2
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)
Таблица 1
мм
Номинальный диаметр резьбы d | 5 | 6 | 8 | 10 | 12 | 16 | 20 | 24 |
Диаметр головки D | 11 | 14 | 18 | 23 | 28 | 35 | 44 | 52 |
Высота головки k | 2,5 | 3,0 | 4,0 | 5,0 | 6,0 | 8,0 | 10,0 | 12,0 |
Радиус сферы R ≈ | 8 | 11 | 14 | 18 | 22 | 26 | 32 | 39 |
Размер стороны квадратного подголовка V | 5 | 6 | 8 | 10 | 12 | 16 | 20 | 24 |
Высота подголовка f, не менее | 3 | 4 | 5 | 6 | 8 | 10 | 12 | 15 |
Длина резьбы b | Для l ? 120 | 16 | 18 | 22 | 26 | 30 | 38 | 46 | 54 |
Для l > 120 | - | - | - | 32 | 36 | 44 | 52 | 60 |
Пример условного обозначения болта с диаметром резьбы d = 12 мм, с крупным шагом резьбы с полем допуска 8g, длиной l = 60 мм, класса прочности 3.6, с цинковым покрытием толщиной 6 мкм, нанесенным способом катодного восстановления, хроматированным:
Болт M12?60.36.016 ГОСТ 7802-81
Таблица 2
мм
Длина болта l | Номинальный диаметр резьбы d |
5 | 6 | 8 | 10 | 12 | 16 | 20 | 24 |
12 |
|
| - | - | - | - | - | - |
14 |
|
|
| - | - | - | - | - |
16 |
|
|
|
| - | - | - | - |
20 |
|
|
|
|
| - | - | - |
25 |
|
|
|
|
|
|
| - |
30 |
|
|
|
|
|
|
| - |
35 |
|
|
|
|
|
|
| - |
40 |
|
|
|
|
|
|
| - |
45 |
|
|
|
|
|
|
| - |
50 |
|
|
|
|
|
|
| - |
55 |
|
|
|
|
|
|
| - |
60 |
|
|
|
|
|
|
| - |
65 |
|
|
|
|
|
|
| - |
70 |
|
|
|
|
|
|
| - |
75 | - |
|
|
|
|
|
|
|
80 | - |
|
|
|
|
|
|
|
90 | - |
|
|
|
|
|
|
|
100 | - |
|
|
|
|
|
|
|
110 | - | - |
|
|
|
|
|
|
120 | - | - |
|
|
|
|
|
|
130 | - | - |
|
|
|
|
|
|