.
.
1 3 (3 ).
m1
V1
|
)
V2 (
)
|
() | ||
r = = (/3) | g=rq (/3) [1522 /3] | |
rs = = (/3) | gs=rsq (/3) [2528 /3] | |
W = = % ( ) |
II ( )
rd = = = (/3) W = = ; (1) | g d =r d q (/3) [1019 /3] | |||||
: | ||||||
n = = ·100%
| n- ; m- | |||||
3 | ( 12 ) | e = (0,51) | ||||
(2)
e = = ; (3) (4)
|
.
1. ( ).
G = =
W0 ,
Wo -? Wo= =
(5) (6) (7)
0 £ G £ 1
G= 1 0 £ G £ 1 3 | , 2.02.01-83* G £ 0,5 0,5 < G £ 0,8 0,8 < G £ 1 |
, (2).
...
... (gs - gw)
|
.
.
2, .
. , ( ) ( ).
|
|
| |||||||
| |||||||
.
?
|
emax max
emin min
e
0 £ D £ 1/3 R 0 ( )
1/3 £ D < 2/3 R 0,25
2/3 < D £ 1 R 0,5
().
3. (Jp;JL) ( 2.02.01 83*)
- Jp (10)
JL (11)
WL - , , .
Wp - , , .
|
|
|
:
JL - R (. . 2.02.01-83*)
JL < 0 R 4 /2 = 0,4
0 < JL < 1 R 0,2
JL > 1 R 0 ( )