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)
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)
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)
.................
Аналогично при остальных текущих значениях βi для дозвуковой части: 2)
2) сверхзвуковая часть ![](data:image/png;base64,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)
![](data:image/png;base64,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)
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)
![](data:image/png;base64,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)
.................
Аналогично при остальных текущих значениях βi для сверхзвуковой чаcти:
![](data:image/png;base64,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)
3) общая длина
![](data:image/png;base64,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)
10. Сопло построено в масштабе 1:4.
![](data:image/png;base64,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)
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![](data:image/png;base64,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)
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Таблица №1
Сечение/ Параметр
| Вх
| 1
| 2
| 3
| 4
| 5
| 6
| 7
| 8
| 9
| 10
| 11
| Вых
| β
| 1,00
| 0,999
| 0,99
| 0,95
| 0,9
| 0,8
| 0,527
| 0,400
| 0,300
| 0,200
| 0,100
| 0,050
| 0,040
| Pi, МПа
| 0,8
| 0,799
| 0,792
| 0,76
| 0,72
| 0,64
| 0,4216
| 0,32
| 0,24
| 0,16
| 0,08
| 0,04
| 0,032
| Ti, К
| 1200
| 1199,7
| 1196,5
| 1182,2
| 1163,8
| 1124,6
| 996,1
| 919,3
| 845,5
| 751,5
| 614,3
| 502,2
| 470,6
| vi, м3/кг
| 0,432
| 0,432
| 0,435
| 0,448
| 0,466
| 0,506
| 0,680
| 0,827
| 1,015
| 1,353
| 2,212
| 3,616
| 4,236
| ρi, кг/м3
| 2,315
| 2,313
| 2,298
| 2,232
| 2,148
| 1,976
| 1,470
| 1,209
| 0,986
| 0,739
| 0,452
| 0,277
| 0,236
| ai, м/с
| 698
| 698
| 697
| 693
| 687
| 676
| 636
| 611
| 586
| 552
| 499
| 452
| 437
| wi, м/с
| 0
| 26
| 83
| 188
| 268
| 386
| 636
| 746
| 838
| 943
| 1077
| 1176
| 1202
| MI
| 0,00
| 0,038
| 0,119
| 0,271
| 0,390
| 0,572
| 1,0
| 1,220
| 1,430
| 1,706
| 2,157
| 2,604
| 2,749
| fi, мм2
| ∞
| 106863
| 33956
| 15523
| 11299
| 8512
| 6959
| 7213
| 7871
| 9329
| 13346
| 1999
| 22906
| di, мм
| ∞
| 368,9
| 207,9
| 140,6
| 119,9
| 104,1
| 94,1
| 95,8
| 100,1
| 109
| 130,4
| 159,5
| 170,8
| li,мм
| ∞
| 219,8
| 91,1
| 37,2
| 20,7
| 8
| 0
| 6,1
| 21,3
| 52,9
| 128,9
| 232,7
| 272,7
| |