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как выбрать трубогиб. Существует два способа, чтобы согнуть металлические трубы
Существует два способа, чтобы согнуть металлические трубы: 1.Горячая гибка - колено трубы в месте изгиба нагревается до высокой температуры. Этот метод используется для гибки труб диаметром более, чем 215 мм.
2. Холодная гибка - колено трубы в месте изгиба остается при естественной температуре. Этот метод используется для гибки труб от 4 до 215мм, с толщиной стенки от 0,8 мм до 10 мм.
Существуют два вида технологии гибки труб: 1. Простой изгиб по ролику - труба гнется по радиусу в соответствии с параметрами оснастки. 2. Гибка труб с проталкиванием - труба имеет свой ход (проталкивается) во время гибки, за счет чего можно получить радиус гиба более, чем в 6 раз превосходящим диаметр трубы. 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) 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