2
Черт. 1
4. На чертеже трубы серийного производства допускается не наносить размеры, определяющие конфигурацию трубы; в документации изделия приводят указания об изготовлении трубы по образцу или шаблону, при этом образец или шаблон прилагают к комплекту документации, передаваемой в производство.
5. Размер трубы проставляют от оси трубы либо от наружных или внутренних поверхностей (черт. 2а, б, в).
6. На сборочных и монтажных чертежах допускается:
а) изображать трубу (трубопровод) условно одной линией толщиной 2s ... 3s (черт. 3);
б) при условном изображении трубы (трубопровода) применять условное обозначение по ГОСТ 2.784-96 и ГОСТ 2.785-70 и изображать трубу с разрывом, как показано на черт. 3;
![](data:image/jpg;base64,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)
Черт. 2
![](data:image/jpg;base64,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)
Черт. 3
в) изображать трубу (трубопровод) двумя линиями без осевой (черт. 4) или наносить осевую на коротком участке изображения трубы;
г) изображать одной линией несколько трубопроводов, идущих рядом, если их взаимное расположение безразлично.
Правила, указанные в настоящем пункте, не применяют в сечениях, разрезах и выносных элементах, изображающих трубы и трубопроводы.