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расчеты для курсовой по эксплатации и ремонту судов. Исходные данные Высота борта от гвл, м 5,01 Ширина максимальная, м 9,75 Высота спуска груза Нсп
- квадрат текущего значения приведенного тока ротора, А2;
- квадрат номинального приведенного тока ротора;
- номинальный ток статора, А;
- коэффициент мощности;
- текущее значение скольжения ротора.
![](data:image/png;base64,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)
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)
Задаваясь значениями скольжений , определяем соответствующие значения частоты вращения электродвигателя, момента, тока, потребляемого из сети.
Полученные данные заносим в табл.
2р=2
| 2р=6
| 2р=12
| S
| Ω
| М
| I
| S
| Ω
| М
| I
| S
| Ω
| М
| I
| р/с
| Нм
| А
| р/о
| Нм
| А
| р/о
| Нм
| А
| 1
| 0
| 750
| 570
| 1
| 0
| 720
| 350
| 1
| 0
| 1050
| 210
| 0,470
| 83,252
| 900
| 108,925
| 0,467
| 55,853
| 830
| 92,991
| 0,947
| 2,788
| 1100
| 97,792
| 0,087
| 143,414
| 383,366
| 106
| 0,110
| 93,201
| 429,182
| 87
| 0,140
| 45,029
| 444,153
| 70
| 0
| 157,080
| 0
| 0
| 0
| 104,720
| 0
| 0
| 0
| 52,360
| 0
| 0
|
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)
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)
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