a0d814ed-ca32-4bef-ab07-3879d281349f 9 4 5 false false 0 0 decimal
&[DATE] &[TIME] - &[FILENAME]
&[PAGENUM] / &[COUNT]

Максимальную частоту вращения карданного вала, соответствующую максимальной скорости автомобиля, рассчитывают по формуле:

Обороты двигателя на максимальной скорости 108 км/ч

Передаточное число на повышенной передаче

Поправочный коэффициент

min 1 - ^ 3541.6667

Максимальные обороты карданного вала

Крутящий момент на карданном валу

Внешний диаметр вала

Внутренний диаметр вала

Длина вала

min 1 - ^ 1.187 10 5 ^ *

Допускаемые максимальные обороты вала

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

Средний радиус шлицов

Коэффициент трения в шлицевом соединении

15272.7273 N *

Сила трения, возникающая в шлицевом соединении

Угол работы карданной передачи

14819.062 N *

Сила, действующая на задний конец вала

MPa 167.2901

Напряжение на скручивание