Гост сосуды с рубашками

25867-83

( 3650-82)

Vessels and apparatus.

Jacketed vessels.

Norms and methods of strength calculation

25867-83

( 3650-82)

13 1983 . 3106

01.07.84

U- , , , , , 26-291-79, .

14249-80.

3650-82.

1.1.

1.1.1. , ().

1.1.2. (. 2.6, 3.6, 4.6, 5.6) , , , , 14249-80, ( ). , , :

380 – ;

420 – ;

525 – .

1.1.3. [] , , (r0, r1, r2), .

1.1.4. . , , 25859-83.

1.1.5. , . 15 20 , 25859-83.

1.2. U- .

1.2.1. :

1.2.2. a = 30, a = 45

.

1.2.3. , N > 103 – (. . 5 ).

1.2.4.

– U- ;

– .

1.2.5. (. . 6, , , ).

1.2.6.

.

, . 7 .

1.3. ,

1.3.1.

.

1.3.2. . 4.3-4.5

.

1.3.3. 30 45 (. . 9 ) .

1.3.4.

.

1.3.5. . 4.6

.

1.4.

1.4.1. . 5

;

.

1.4.2. V- , .

1.4.3. . 5.6

.

2.1.

2.1.1. 14249-80. 2 1, p1 > 0.

2.1.2. 14249-80. p1 < 0 , p2 + .

p1 > 0 2 2 – 1, 14249-80. L 14249-80.

2.1.3. 14249-80.

, :

) ts 0,3 D1. , ;

) l2 14249-80 (. . 1 ) , . , , l2 14249-80;

) b, l1 l2 14249-80 :

(1)

(2)

(3)

) , , ;

)

. (4)

. s1, . .

2.2.

2.2.1. 14249-80. . 2.1.1 2.1.2. , 2, , d1.

2.2.2. d1 .

2.3. (. 5 )

2.3.1. :

)

(5)

) ,

(6)

)

(7)

)

(8)

) ;

(9)

(p1 < 0), (9) 1 = 0;

) :

(10)

(11)

)

. (12)

2.3.2.

. (13)

2.3.3

(14)

(15)

(16)

(17)

f1, f2, f3 f4 . 1-4 .

2.3.4. .

. ,

(18) (19);

(18)

S2 ³ S2R + c. (19)

(5), – (14), s2 .

f1

. 1

ft

. 2

f3

. 3

f4

. 4

2.4. (. . 1 ).

2.4.1. :

)

(20)

(21)

)

(22)

(23)

(24)

)

(25)

– (5);

)

(26)

p1 > p2 > 0, (26) p1 = 0;

)

(27)

)

M3 = min{QH2; (1 + 2)1}. (28)

2.4.2.

(29)

2.4.3.

(30)

(31)

(30) . , . 1.2.4.

2.4.4. .

(. . 6 , , )

(32)

2.5. .

G1 G2

(33)

[2] – (13) (29) ;

– (5).

2.6. .

(34)

[]2 – (13) , (29) .

2.6.1.

(35)

e, .

2.6.2. . 1.

2.6.3.

. (36)

(37)

25859-83. 25859-83

(38)

1

b1

b2

v

U- . 1

. 5

4,0

5

5

5

. 6

3,5

6

3.5

6

3,0

6

5,5

. 2

. 5

2,0

1,6

2,5

5

2,5

5

2,0

5

2,0

. 6

2,0

1,6

2,5

6

1,6

1,6

2,5

6

2,0

1,2

2,0

6

2,0

2,0

3,5

, . 3

. 9

2,0

. 10

2,0

. 4

. 11

2,0

3.1. .

. 2.1.1-2.1.3.

3.2. (. . 5 ).

, , , . 1.2.2 (39)

(39)

3.3. (. . 6 ).

3.3.1.

(40)

(41)

3.3.2.

. 6 , ,

(42)

. 6

= h0.

3.4. .

(. . 3.6.3), [2] (13) (29). A

(44)

2

3.5. .

(45)

F – . 2.5;

[2] – (13) (29) ;

– (5).

(45) , .

3.6.

3.6.1. . 5

(46)

– . 2.6.1;

(47)

– (6).

(48)

(49)

– . 8 14249-80, .

(50)

. 5 ,

(51)

b1, b2, g – . . 1;

(52)

(53)

(54)

(55), . 5 , – (56)

(55)

(56)

[N]1 [N]2 . 2.6.3. 1 , 2 .

3.6.2. . 6 .

(57)

– . . 2.6.1.

(58)

(59)

– . 8 14249-80, ;

– . 2.

2

(60)

(61)

W1, W2 – . 2;

– . 1.

(55) (56), [N]1 [N]2 . 2.6.3. 1 , 2 .

3.6.3. . 3.6.1 3.6.2, , , .

, . . 3.4.

3.6.4. , 25859-83.

4.1.

4.1.1. 14249-80 1, p1 > 0.

4.1.2. p1 < 0, 14249-80 .

4.1.3. , , 2 . 4.3 .

p1 < 0, (62) . 1.3.1, :

(62)

4.2.

4.2.1. 14249-80 p1, p1 > 0, p1, p1 < 0.

4.2.2. , , 2 . 4.3 . s1 s3 s2 s4.

4.3.

4.3.1. :

(63)

(64)

f5 f6 . 5 d0/t0 (66)

(65)

(66)

f5 f6

. 5

4.3.2.

:

(67)

(68)

(69)

d0/to . 5 f5 f6. do, t1 t2 . tp t (69) (65) . 1.3.2.

(70)

(71)

(72)

(73)

t0 (65), f5 f6 . 5. s2 s2 m (66).

4.3.3. , .

. 3.2 – . 3.3.

:

(74)

(75)

t0 – . 5 m (66).

4.4. (. . 9 )

(76)

; (77)

(78)

t0 – (65).

4.5. (. . 10 )

(79)

h – (78)

; (80)

(81)

(80) (81) . 1.3.4.

4.6.

4.6.1. :

)

(82)

)

(83)

– . . 2.6.1;

5- . 6;

t0 – (65);

– . 1;

K5

. 6

:

(84)

(85)

:

(86)

(87)

4.6.2.

(88)

6 – . 7; to – (65)

K6

. 7

(89)

K1

. 8

4.6.3. :

(90)

(91)

[N]3 [N]4 . 2.6.3. 3 , 4 .

4.7. , . 2 , .

5.1.

5.1.1. 14249-80 p1, p1 > 0.

5.1.2. p1 < 0, 14249-80 /p1/.

5.1.3. (. 4 ) 14249-80 , :

) ts 0,3 D1. , ;

) l2 14249-80 (. . 4 ) , ;

) b, l1 l 14249-80 :

(92)

(93)

; (94)

) 14249-80 , I :

(95)

(96)

(97)

5.1.4. 2 b2 . 5.3.

5.2.

5.2.1. 14249-80 p1, p1 > 0, p1, p1 < 0.

5.2.2. 2 b2 . 5.3.2.

5.3.

5.3.1.

(98)

p1 > 0,

(99)

p2 > p1 > 0,

(100)

5.3.2.

(101)

5.4.

5.4.1.

V 24755-81. , V

(102)

: V- (. . 11 , )

(103)

(. . 11 )

; (104)

(105)

:

(106)

(107)

5.4.2.

(108)

5.4.3.

(109)

(110)

5.5. (. . 4 ). . 5.4, V, :

(112)

(113)

(114)

– . 5.4.1.

5.6.

5.6.1.

(115)

e – . . 2.6.1;

b1 – . 1;

(116)

(117)

(118)

5.6.2. ;

(119)

5.6.3. :

(120)

(121)

[N]5 [N]6 . 2.6.3. 5 , 6 – .

, 2 (2)

(. 6, 8, 10, 11), ()

, ()

b

(. 6), ()

b0

(. 11), ()

b1

(. 11), ()

b2

, ()

(. 1-11), ()

D1

(. 1-11), ()

D2

D3 = D1 + s1, ()

D3

D4 = D2 + s2, ()

D4

, ()

D

, (): DR = D1, DR = D1

DR

(. 9 10), ()

do

(. 1, 7), (); , d1

d1

, (/2)

E1

, (/2)

E2

, ()

e

, ()

e2

, ()

F

f1, f2, f3, f4

f5, f6.

, ()

G1

, ()

G2

H

(. 6), ()

h0

, ()

h0R

(. 8), ()

h1

, ()

h2

, , 4 (4)

IK

:

, K1, 2

3, 4, 5, K6, 7, K8

K9, K10, 11

(. 1-4 ), ()

L

(. 1, 4 ), ()

l1, l2

, (. 1, 4 ), (); 14249-80

13

, , ()

le

(. 5) (. 5 ), ()

lR

M0

m1, m2, M3

m

N

. 2.6.3 (i = 0; 1; 2; … 6)

n1

n2

n3

P

, (/2), ( ), p1 > 0; (), p1 < 0;

p1

, (/2)

p2

, (/2)

[p2]

Q

(. 3, 7), ()

R1

(. 3, 7), ()

R2

(. 5 ), ()

r0

(. 9), ()

r1

(. 11), ()

r2

r3 = r2 – 0,5s2 ()

r3

(. 10), ()

s0

, ()

sor

(. 1-11), ()

s1

, ()

s1R

(. 1-11), ()

s2

, ()

s2R

(. 3, 7), ()

s3

()

s4

, (); sR = s2, sR = s4

sR

,

T

20 ,

20 ,

, ()

t0

, ()

t1, t2

() – . 3, 9, 10;

tp.

, (); ;

tT

(. 3), ()

tL

, ()

tK

(. 4, 8, 11) ()

ts

V

, 2 (2)

W1

, 2 (2)

W2

1, X2, X3

(. 5), …

, 1/

1

, 1/

2

(. 11), …

(. 3), …

(. 3), …

(. 3), …

,

, (/2)

, (/2) (i = 0; 1; 2; … 6)

(/2)

, (/2)

, (/2)

N, (/2)

, (/2) (i = 0; 1; 2;. .., 6)

(. 3), …

14249-80.

. . 1-11 .

U-

– ; –

. 1

– ; –

. 2

,

– ; –

. 3

. 4

Гост сосуды с рубашками

. 4

. 5

. 6

. 7

. 8

. 9

Гост сосуды с рубашками

. 10

– V- ; – ; –

. 11

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Источник

14 2017 . N 1996-

34233.8-2017

” . . “

Vessels and apparatus. Norms and methods of strength calculation. Jacketed vessels and apparatus

71.120

75.200

02

36 0000

– 1 2018 .

25867-83

, 1.0-2015 ” . ” 1.2-2015 ” . , . , , “

1 523 ” “; ” ” ( “”); ” – – ” ( “”); “- ” ( ” “); “- ” ( “”)

2

3 , ( 14 2017 . N 101-)

:

( 3166) 004-97

( 3166) 004-97

AM

BY

KZ

KG

RU

UZ

UA

4 14 2017 . N 1996- 34233.8-2017 1 2018 .

5 :

– ISO 16528-1:2007 ” , . 1. ” (“Boilers and pressure vessels – Part 1: Performance requirements”, NEQ);

– ISO 16528-2:2007 ” , . 2. ISO 16528-1″ (“Boilers and pressure vessels – Part 2: Procedures for fulfilling the requirements of ISO 16528-1”, NEQ)

6 52857.8-2007*

7 25867-83

──────────────────────────────

* 14 2017 . N 1996- 52857.8-2007 1 2018 .

U- , , , , / , .

34233.1.

:

34233.1-2017 . .

34233.2-2017 . . ,

34233.3-2017 . . .

34233.6-2017 . .

– – ” “, 1 , ” ” . (), () . , , , , .

:

– ;

– , 2;

– , ;

– ;

b – , ;

b0 – , ;

b1 – , ;

b2 – , ;

– , ;

D1 – , ;

D2 – , ;

D3 – (D3 = D1 + s1), ;

D4 – (D4 = D2 + s2), ;

DK – , ;

DP – , :

DP = D1;

DP = D1;

d0 – , ;

d1 – , ; , d1 ;

1 – , ;

2 – , ;

0 – , ;

2 – , ;

F – , ;

FK – , ;

f1, f2, f3, f4 – ;

f5, f6 – ;

G1 – , ;

G2 – , ;

– ;

h0 – , ;

h0p – , ;

h1 – , ;

h2 – [h2 = r3 (1 – cosγ)], ;

IK – , , 4;

K0, K1, K2 – ;

K3, K4, K5, K6, K7, K8 – ;

K9, K10, K11 – ;

L – , ;

l1, l2 – , ;

l3 – , , ; 34233.2;

l – , , ;

lR – , ;

M0 – ;

M1, 2, 3 – ;

m – ;

N – ;

[N]i – Δσi (i = 0, 1, 2, …, 6);

n1 – ;

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n2 – ;

n3 – ;

– , ;

1 – , . ( ), 1 > 0; (), 1 < 0;

2 – , ;

[2] – , ;

Q – ;

R1 – , ;

R2 – , ;

r0 – , ;

r1 – , ;

r2 – , ;

r3 – (r3 = r2 – 0, 5s2), ;

s0 – , ;

s0p – , ;

s1 – , ;

s1p – , ;

s2 – , ;

s2p – , ;

s3 – , ;

s4 – , ;

sp – , :

sp = s2,

sp = s4;

ΔT1 – 20 ;

ΔT2 – 20 ;

t0 – , ;

t1, t2 – , ;

tp – , :

tp – .4, .8, . 10 ( );

;

t – , :

,

;

tL – [. .8 ( )], ;

tK – , ;

tS – [. .6, .9, .11 ( )], ;

V – ;

W1 – , 2;

W2 – , 2;

1, 2, 3 – ;

α – , ;

α1 – , 1/;

α2 – , 1/;

βK1, βK2 – ;

γK – ;

γ – , ;

δ – , ;

δD – , ;

δK – , ;

Δσi – (i = 0, 1, 2, …, 6), ;

εP – ;

[εP] – ;

εT – ;

ε – , ;

η – ;

λ – ;

μ – ;

ρ – ;

σa – , ;

[σ]0 – , ;

[σ]1 – , ;

[σ]2 – , ;

[σa] – N, ;

[σ̃]i – (i = 0, 1, 2, …, 6), ;

φ0 – ;

φ1 – ;

φ2 – ;

φ3, φ4 – ;

φp1, φp2, φp3, φp4, φp5, φp6 – ;

φ0 – ;

φ1 – ;

φ2 – ;

φT1 – ;

φT2 – ;

χ – ;

ψ – , .

4.1

4.1.1 , (2 ≥ 0).

4.1.2 , , .

, , 380 , 420 – , 525 – , 150 – , 250 – , 300 – .

4.1.3 [σ̃] , , (r0, r1, r2), .

4.1.4 . , , 34233.6.

4.1.5 , . 15 , 34233.6.

4.2 U-

4.2.1 : D

– ;

– ;

– .

4.2.2 α = 30, α = 45

.

4.2.3 , N > 103 – [. .1 ( )].

4.2.4

h0 ≥ 1, 5 s2 – U- ,

– .

4.2.5 [. .2 ( )].

4.2.6 d1 ≤ 0, 4D2.

, .3 ( ).

4.3 ,

4.3.1 δ

.

4.3.2 7.3-7.5

.

4.3.3 30 45 [. .4 ( )] .

4.3.4

a≥0, 7min{s0; s2}.

4.3.5 7.6

.

4.4

4.4.1 8 :

– d2 ≤ 0, 10D1,

– h2 ≥ s2;

– 20 ≤ γ ≤ 90.

4.4.2 V- , .

4.4.3 8.6 s2/s1 0, 5.

5.1

5.1.1 34233.2. 2 p1, 1 > 0.

5.1.2 34233.2. 1 < 0 |1|, 2 + |1|.

1 > 0 2 2 – p1, 1 2.

L 34233.2.

5.1.3 34233.2.

, :

) tS 0, 3D1. n1 ≤ 1, ;

) l2 [. .5 ( )] , . , , l2 34233.2;

) b, l1 l 34233.2 :

b=max{tS-b1; l2-0, 5b1},

(1)

,

(2)

;

(3)

) [. .6 ( )] , ;

)

.

(4)

φ0 . s1, . .

5.2

5.2.1 34233.2. 5.1.1 5.1.2. , 2, , d1.

5.2.2 d1 .

5.3

5.3.1

[. .1 ( )] :

)

;

(5)

) ,

;

(6)

) :

– ρ = 0 , .1, ( )

;

– , .1, ( )

(7)

) :

;

(8)

)

.

(9)

(1 < 0), (9) 1 = 0;

) :

;

(10)

– , .1, ( ),

φp2=φT2,

;

– , .1, ( ),

;

(11)

)

.

(12)

5.3.2

.

(13)

5.3.3

,

(14)

;

(15)

;

(16)

.

(17)

f1, f2, f3 f4 .

f1:

– ;

– f1=λ+min(1; χ).

f2:

– α=30º f2=1, 22(1+0, 51ρ+2εz),

– α=45º f2=0, 71+0, 52ρ+εz,

;

α=30º;

α=45º.

f3:

– α=30º;

– α=45º.

f4:

– α=30º

;

– α=45º

.

5.3.4

. ,

, .1, ( ),

, .1, ( ).

:

;

(18)

s2≥s2p+c.

(19)

(5), – (14), s2 .

5.4

5.4.1

[. .2 ( )] :

)

φp1=1 , .2, , ( )

;

, .2 ( )

(20)

φp2=φT2 , .2, , ( )

;

φp2=0 , .2 ( )

(21)

)

,

(22)

,

(23)

;

(24)

)

;

(25)

)

,

(26)

p2 > p1 > 0, (26) 1, 0;

)

;

(27)

)

M3=min{QH2; (1+2H)M1}.

(28)

5.4.2

.

(29)

5.4.3

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,

(30)

h0≥h0p+c.

(31)

(30) . , 4.2.4.

5.4.4

[. .2, , ( )]

.

(32)

5.5

G1 G2

.

,

(33)

[2] – (13) (29) – .

5.6

,

(34)

d = max {d1;;};

[p2] – (13) , (29) – .

5.6.1

εT=(α1ΔT1-α2ΔT2).

(35)

εT, .

5.6.2 γK 1.

1 –

βK1

βK2

γK

U- .5 ( )

.1 ( )

4, 0

.1 ( )

.1 ( )

.1 ( )

.2 ( )

3, 5

.2 ( )

3, 5

.2 ( )

3, 0

.2 ( )

5, 5

.7 ( )

.1 ( )

2, 0

1, 6

2, 5

.1 ( )

2, 5

.1 ( )

2, 0

.1 ( )

2, 0

.2 ( )

2, 0

1, 6

2, 5

.2 ( )

1, 6

1, 6

2, 5

.2 ( )

2, 0

1, 2

2, 0

.2 ( )

2, 0

2, 0

3, 5

, .8 ( )

.4 ( )

2, 0

.10 ( )

2, 0

.9, ( )

.11 ( )

2, 0

5.6.3

Δσ0≤[σ̃]0 N≤[N]0.

(36)

[σ̃]0

[σ̃]0=2[σa].

(37)

34233.6. [N]0 34233.6

.

(38)

6.1

5.1.1-5.1.3.

6.2

[. .1 ( )] , , , 4.2.2

.

(39)

6.3

6.3.1

[. .2 ( )] :

;

(40)

h0≥max{s2; h0p+c}.

(41)

6.3.2

, .2, , ( ),

.

(42)

, .2 ( ),

a=h0.

(43)

6.4

(. 6.6.3), [2] (13) (29).

.

(44)

2

.

6.5

,

(45)

[2] – (13) (29) .

(45) , .

6.6

6.6.1 [. .1 ( )]

,

(46)

εT 5.6.1;

,

(47)

ε (6).

.

(48)

,

(49)

φ1 – 34233.2, .

,

(50)

βK1, γK – . 1;

,

(51)

.

(52)

, .1, ( ), :

,

(53)

βK2, γK – . 1;

.

(54)

(55), – .1, ( ), (56)

Δσ1≤[σ̃]1 N≤[N]1,

(55)

Δσ2≤[σ̃]2 N≤[N]2.

(56)

[σ̃]1 [σ̃]2 [N]1 [N]2 5.6.3. 1 , 2 – .

6.6.2 [. .2 ( )]

,

(57)

εT – . 5.6.3.

.

(58)

,

(59)

φ1 – 34233.2, ;

φ2 – 2.

2 –

.2 ( )

W1

W2

φ2

. .2 ( )

φT2

. .2 ( )

φT2

. .2 ( )

φT2

. .2 ( )

0, 5

.

(60)

.

(61)

(55) (56), [σ̃]1 [σ̃]2 [N]1 [N]2 5.6.3. 1 , 2 – .

6.6.3 6.6.1 6.6.2, , . , LεT, . 6.4.

6.6.4 , 34233.6.

7.1

7.1.1 34233.2 p1, 1 > 0.

7.1.2 1 < 0, |1| 34233.2.

7.1.3 , , 2 7.3, .

1 < 0, (62) 7.3.1,

.

(62)

7.2

7.2.1 34233.2 1, 1 > 0, |1|, p1 < 0.

7.2.2 , , 2 7.3, . s1 s3 s2 – s4.

7.3

7.3.1

:

,

(63)

.

(64)

f5 f6 d0/t0 m (66),

,

(65)

.

;

(66)

.

7.3.2

:

;

(67)

;

(68)

t0≥min{t1; t2}.

(69)

d0/t0 m f5 f6. d0, t1 t2 . tp t (69) (65) 4.3.2.

:

,

(70)

s1≥s1p+c,

(71)

,

(72)

s2≥s2p+c.

(73)

s2 s2 m (66).

7.3.3 ,

6.2 – 6.3.

:

,

(74)

,

(75)

f6 (66).

7.4

[. .4 ( )]

,

(76)

s2=a≥s2p+c,

(77)

.

(78)

t0 (65).

7.5

[. .10 ( )]

,

(79)

η (78).

s0≥s0p+c.

(80)

a≥1, 41s0p+c.

(81)

(80) (81) 4.3.4.

7.6

7.6.1 :

)

;

(82)

)

.

(83)

K3 K4 :

,

(84)

,

(85)

,

(86)

.

(87)

K5

,

.

7.6.2

,

(88)

.

K8 = K7 ,

,

(89)

.

7.6.3 :

Δσ3≤[σ̃]3 N≤[N]3,

(90)

Δσ4≤[σ̃]4 N≤[N]4.

(91)

[σ̃]3 [σ̃]4 [N]3 [N]4 5.6.3. 3 , 4 .

7.7 ,

, , , , 7.

8.1

8.1.1 34233.2 1 1 > 0.

8.1.2 1 < 0, |1| 34233.2.

8.1.3 [. .9 ( )] , 34233.2, , :

) tS 0, 3D1. n2 ≤ n3 + 1, , ;

) l2 34233.2 , [. .9 ( )] , ;

) b, l1 l 34233.2 :

b=max{tS-b2; l2-0, 5b2; b2},

(92)

,

(93)

;

(94)

) 34233.2 , IK K :

;

(95)

;

(96)

.

(97)

8.1.4 2 , b2 8.3.

8.2

8.2.1 34233.2 p1, 1 > 0, |1|, p1 < 0.

8.2.2 2 , b2 8.3.2.

8.3

8.3.1

.

(98)

1 < 0,

.

(99)

2 > 1 > 0,

.

(100)

8.3.2

.

(101)

8.4

8.4.1

V 34233.3. , V

.

(102)

:

– V- [. .11, ( )]

φp5=φp6=φT2,

(103)

– [. .11 ( )]

;

(104)

φp6=0, 4.

(105)

φ3 φ4 :

φ3=min{V; φp5};

(106)

φ4=min{V; φp6}.

(107)

8.4.2

.

(108)

8.4.3 :

,

(109)

s2≥s2p+c,

(110)

a≥0, 6s2p.

(111)

8.5

[. .9 ( )] 8.4, V, φ3, φ4, :

,

(112)

φ3=Vφp5,

(113)

φ4=Vφp6.

(114)

8.6

8.6.1

,

(115)

,

(116)

K10 = 1 V- .11, ( ),

.11 ( );

(117)

K11 = 1 V- .11, ( ),

.11 ( ).

(118)

8.6.2

.

(119)

8.6.3 :

Δσ5≤[σ̃]5 N≤[N]5,

(120)

Δσ6≤[σ̃]6 N≤[N]6.

(121)

[σ̃]5 [σ̃]6 [N]5 [N]6 5.6.3. 5 , 6 – .

()

.1 –

.2 –

.3 –

.4 –

– ; –

.5 – U-

.6 –

– ; –

.7 –

– ; –

.8 – ,

.9 –

.9 –

.10 –

– V- ; – ; –

.11 –

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