9
![](data:image/jpg;base64,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)
Черт.7
4.8. Перпендикулярность торца по линии обреза трубы контролируют приспособлением типа угломера. При этом ось трубы условно принимается параллельной образующей поверхности трубы.
4.9. Кривизну трубы контролируют по зазору между линейкой, накладываемой на трубу, и поверхностью трубы.
5. МАРКИРОВКА, УПАКОВКА, ТРАНСПОРТИРОВАНИЕ И ХРАНЕНИЕ
5.1. На каждой трубе указывают: товарный знак или сокращенное наименование предприятия-изготовителя, условный проход в миллиметрах и год отливки.
Маркировка наносится на торцевой поверхности раструба.
5.2. Упаковку, транспортирование, оформление документации и хранение труб производят по ГОСТ 10692-80.
5.3. Транспортирование труб диаметром 65-150 мм может производиться пакетами общей массой не более 3 т.
5.4. При перевозке труб длина свисающих концов не должна превышать 25 % длины трубы.
5.5. Хранение труб на складах и строительных площадках должно производиться в штабелях, уложенных на ровных площадках. Нижние и последующие ряды укладываются на деревянные прокладки.
Раструбы в каждом ряду должны быть направлены попеременно в разные стороны.
5.6. При хранении труб высота штабеля не должна превышать 3 м, при этом устанавливаются боковые опоры, предотвращающие самопроизвольное раскатывание труб.
ПРИЛОЖЕНИЕ
Справочное
Соотношение неразрушающего гидравлического давления при малоцикловом нагружении Рц, нормы испытательного гидравлического давления Рн и расчетного гидравлического давления в трубопроводе Р для труб различных классов и диаметров
| Отношение давлений, не менее, для труб классов |
Условный проход, мм | ЛА | А | Б |