ЕГ/0,5=(КД.· ФН.Д.)·Н.Д/2.IЯ.·RЯ В (1.15)
ЕГ/0,5=2,43·40,3+65·0,721=144,794
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Tabiiy xususiyatlarni hisoblash:
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![](data:image/png;base64,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)
rasm. G – M va M tizimining elektromexanik xarakteristikasi
2- rasm. G – M va M tizimining mexanik xarakteristikasi
Talabalar bajarishi uchun mustaqil topshiriq
№
|
1
|
2
|
3
|
4
|
5
|
6
|
7
|
8
|
9
|
10
|
Рном(motor),kVt
|
12
|
11
|
10
|
12
|
12
|
11
|
10
|
12
|
11
|
10
|
nном(motor), ayl/min
|
770
|
760
|
750
|
740
|
720
|
700
|
650
|
600
|
500
|
750
|
Iном(motor), A
|
65
|
60
|
50
|
55
|
45
|
40
|
65
|
60
|
50
|
55
|
Rя.г.Om
|
0,224
|
0,224
|
0,224
|
0,224
|
0,224
|
0,224
|
0,224
|
0,224
|
0,224
|
0,224
|
nном(g) , ayl/min
|
1450
|
1400
|
1350
|
1300
|
1250
|
1450
|
1400
|
1350
|
1300
|
1250
|
Iном(g) , A
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
№
|
11
|
12
|
13
|
14
|
15
|
16
|
17
|
18
|
19
|
20
|
Рном(motor),kVt
|
12
|
11
|
10
|
12
|
12
|
11
|
10
|
12
|
11
|
10
|
nном(motor), ayl/min
|
770
|
760
|
750
|
740
|
720
|
700
|
650
|
600
|
500
|
750
|
Iном(motor), A
|
65
|
60
|
50
|
55
|
45
|
40
|
65
|
60
|
50
|
55
|
Rя.г.Om
|
0,224
|
0,224
|
0,224
|
0,224
|
0,224
|
0,224
|
0,224
|
0,224
|
0,224
|
0,224
|
nном(g) , ayl/min
|
1450
|
1400
|
1350
|
1300
|
1250
|
1450
|
1400
|
1350
|
1300
|
1250
|
Iном(g) , A
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
№
|
21
|
22
|
23
|
24
|
25
|
26
|
27
|
28
|
29
|
30
|
Рном(motor),kVt
|
13
|
11
|
12
|
15
|
19
|
13
|
11
|
12
|
15
|
19
|
nном(motor), ayl/min
|
740
|
760
|
770
|
720
|
740
|
650
|
650
|
700
|
600
|
750
|
Iном(motor), A
|
65
|
60
|
50
|
55
|
45
|
40
|
65
|
60
|
50
|
55
|
Rя.г.Om
|
0,23
|
0,23
|
0,23
|
0,23
|
0,23
|
0,23
|
0,23
|
0,23
|
0,23
|
0,23
|
nном(g) , ayl/min
|
1400
|
1450
|
1300
|
1350
|
1250
|
1450
|
1400
|
1350
|
1300
|
1250
|
Iном(g) , A
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
69.5
|
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