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: l1=70, l3=130, l4=123, d2=300, d3=125,

Y Z:

 

Σ= -F2·150-Fa3·62,5+Fr3·70-Fr3 (70+130)+E4(2000+123)=0

E4 = F2·150+Fa3·62,5-Fr3·70+Fr3 200/323

E4 = (1216·150+3949·62,5-1717·70+7925·200)/(323)=5863,9

 

Σ= D4323-F2·150-Fa3·62,5+Fr3·123-Fr3 (123+130)=0

D4= (F2·150+Fa3·62,5-Fr3·123+Fr3 253)/ 323

D4=(1216150+3949·62,5+11717·253-7925·123)/(323)=-344

 

: ΣF= D4+Fr2-Fr3 +E4=0

344+1717-7925+5863,9=0

 

X-Z:

 

Σ=-Ft2·70-Ft3·(130+70)-·323

=(Ft2·70+Ft3·200)/323

=(4557·70+15043·200)/(232)=10302

 

Σ=Ft3· 123+Ft2·(30+123)-Dx·323

Dx = (- Ft2·253- Ft3·123)/ 323

Dx = (-4557·253-15043·123)/ (323)=-9297,9

 

: ΣF= Dx-Ft2-Ft3+ =0

 

9297,9-4557-15043+10307=0.

:

H

H

·

·

α=0,58

 

40

σ-1=490, e0=0,68, m=1,5, s=1[1, .12.13],

/2

/2

/2

>1,5

 

18 , σ=873, σ-1=441, τ-1=226 [1, .12.13].

=1411103 ͷ, =1796, : b=32 , t1=11 , h=18 .

:

3

σ ,

β ,

εσ ,

σ=2,15 [1, .12.5], β=1,8 [1, .12.9], εσ=0,62 [1, .12.3]

3

ψ , τ=2,05, β=1,8, ετ=0,7, ψτ=0,08 [1, .14.6]

>[S]=3

 

 

:Fr=7925 , n=146 -1, , . :

V=1, t=1,3 [1, . 14.18], et=1 [1, . 14.19], x=0,35 [1, . 14.14], y=0,57

;

V ;

t

P=χ×V×Ft ×Rs× kT=0,35×1×7925×1,3×1=3606

C=P(60nLh/106)1/P= 3606(60146Lh/106)=174000

 

:

(60nLh/106)1/3=/=174000/3606=48,3

Lg Lh=5,05+((6-3,94/3))=5,73

Lh=54422924

 

d=30 b´h´l= 8´7´40 [1, . 5.1]

:

/2

[s]=150 /2

d=56 b´h´l= 16´10´50 [1, . 5.1] =661 , t1=7 .

:

/2

d=75 b´h´l= 20´12´90 [1, . 5.1] =1796 , t1=8 .

:

/2

 

. , . , , , . , . ȖFA68, , .. , . , . . 2 , , 0,10,3 , 12 . 1033-79.

 

 


 


 





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