7
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)
Черт. 5
4.4. Для контроля прочности металла методом испытания на изгиб раздавливанием от отобранной трубы отрезают один кольцевой образец шириной 0,5 Dн - для Dу до 600 мм включительно и 300 мм - для Dу более 600 мм.
Образец устанавливают на закрепленную на прессе нижнюю призматическую металлическую опору с наклонными внутренними гранями, составляющими угол 15° с горизонтальной поверхностью, и имеющую сверху резиновую прокладку толщиной не более 15 мм, твердостью (60 ± 5) единиц по Шору.
Образец нагружают через закрепленную на прессе верхнюю металлическую планку с резиновой прокладкой такой же толщины и твердости. Ширина металлической планки должна быть:
30 мм - для труб диаметром до 300 мм включ.;
60 мм » » » 400-600 мм » ;
100 мм » » » 700-1000 мм » .
К образцу прикладывают нагрузку (черт. 6) и плавно повышают до разрушения образца не ранее чем через 15 с. Нагрузка при разрушении образца фиксируется по показанию контрольной стрелки на шкале силоизмерителя пресса.
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)
Черт. 6
(Измененная редакция, Изм. № 1).