.


:




:

































 

 

 

 





,

Ne , ; ne , 1; t ; pe , .

,

pi , ; h .

K 1= S/D 0,8...1,2, .

pi pi = 0,91...1,06 e = 710 pi = 0,86...0,95 e = 1420 ( ).

h h= 0,8...0,85 h= 0,7...0,85 , : n = 40006000 1 n = 15004000 1 .

K 1 D ', . , .

.

.

(. 1.1) . 1.1.

h 1 (. 1.1) , ,

,

h .

1.1

d (0,05...0,10) D (0,12...0,20) D
H (0,8...1,3) D (1,1...1,7) D
h 1 (0,45...0,75) D (0,6...1,0) D
h (0,6...0,8) D (0,8...1,1) D
ij d (0,3...0,5) D (0,3...0,5) D
³ b (0,3...0,5) D (0,3...0,5) D
d, 1,5...4,5 2,0...5,0
s (0,05...0,10) D (0,05...0,10) D
³ e (0,06...0,12) D (0,11...0,20) D
h (0,03...0,05) D (0,04...0,07) D
t:    
(0,040...0,045) D (0,040...0,045) D
(0,038...0,043) D (0,038...0,043) D
a, 2...4 3...5
г A 0 (2,5...4,0) t (3,2...4,0) t
D t, :    
0,70...0,95 0,70...0,95
0,9...1,1 0,9...1,1
di D 2 (s + t + D t)
ʳ n/ 6...12 6...12
ij d (0,3...0,5) a (0,3...0,5) a
d (0,22...0,28) D (0,30...0,38) D
d (0,65...0,75) d (0,52...0,70) d
l :   (0,88...0,93) D   (0,88...0,93) D
(0,78...0,88) D (0,80...0,90) D
l :   (0,28...0,32) D   (0,28...0,32) D
(0,33...0,45) D (0,33...0,45) D

³ b . 2...3 l .

, . , , , () .

䳿 pz max, , (. 1.2). . , , pz max = pz. .

pz :

[],

[],

ε .

 

1.2 ,
.

 

  , (1.11)

, .

[s] = 20...25 , [s] = 40...50 . [s] = 50...150 , [s] = 80...200 .

- (. . 1.1, ).

-

  , (1.12)

; A- -;

  , (1.13)

; .

[s] = 30...40 , [s] = 60...80 .

-:

  . (1.14)

, -,

  , (1.15)

m- , -,
m- = (0,40,6) m ; m ; R ; l= R/L ; .

,

m ¢= 80...150 /2 , m ¢=150...300 /2. . n max= (1,03...1,10) nN.

[s]= 4...10 , [s] = 8...20 .

䳿 (. 1.3)

  , (1.16)

D, h .

  . (1.17)

  . (1.18)

[sS] = 30...40 , [sS] = 60...80 .

񳺿

1.3 .

 

:

  , , (1.19)

FN max , 䳺 .

FN max (. . 1.1, )

,

K 6= 0,12...0,14 K 6= 0,06...0,07 . :

.

, -

,

, -; .

= 100...200 /2 , = 250...400 /2. . .

q 1 = 0,33...0,96 q 2 = 0,22...0,42 .

D D D D . D = (0,006...0,008) D D = (0,001...0,002) D, D = (0,004...0,006) D D = (0,001...0,002) D. ϳ D D D = D D D = D D.

D D :

  , , (1.20)

; a, a ( a = a = 25×106 1; a = a = 11×106 1); t , t t , . t = 110...115, t = 200...450 t = 130...200, t = 170...190, t = 300...600 t = 210...340; t 0 = 15 .

() . D D D D . .

 

. . .

(. . 1.1): D/t; A0 /t; a.

: = 1,0×105 , = 1,2×105 , = (2...2,3)×105 .

  . (1.21)

: p = (0,11...0,37) ; p = (0,2...0,4) .

p .

p (. 1.4), , (. 1.2).

1.2 m

j,              
³ p/ p = m 1,05 1,05 1,14 0,90 0,45 0,67 2,85

1.4 .

,

m j . 1.2.

. 1.2 .

  . (1.22)

  , (1.23)

m , . m = 1,57.

[s] = 220450 . . s2 s1 1030 %.

  , (1.24)

, = 0,06...0,10 ; a a ; t , t t 0 t 0 = 15. : t = 110115, t = 200300, t = 170190, t = 250450.

 

ϳ , , , . ³ , , . : 15, 15, 123, 1824.

(. 1.5) (. 1.1) .

, , .

, .

 

 

1.5 .

 

, 䳺

  , (1.25)

pz max = pz , ; pz max = pz () ; k , ( k = 0,76...0,86; k = 0,68...0,81); , , , .

. 1.6.

  , (1.26)

d ; l .

  , (1.27)

l ; b ; (l b) .

q = 20...60 q = 15...50 . .

 

 

1.6
.

 

, . 1.7,

  , (1.28)

.

[s] = 100...250 .

  . (1.29)

[t] = 60...250 . , , .

, , (). , , (. 1.7).

.

  , (1.30)

. = (2,0...2,3)×105 . D d . max 0,02...0,05 .

1.7
, .

, (. 1.7), ( 1 2 y = 0) ( 3 4 y = 90) : ( 1, y = 0):

  ; (1.31)

( 3, y = 90)

  . (1.32)

( 2, y = 0)

  ; (1.33)

( 4, y = 90)

  . (1.34)

. 300...350 .

, , . : , (, . ). . 2.1 .

2.1 .

, . , . 40, 45, 452, 40, 18, 40. I. , ( , . ), , .

. 1 : pz = 0,85 pz pz = pz w e, w max, ( ) d , m , m , R, A , l.

. 2.1.

2.1

d: d d (1,101,25) d d d (1,101,25) d
d (1,251,65) d (1,31,7) d
l (. . 1.1):   (0,280,32) D (0,330,45) D   (0,280,32) D (0,330,45) D
̳ h (0,160,27) d (0,160,27) d
s (0,0550,085) d (0,0700,085) d

s h , d =(d +2 s ), d = (d +2 h ).

(. 2.1) : ) () - 䳿 ( ), ; ) , 䳿 ; ) () - ( ) 䳿 ( ) . ) , .

- n = n m m ( -). m , 6...9 % .

Fj - smin=0

( Fj >0 -) . - .

(1.1), (1.7) (1.8) 2,5...5.

, ,

  DS = D + D t, (2.1)

D , ; D t .

  D t = d (a a) t, (2.2)

d ; a=1,8×105 1 ; a=1,0×105 1 ; t = 100...120 .

  , (2.3)

d , d d ; m = 0,3 ; = 2,2×105 ; = 1,15×105 .

  , . (2.4)

100...150 . .

- n = nM n = nN F = F + Fj 䳿 .

, , .

  , (2.5)

m ; w : w=w n = n w=w n = nM.

, Fj (. 2.2, ).

(. 2.2, ) , (), , Nj 0 Mj 0.

2.2 :

, .

 

  , , (2.6)

j ; r =0,25(d + d) .

2, j 90 j,

  , . (2.7)

- j=j (2.7).

Nj 2 Mj 2 , .

-

  ; (2.8)

l ; h = 0,5(d d) .

. Nj 2, , K. Mj 2 .

  , (2.9)

A = (d d) l ; A = (d d ) l .

K - 䳿

  ;. (2.10)

,

  . (2.11)

pz , pz = 0,85 pz pz = pz ; p 0 = 0,1 .

F c , (. 2.2, ).

N 2 M 2 - (j=j)

  ; . (2.12)

(2.12) j j/180º , j . 2.2.

. 2.3. j.

-

  ; (2.13)

K , , (2.9).

, 䳿 , , , ,

  ; . (2.14)

(1.1), (1.7) (1.8).

2.2 N0/F M0/F j,

             
N 0 /F 0,0001 0,0005 0,0009 0,0018 0,0030 0,0060 0,0085
M 0 /F 0 r   0,0001 0,00025 0,0006 0,0011 0,0018 0,0030

 

2.3 j,

             
cos j 0,1736 0,2588 0,342 0,4226 0,5000 0,5736 0,6428
1cos j 1,1736 1,2588 1,3420 1,4226 1,5000 1,5736 1,6428
sinjcosj 1,1584 1,2247 1,2817 1,3289 1,3660 1,3928 1,4088
0,5×sinjj sinj /p cosj /p 0,0006 0,0020 0,0047 0,0086 0,0148 0,0235 0,0344

³ 2,5...5,0. ϳ j = 90 .

 

. 2.4.

- 䳿 , ( j = 0) [H]

  , (2.15)

m = 0,275 m , - ; m = 0,725 m , ; m . m = (0,20...0,28) m .

2.4

ij d (0,56...0,75) D
t : (0,03...0,05) d t 0,1 d
³ (1,30...1,75) d
l (0,45...0,95) d

- l .

  , (2.16)

; r 1 = 0,5(d + 2 t ) ; J = l × t 3, J = l (0,5 r 1)3 ; ; A = l ×0,5( d ) .

s 100...300 .

, , - (. 2.1) . 2.5.

2.5

h min (0,50...0,55) d (0,50...0,55) d
h (1,2...1,4) h min (1,2...1,4) h min
b (0,50...0,60) l (0,55...0,75) l
a t , (2,5...4,0) (4,0...7,5)

( . 2.3) - 䳿 ( ), n = nN n = nM. . . nx = ny.

 

2.3 䳺 .

 

pz ,

  , (2.17)

mj = m + 0,275 m - ( , - ).

(),

  , (2.18)

pr =0,12 .

³ F - :

  , (2.19)

A = h b (b a )(h 2 t ) ; , ; s = s ; L = R/ l ; - -, ;

  , (2.20)

, ; - ; d 1 = 2 r 1 ; - y-y, .

smax x smax y : 160...250 , 200...350 .

̳ , - F p,

  , (2.21)

nx ny (1.1), (1.7) (1.8). nx ny , k s (1.5).

nx ny 1,5.

, , 䳺 , 璺 . (2.15). , 䳺 .

. 35, 40, 35, 37, 18, 20, 40, 40.

Fj . , 璺 䳿 .

  , (2.22)

.

, ,

  , (2.23)

c 璺

,

K , 璺; K .

c 0,15...0,25. dz c .

, , :

  ; , (2.24)

d = d 1,4 t ; d ; t .

(1.1), (1.7) (1.8). k s (1.4) . 2.

 





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