. 2).
![](data:image/jpg;base64,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)
Черт. 2
6. При необходимости на чертежах металлоконструкций наносят геометрическую схему, которую вычерчивают сплошными основными линиями в непосредственной близости от соответствующего вида (черт. 3 - 6).
Для симметричной конструкции рекомендуется вычерчивать схему половины конструкции.
7. В геометрических схемах металлоконструкций размеры расстояний между точками пересечения осевых линий (линий центров тяжести поперечных сечений) стержней наносят над линиями схемы без выносных и размерных линий (черт. 3).
![](data:image/jpg;base64,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)
Черт. 3
8. При необходимости на геометрическую схему, кроме размеров, наносят расчетные усилия с соответствующими знаками. Усилия указывают под линиями схемы (черт. 4).