5 Приемистость автомобиля
Под приемистостью понимается быстро изменять скорость автомобиля.
, м/c2
![](data:image/png;base64,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) - коэффициент учета вращающихся масс; ![](data:image/png;base64,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) 1=1,04+0,05*11,62 2=7,791; 2=1,04+0,05*5,129 2=2,355; 3=1,04+0,05*2,265 2=1,296; 4=1,04+0,05*(1) 2=1,09; Таблица3.- Расчет графика ускорений автомобиля ГАЗ 53А на всех передачах
![](data:image/png;base64,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)
| D
| 0,14
| 0,29
| 0,38
| 0,35
| 0,15
| -
| -
| Va, м/с
| 0,5577
| 1,115
| 1,673
| 2,23
| 2,789
| 3,346
| 3,904
| ja, м/с
| 0,014
| 0,2
| 0,316
| 0,278
| 0,027
| -
| -
|
![](data:image/png;base64,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)
| D
| 0,03
| 0,06
| 0,07
| 0,068
| 0,027
| -
| -
| Va, м/с
| 1,26
| 2,53
| 3,79
| 5,05
| 6,32
| 7,58
| 8,85
| ja, м/с
| -
| 0,005
| 0,172
| 0,131
| -
| -
| -
|
![](data:image/png;base64,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)
| D
| 0,03
| 0,06
| 0,07
| 0,068
| 0,027
| -
| -
| Va, м/с
| 2,861
| 5,723
| 8,584
| 11,445
| 14,3
| 17,168
| 20,029
| ja, м/с
| -
| -
| -
| -
| -
| -
| -
|
![](data:image/png;base64,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)
| D
| 0,011
| 0,024
| 0,032
| 0,03
| 0,011
| -
| -
| Va, м/с
| 6,481
| 12,961
| 19,442
| 25,921
| 32,404
| 38,885
| 45,366
| ja, м/с
| -
| -
| -
| -
| -
| -
| -
| 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) Рисунок 4.-График ускорений автомобиля |