, .
1.1. 1.2. :
U1 , ;
P , ;
n , /;
E2 ... , ;
I2 , ;
λ = MMAX / M ;
η ...,
, %;
cosφ1 .
P2 ,
P2 = M∙Ω = M∙(2π / 60)∙n = 0.105∙M∙n.
P2 n,
M = 9.55∙P2 / n.
P2 [], n [/], M [∙].
s
s = (n0 n) / n0,
n0 = 60∙f1 / p ,
f1 = 50 ,
p .
n0 2.1.
2.1.
p | - | ||||||
n0 | / |
n, 2.1. n0 - n. p.
λ, MMAX
MMAX = λ∙M.
M s
M = 2∙MMAX / (s/s + s/s).
s λ,
n = n0∙(1-s).
. 2.1.
(. 2.1.) n(M) 4 , :
- 1 ;
- 2 ;
- 3 ;
- 4 .
n, .. = const.
n(M) 1 2 (. . 2.1.).
n(M) 1 3 .
n(M) 3 4
.
n(M). s 0 1 (7-8 ). , s s .
|
|
s n M 2.2.:
n = n0∙(1-s)
M = 2∙Mmax / (s/s + s/s).
n(I2).
.
Ω0
.
s, 2.2., I2
3.2. n(M) n(I2) (. 2.2).
2.2.
s | - | s | s | |||||
n | / | n0 | ||||||
M | ∙ | |||||||
I2 |
,
MD = t∙M.
λD = MMAX / MD sD, MD
sD = s / (λD + ),
nD = n0∙(1- sD).
. 2.2.