ИСХОДНЫЕ ДАННЫЕ
Наименование показателей
| Условные обозначения
| Значение показателя
| Вид перевозок
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|
| Род перевозимого груза
|
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| Тип подвижного состава
| КАМАЗ-5410
|
| Грузоподъемность, т
| q
| 14,7
| Списочное количество автомобилей на начало года, ед.
|
| 330
| Поступление и выбытие автомобилей по кварталам
|
|
| 1 квартал
| ![](data:image/png;base64,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)
| 10-8
| 2 квартал
| ![](data:image/png;base64,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)
| 8-9
| 3 квартал
| ![](data:image/png;base64,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)
| 5-4
| 4 квартал
| ![](data:image/png;base64,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)
| 10-15
| Время пребывания автомобилей в наряде, час
|
| 12
| Средне-техническая скорость, км/час.
| Vт
| 42
| Коэффициент использования пробега
|
| 0,80
| Коэффициент использования грузоподъемности
| y
| 0,75
| Расстояние перевозки, км.
| Iср
| 60,0
| Время простоя под погрузкой-разгрузкой, час
| t п-р
| 0,75
| Коэффициент выпуска автомобилей на линию
|
| 0,78
| Категория условий эксплуатации
|
| 4,00
| Пробег автомобиля с начала эксплуатации
|
| 1,2
| Количество воздействий, выполняемых сторонним организациям, %
| Пстор.
| 30
|
![](data:image/png;base64,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)
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