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ПРИЛОЖЕНИЕ 1
Рекомендуемое
ОСНОВНЫЕ РАЗМЕРЫ ОПРЕССОВАННЫХ СОЕДИНЕНИЙ
Рекомендуемые размеры опрессованных соединений кабельных наконечников приведены на чертеже и в таблице.
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)
1 - наконечник; 2 - кабель
Размеры в мм
Типоразмер | Сечение, мм2/класс жилы по ГОСТ 22483 | L | L1 | R | b | d | d1 | h |
16-6-5,4 16-8-5,4 | 16/1; 16/2 | 12,5 | 10 | 5,0 | 1,5 | 4,5 | 2,0 | 5,5 |
25-8-7,0 | 16/3; 25/1; 25/2 |
35-10-8 | 25/3; 35/1 35/2 | 11 | 7,0 | 6,5 | 3,0 | 7,5 |
50-10-9 | 35/3; 50/1 |
70-10-11 | 50/2; 70/1; 70/2 | 17,0 | 16 | 8,0 | 3,0 | 10,0 | 6,5 | 9,5 |
70-10-12 | 50/3; 95/1 |
95-12-13 | 70/3; 95/2 |
120-12-14 120-16-14 | 120/1 | 20,0 | 19 | 10,0 | 11,5 | 8,0 | 11,5 |
150-12-16 150-16-16 | 95/3; 120/2; 185/1 |
150-12-17 150-16-17 | 120/4; 150/1; 150/2 |
185-16-18 185-20-18 | 185/2 | 24,0 | 22 | 12,5 | 14,5 | 9,0 | 12,5 |
185-16-19 185-20-19 | 150/3 |
240-20-20 | 240/1 | 15,0 | 14,0 |
240-20-22 | 240/2 | 4,0 | 17,0 | 10,0 |
300-20-24 | 185/3; 240/3; 300/1; 300/2 | 26,0 | 24 | 16,0 |
(Измененная редакция, Изм. № 1).