Стыки эксплуатационные и технологические изделий отрасли. Методика силового расчета

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CTJ.2CI / OCT 92-9236-79 1, 1.2. 1.3. shapeType32lineWidth12700

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1.4.

1.6. ; 1.7.

1 ,2 - 1.8. 1.9. 2 . 2.1. 2.І? shapeType32lineWidth12700

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OCT 92-9236-79
1- - Afg -

^9 - 9 tajjj) U-VliA

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92-9236+79

2.1.3. Fi- F$ + bi Fok , ( * ~ v-Cf-ju*) ’
Fi - &Fuk - /? = (F t + , ( k - 0,2
OCT 92 -9236-79 2.1.4. 2.1.5. Mz< , (4)
2.2. 2.2.1. 2.2. - L J
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( ~
• F - S 2 - tfa-
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- Pi >0 - 2.2 * /” ■? 2.2 .1.3. 2.2 .L.4. <• • 7

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2.2.2.

(.Vf H0 ~ y fH ga - -

2.2.2.1. ,, 2.2.2.2. - - - ~ - OCT 892 1,2-72 (HOS)

2
.2.2.3. -
- „ n<V - - (
2.2,-2 - - - -

OCT B92 1.2-72

2.2.2.5. > , J - *
2.2.2.6. - 2.2.2.7а? 2.3. 2.3.1.

2.3.2.

■?=
45 £?

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OCT B92 1.2-72 ( 2.3.3 1 X X(24)

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( OCT 92 -9236-79

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( OCT 92-9236-79

3-9

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OCT B OCT 92-9236-79 2.4. 2.4.1. (.28)

( if -
7 -
A -

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OCT q t - ( /77 = - 2.4.2. /I/
2-STR
Mz
<£?> 1/.

3 . 3.1. З?.І?Д?. 3.1.2. 3.1.3. * 3.1.4. 3.2. 3,2.1. - OCT 3.2.2. 3<2,2.1* 3.2.2.2. - - F —’ /7^- ^^- ( 3.2.2.3.

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3.2.2.4. er Q-'^z/i. (^8)
Li * ~ 77 , (4 /^- 3.2.3. ■??, = • si " < 3.3 3.3.1. OCT 92-9236-79

2 bin
3.3.2* 3.3.2 - T s = 5 / + Sin

3.3.2.2.

= Q.COSoL. , Q z - Q -Sirt ol. t &5J
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3.4. 3.4.1. 1

4- sin
3.4.2. • 4. 4.1. 4.1.1. 4.1.2. 4.1.3. 4.1.4.
4;2; 4.2.1.

4.2.2.

( 4.2.2.. ( - - = Z > (fi7)
4
4.2.2.3. 4.2.3.

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5.

5.I.I.
I. , 1:2; 1.3. 2. 2.1. 2.1.1. Kj - Omegast _ 7 -

OCT B92 1.2-72 (HOC) 92-9236-79 ^ tpSynO - ZO - 1,5,10,.... );
mfistltVn]- ~

mystl [<- 2.1.2. OCT 2.2. 2.2.1. 4 (Z0) N - - - - - - - -
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3.

3.1. 3.2. 3.3.

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OCT 92-9236-79 4. 6 eqin inteqez I,J, z, zo, z/, h
read z, Iniegez azzay mm, mn Ct-kJ, azzo legin integer pzoceduze ptolo for legin x if fi<S then go tg_ It, x[kj: - x[k] - z* del [kJ; •
it fi<S then go to IJ-,
r X[k]; = x le- end piolo- f ;
/gz k-.-i step / until n do ’
pc kJ: = x CkJ; fh*flX); S: = /;
■?foi k‘‘=t step / until n do dlkji- plkJ‘, lk‘. piola-,
3 rm =Oj
z/ S &sp then go to. • I egin u: ■?= p C k] ’
// als (xck] -u)7 als(delCk])/4 then l>Wn plkj: = xrtj; xfkj:*2*xCK]-u;
.V? Z/ <77 tO then
-
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I
/ eqin def end z/ // 4 S then '
begin ["■? = //; go to 15 (

■?QJL , J

te: foi. k‘- = J step < untit n do , ib det [kJ epsC ^ tv- toi k:= / S-lep / an tit n do ' det [ k]: - det [ kJ /4 ;
go bo. t4-, ;
t8 : end -foimj *
teat piece date c f ( Cl begin inbegei Z; !
jgz i.- = t step t untit n do ‘ begin tn fSiC Z/ z =

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4Z .-= lz - / mzi = mmCj]-mn yno-f’.--ffin[j]*Lz/(/'i/nz); !
C. 410 8 14 c8za8 < 4yz then '
I eg tn 4 tegen output (*(88', *e* f z f 4yz, ynoz, */’)', Z(t-Z(tZO
tnd
e8'-- z4w$ I
tnd o. 4' f ;
/oz /•=/ step / untit (<( do
teain input l z, ynoo f sagynoo, epdyno, zo, m4i$t(, m4st(, fnti6( t m4^ mtt, mm, mn, mo/nega, mgst(, '26’, f h’, ‘ sagynoo^’ , *£?’, sagynoo^ ‘26’, * * 5&’ ‘ L J
I — j
[

'tot’, *t’f ‘ X ■? - i; a.: = my st 1 Ci] ; 8-~m /ist output ('128’, ‘Ztd’, X, 'W, ' . output (’ 3/22 8’ ( t’, ' “ 218’, ‘ 8 — output (‘126’, ’Z3d’, _ output 3/'228’*8*, ’ f 4 ‘2/18’, ,shapeType32lineWidth12700

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I
* ^ train Lntegez x; x:~ Q.: = momeya Ci]) output (‘gf, 'ZZd’ X, a, 6, ‘96’
4-U’, 0, </>) end -. I
start: foz J:~t step / untit else mystCi] '= 9nd ;
tegin m-f it Ci] '■? = m -fit / Ci] x | j /4 is / noy 4/ z=o then mytCi]'-- mySiCiJ etse myt Ci] - 7 x eos (m /it Ci J) end )
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&
OC|T 92 "9236-79 then
tegen d'-O', J
/<?Z /77 dot t- - / step t an tit m do
mpt Ci]: x mSigtCiJ x do End 'lastagenie.;
id enmCj'J =o /1 -then
d’-d * m dsltij
doz i: = / step t Up tit /77 do fcgcn tn- J f rr, / • = f * /77 / do mpsi [

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•toi C-t step ] anti/! m do ' teg in m sig t Cil '• - mnCj]^/', mptCi]-- msig&Ci] * mz-- end sgatie♦? •
output (‘5/ezt’, *1’, ‘ ‘ ‘ ' z.' = z/:=6>; / tnsagC flsag my st Ci] ‘ = /4 my st Ci] Q then ■?foz l‘-- C step / untit m do
L
I ( Illi HI I! I .1 f
‘ OCT
(egsn msg st Ci]: = mz/iz x myst Ci]
+ (11 mystCiJ-o end ',
i( omegast - •foz i'-~ / step / unlit m To
tegsn m sig 6 Ci]: = mz/iz * my6[i]
mpt> [i]: = msigSCi] * m /^C(]
end : ■?
Z: output (*3/226* f *t’, * ‘ ‘shapeType32lineWidth12700

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OCT 92-9g36-79 /02 c : - / step / unitf n doeQin Lntepei x; zent 0,6;
x:=c; a:- output ( *75/ ‘6/’, *&’, S, Lnd
Output (*3/22 S', *t’, * lepin Cntegez x; ' x: = t‘ a: = msip6 [o]; 6: = mpj pij;
Olliput ( *75/
tod.
2nd k;
end ki;
end
end pzogzamme
*£?/

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OCT 92-9236-79

I. I.I. 1.2. 1.3. 2. 2.1 . 2.I.I. /77 - mmtf'ftj- - 2.1.2.

2.2 2.2.1.
^ - pg - /7£?/ - -

OCT 3. . 6 Ln put f n-/, n, m, TJ;
Output [* 3 /226* , ‘t’, ' • *3/226/ ‘t*, f
U read output /*2/226’, ‘shapeType32lineWidth12700

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OCT 92 -9236-79 tepcn intepez sc; zeal Ind ;
■?foz Output [*2/22 6’, *t’, ‘ U Uoin Lnteoez x; zeal a ;
X : = k; a: - m-fipctkj;
output [‘96’, ‘Z3d’> sc, ‘6 Joz leain m tip [kJ: - m[ipz[kjx myplkj: ~tx mcos/iCk]-, myp/tkj-- = c: - mn[J] x z/(2* fnmP/J);
■?fino •• = o.s x L

dot 2nd k;
■?foz kt- / step / untit m dp
id mpp/Ckl^O -then mSi Sum’. -O',
■?foi !(:-/ step / uniit m do
Sum ;= sum + ms/t/fj;
Sum / : - Sum • sum: - 0;
doz_ K'.-t step / uni if m do
Sum'. - sum + mS2 Sum 2 '■? ~ Sum;
(mmiJJ / z- kJ x mx//J);
■?foe k-?/ step 1 un/if m do i L J

(H08)
OCT 92-9236-79 L/ /' ■?C ?; >< x: = output ( ( 2/22 6 '
/ ' z 3d', ( end *

OCT I. =11000 4- 0,5 = 0>?2-10! = 0,34 .

2, 1- 2. 4 = 0,5-0,65-25 = 8,15

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= 0,5’0,65*50 = 16,3 hFp = 2,065 + (0,5 + 0,5 ) = 3,065 3. kPa* 4. Fenp^y^P-t^oS 2 = 0,34*(0,5 + 30.0,1 2 ) = 0,272 5. 2=0,

OCT 92 -9236-79 mfisH / mfl/ ZW = ( ;
‘ 6* S = 33',3 shapeType32lineWidth12700

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■? £? I 8250 404 4

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; OCT 92 -9236-79 I I

3 Jkafy
■? 1
Kzc/ctii • 4 - I
[I
|| I 0 0 0 0 2 0 0 -260 -958 3 0 0 -822 -3021 4 -346 -1274 -1102 -4053 5 -346 -1274 -1102 -4053 6 0 0 -822 -3021 7 0 0 -260 -958 8 0 0 0 0 'I
■?1
• Z 3 0 0 0 0 4 0 0 -103 -379 5 -501 -1840 -1139 -4187 6 -1262 -4639 -1657 -6092 7 -1262 -4639 -1657 -6092 8 -501 -1840 -1139 -4187 I 0 0 -103 -379 2 0 0 0 0

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OCT 92-9236-79 I.

- 2.0 /’=//= 4 =0,5-0,65 ' V 4 7

/ = 0,5-0,65'39,3 =12,7 % = 30 3. L 4 OCT 92“9236-79 4. [ 5.

mysi-f CflS] =( ffljit <[1'4] =(0,90,180,270) ;
mtt [[4] I ( 6.
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I. I - 4 - 2. 3. 4. Kj= I, m~f6i mtt 5.
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OCT 92-9236-79 I. 2. mm Z* =( 5.10 5 , mjcp 1 3.

OCT 92-9236-79 І?. 2. 3. 4. 5.