Результаты расчета средних значений, дисперсий и средних квадратических отклонений износа шеек коленчатых валов.
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Величина
| Пробег тыс. км.
| 0
| 50
| 100
| 150
| 200
| 250
| 300
| 350
| 1
| Средний износ y(t), мм
| 0,03
| 0,09
| 0,15
| 0,21
| 0,27
| 0,33
| 0,39
| 0,45
| 2
| Дисперсия износа Д(y(t)), ![](data:image/png;base64,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)
| 0,09
| 0,16
| 0,23
| 0,30
| 0,37
| 0,44
| 0,51
| 0,58
| 3
| Среднее квадратическое отклонение износа Q(y(t)), мм
| 0,3
| 0,4
| 0,479
| 0,54
| 0,60
| 0,66
| 0,71
| 0,76
| 4
| Утроенное значение 3Q(y(t)), мм
| 0,9
| 1,2
| 1,43
| 1,62
| 1,80
| 1,98
| 2,13
| 2,28
| 5
| Нижняя граница y(t)min
| 0,93
| 1,29
| 1,58
| 1,83
| 2,31
| 2,52
| 2,07
| 2,73
| 6
| Верхняя граница y(t)max
| 087
| 1,1
| 1,28
| 1,41
| 1,53
| 1,65
| 1,74
| 1,83
|
![](data:image/png;base64,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)
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)
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)
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