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5.1. , , , w 0 ( - ) , 3000. 12.

5.2. , /3, u x 5.1:

 

, (5.1)

 

- , , ;

- , ( ), /;

F - , ( , ) ;

m n - , ;

h - , (. 7);

H - , ;

V 1 - , (5.2), 3/;

D T - T B, .

 

, (5.2)

 

D - , ;

w 0 - , /.

5.3. , , , :

) 250 - ;

) 200 - 50 . ., , , : 5.3;

) 180 - 50. . 52 . . , , , 108 ..;

) 160 - 52 . . ( );

) 140 - , , , , .

, 3 , , , .

, , .

- , 10 , , . - .

5.4. , , D V 1 ( , ), () . V 1, , .

(, ) V 1 , , , (5.18), , - (10.9). , .

, 20 ., 20 .

5.5. D T , , , .

, , 23-01-99.

T 23-01-99.

D T .

5.6. F :

) F = 1 10 ;

) , 5.6, :

F = 2 . 90 %;

 

F = 2,5 .. 75 % 90 %

.

 

 

F = 3 75 %

) 5.6 F = 3.

F 3 , , T B , 5.

:

dg - , , dg 5 % ;

vg - dg , /.

F vg / u , u - (. 5.10). vg / u £0,015 F = 1, 0,015< vg / u £0,030 F =1,5. vg / u F 5.6.

5.7 m n v , v' , f f e:

 

, (5.3)

 

, (5.4)

 

, (5.5)

 

. (5.6)

 

m

 

f < 100, (5.7)

 

f ³ 100. (5.7)

 

f e < f < 100 m f = f e.

n f < 100

 

v < 0,5, (5.8)

 

0,5 £ v <2, (5.8)

 

n = 1 v ³ 2. (5.8)

 

f ³ 100 n 5.8.

5.8 f ³ 100 ( ) ( ) (5.1)

 

, (5.9)

, (5.10)

 

n (5.8) - (5.8) .

f < 100 < 0,5 < 0,5 ( ) c

 

, (5.11)

 

< 0,5, (5.12)

 

f ³ 100, < 0,5. (5.12)

 

(5.11) m ' = 0,9 H ( ), .

- (5.9) (5.11) (5.1).

5.9. , ,

 

, (5.13)

 

H ( ), , x 5,7× H.

d f < 100

 

, (5.14)

 

, (5.14)

 

. (5.14)

 

d

 

d = 5,7 . (5.15)

 

, (5.15)

 

. (5.15)

 

5.10. u (10 ), c , f < 100 (5.16 5.16):

 

u = 0,5 , (5.16)

 

, (5.16)

 

. (5.16)

 

u (5.17 5.17):

 

u = 0,5 , (5.17)

 

, (5.17)

 

. (5.17)

 

H ( ), , u =0,5 /.

5.11. .u , u , (5.18):

 

, (5.18)

 

r - , (5.19 5.19):

 

£ 1, (5.19)

 

> 1. (5.19)

 

u 0,5 / u ., . - , 5 % .

u . .

5.12. x .u., u c .u , (5.20):

 

, (5.20)

 

- , (5.21 5.21):

 

£ 0,25, (5.21)

 

0,25< £ 1, (5.21)

 

> 1. (5.21)

 

5.13. u (5.22):

 

, (5.22)

 

s - , x / x F (5.23 5.23):

 

x / x £ 1, (5.23)

 

1 < x / x £ 8, (5.23)

 

8 < x / x £ 100 F £ 1,5, (5.23)

 

8 < x / x £ 100 F > 1,5, (5.23)

 

x / x > 100 F £ 1,5, (5.23)

 

x / x > 100 F > 1,5. (5.23)

 

( 10 ) x / x < 1 s 1 (5.22) , (5.24):

 

(5.24)

 

u ¹ u . (5.18) (5.20) . u x . u, . x / x . s 1 (5.23) - (5.23) (5.24). c . u s 1.

5.14 cy (5.25):

 

, (5.25)

 

s 2- , (5.26):

 

, (5.26)

 

 

u£5 /, (5.27)

 

u >5 /. (5.27)

 

5.15. c z z , , () 2,5 , (). 9.

z (5.28):

 

, (5.28)

 

, - , , , H 1 H 2, . H 1 H 2 (5.29) (5.30). (, D, w 0, T ) . z >10 (5.24) =1;

sz - , b 1, b 2 b 3 (5.32 - 5.32).

 

H 1 = (1 + 5 × d 2) + z, (5.29)

 

H 2 = H (1 + 5 × d 2) - z, (5.30)

 

f < 100, (5.31)

 

f ³ 100. (5.31)

 

f ef < 100 d 2 (5.31a) f = f e; v <0,5 (5.31a) v =0,5; v '<0,5 (5.31) v '= 0,5.

 

0,02 < b 1£ 2 | b 2-1|< b 3, (5.32)

 

0 < b 1 £0,02 | b 2-1|< b 3, (5.32)

 

s z = 0,5 b 1, b 2 b 3, (5.32)

 

 

, (5.33)

 

, (5.34)

 

. (5.35)

 

5.16. () D=D V 1 =V 1 w 0 .

w 0 (5.36):

 

, (5.36)

 

L - , ;

b - , .

D , , (5.37):

 

. (5.37)

 

(L =b) D .

V 1, 3/ (5.38):

 

. (5.38)

 

, .

5.17. 1 2, x 1 = 10× x , x 2 , ×..





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