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Прицепы о1 расчеты. Курсовая работа автотранспортные средства. Задание 1 Прицеп категории о 1, изготовленный в порядке индивидуального творчества
Показатели массы автоцистерны
Снаряженная масса автоцистерны с автомобилем:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Полная масса автоцистерны с автомобилем:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Распределение массы по осям автоцистерны:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Распределение полной массы по осям автоцистерны:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Абсцисса центра масс автоцистерны:
![](data:image/png;base64,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)
Содержание раздела 3 "РЕЗУЛЬТАТЫ ПРОВЕРКИ" протокола:
РЕЗУЛЬТАТЫ ПРОВЕРКИ
| Показатель
| Значение
| Нормативный
документ
| фактиче-
ское
| норматив-
ное
| Вместимость, л
| 5700
|
|
| Масса без нагрузки (снаряженная), кг:
| 8905 (570)
|
|
| в том числе: на переднюю ось
| 5077
|
|
| на заднюю ось (тележку)
| 4388
|
|
| Разрешенная максимальная масса, кг:
| 15205 (6270)
|
|
| в том числе: на переднюю ось
| 5727
|
|
| на заднюю ось (тележку)
| 9523
|
|
| Габаритные размеры, мм: длина
| 7895
|
|
| высота
| 3200
|
|
| Угол поперечной статической устойчивости
|
|
|
| Дорожный просвет
|
| 320
|
| Задание №3
Грузовой автомобиль с нештатным силовым агрегатом.
Исходные данные
Параметры
| Обазначение
| Значения
| Наименование
| индекс
| КамАЗ 5320
| Максимальная мощность (кВт)
| Nн
| 210 (154,46)
| Частота при максимальной мощности (мин^-1)
| nн
| 2600
| Масса гружоного автомобиля (кг)
| m0
| 15308
| Масса поржнного автомобиля (кг)
| m
| 7080
| Ширина автомобиля (м)
| b
| 2,5
| Высота автомобиля(м)
| H
| 2,63
| Коэфициент обтекаемости
| k
| 0,226
| Размер шин
| d-D
| 260/508 R20
| Передачи число КП
| i
|
| 1 передача
| i1
| 7,82
| 2 передача
| i2
| 4,03
| 3 передача
| i3
| 2,5
| 4 передача
| i4
| 1,53
| 5 передача
| i5
| 1
| Главная передача
| i0
| 7,22
|
Вари- ант
| Автомобиль
| Передаточное число
uО
главной передачи
| Силовой агрегат
| Агрегат автомобиля
| 21
| КамАЗ-5320
| 7,22
| КамАЗ
740.10- 20
| КамАЗ-43101
| Расчетная оценка тягово-скоростных свойств
Определяем внешнюю скоростную характеристику двигателя:
![](data:image/png;base64,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)
где Ne – текущее значение мощности, кВт;
Nm – номинальная мощность, кВт;
ne– текущее значение частоты вращения коленчатого вала, мин-1;
nm– частоты вращения коленчатого вала при номинальной мощности, мин-1;
с1 и с2 – постоянные коэффициенты, зависящие от типа двигателя
![](data:image/png;base64,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)
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Момент на валу двигателя:
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Полученные результаты заносим в таблицу.
Таблица. Скоростная характеристика двигателя:
ne, мин^-1
| 800
| 1200
| 1700
| 2200
| 2600
| 3000
| 3700
| Ne, кВт
| 57,65
| 89,01
| 123,85
| 147,71
| 154,46
| 146,59
| 87,47
| Me, Н*м
| 688,20
| 708,34
| 695,75
| 641,20
| 567,34
| 466,63
| 225,76
| По полученным данным строится график мощности и момента в зависимости от частоты вращения коленчатого вала двигателя.
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)
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