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ГОСУДАРСТВЕННЫЙ СТАНДАРТ СОЮЗА ССР
ГАЙКИ ШЕСТИГРАННЫЕ ОСОБО ВЫСОКИЕ КЛАССА ТОЧНОСТИ А Конструкция и размеры Hexagon thick nuts product grade A. Construction and dimensions | ГОСТ 5931-70 |
Дата введения 01.01.72
в части размера «под ключ» S = 13 мм 01.01.73
1. Настоящий стандарт распространяется на шестигранные особо высокие гайки класса точности А с диаметром резьбы от 8 до 48 мм.
(Измененная редакция, Изм. № 4).
2. Конструкция и размеры гаек должны соответствовать указанным на чертеже и в таблице.
(Измененная редакция, Изм. № 2-7).
3. Резьба - по ГОСТ 24705.
(Измененная редакция, Изм. № 2, 4).
3а. Не установленные настоящим стандартом допуски размеров, отклонений формы и расположения поверхностей и методы контроля - по ГОСТ 1759.1.
3б. Допустимые дефекты поверхности гаек и методы контроля - по ГОСТ 1759.3.
3а, 3б. (Введены дополнительно, Изм. № 5).
4. Допускается по соглашению между изготовителем и потребителем изготавливать гайки с номинальным диаметром резьбы от 36 до 48 мм с шагом резьбы 2 мм.
(Измененная редакция, Изм. № 2, 5).
5. Технические требования - по ГОСТ 1759.0.
6. (Исключен, Изм. № 2).
7. Масса гаек указана в приложении 1.
8. (Исключен, Изм. № 4).
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)
мм
Номинальный диаметр резьбы d | 8 | 10 | 12 | (14) | 16 | (18) | 20 | (22) | 24 | (27) | 30 | 36 | 42 | 48 |
Шаг резьбы | крупный | 1,25 | 1,5 | 1,75 | 2 | 2,5 | 3 | 3,5 | 4 | 4,5 | 5 |
мелкий | 1 | 1,25 | 1,5 | 2 | 3 |
Размер «под ключ» S | 13 | 16 | 18 | 21 | 24 | 27 | 30 | 34 | 36 | 41 | 46 | 55 | 65 | 75 |
Диаметр описанной окружности е, не менее | 14,4 | 17,8 | 20,0 | 23,4 | 26,8 | 30,1 | 33,5 | 37,7 | 40,0 | 45,6 | 51,3 | 61,3 | 72,6 | 83,9 |