Патрон токарный 3-250.336.220
Тип 3 – с креплением непосредственно на фланцевые концы шпинделей по ГОСТ 12595
подтип III
Исполнение 2 – с накладными прямыми и обратными кулачками
Материал: сталь
Сдандартная комплектация :
- Патрон с прямыми кулачками
- Кулачки обратные
- Ключ
- Паспорт
Классы точности по ГОСТ 1654:
Размеры по чертежу:
![](assets/images/tip3.jpg)
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)
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)
Размеры закрепляемых заготовок
A |
4-70 мм |
B |
45-105 мм |
C |
110-170 мм |
D |
65-125 мм |
E |
100-160 мм |
Гарантия: 12 месяцев со дня эксплуатации, но не более 15 месяцев со дня отгрузки потребителю при наличии паспорта на данное изделие.