Сосуды и аппараты колонного типа
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Источник
, , . . . . 24757-81 ( 1645-79)
15 1981 . 2411 01.07.81 24305-80. , , , , , . 1645-79. 1.1. : , (I-I, II-II, …, Z-Z . 1); ( ) – ; (Z-Z . 1, 2); (X-X . 1, 2); (Y-Y . 1, 2). . 1 . 2 . . 1 2 . 1.2. (-, – . 1). , , . 2.1.2.1.1. p1 2, , – 14249-80. 2.1.2. p = g(-0). (1) g = 10-5 /3 (10-3 /3) 2.2. .: G1 – , , , , (); G2 – , , , (); G3 – , (); G4 – ( ), (). . , , , . 2.3.2.3.1. G , , . 2.3.2. MV – 24756-81. 2.3.3. R 24756-81. 2.4. .. 2.5. .. 2.6. .(, , , .) – , . (-, – . 1) s s . 4.1. 2.7.14249-80. , , tA = ma (tK -Dt; 20 ), (2) Dt – . 3. Dt = 10 + 0,132h3 + 0,24910-3h3- 0,30510-6h + 0,93410-10h . 3 20 . : ; ; .
: 1. M V M R . 2. M V . 3. M V M R M V, . 4.1. .4.1.1. , 1, (F=F1; M=M1; p=p1) (F=F3; =3; =0). 4.1.2. sx : (3) sx= -+; (3) (4) sx= –. (4) 4.1.3. sy (5) sy = (5) 4.1.4. : (6) s= ; (6) sx < 0, j = 1,0, sy < 0, j = 1,0; (7) s= ; (7) sx< 0, j = 1,0, sy < 0, j = 1,0. 4.1.5. : (8) max {|sx |; s} £ [s]j; (8) sx< 0, j = 1,0; (9) max {|sx |; s} £ [s]j; (9) sx< 0, j = 1,0; 4.2., . 4.2.1. , , , . s3 , . . 5.3. (10). 1,0. (10) . [F] [] 14249 – 80, , , . 4.2.2. , . 4.2.1. , (11) 1,0, (11) [], [F], [] – 14249-80 . 5.1. . Z-Z (Fz = Gz; z) Y-Y (FY=GY; MY) . – Y-Y. 5.2. , ( Z-Z . 1, 2), (12) sx = min{[s]0; [s]} (12) 1 . 4 5.3. ( – . 1, 2) (13) , (13) [F], [M] – 14249-80; y1, y2, y3 – , . 5, 6 7. – , (13) , y1 y2 0,95. y1 > 0,95 y2 > 0,95, (13) A, W, Ys – , . 5.4. , (14) sx = (14) :y1, y2, y3 – , . 5, 6 7. , y1 =y2 = 1,0 y3 = 0. . 4 . 5 . 6 . 7 6.1. . Fy My . 5. 6.2. b1 , (15) b1 ³ b1R = (15) 2d2 + 30 £ b2 £ b1. (16) 6.3. (17) s = [s] (17) 6.4. . (. 8) (18) s = (18) , , D (. 8) (18) . 6.5. , , , , D (19) s4 ³ max (19)
s4 (20) s4 ³ + . (20) (19) (20) s4 > 2s3 D. 6.6. – (21) s5 ³ max (21) c2 – , . 10 6.7. s7 = max (22)
> 20 . 6.8. -. (23) (23) c4 – , . 11. b4 b5, a D (b6 +b7). (24) s1x £ [s], (24) [s] – – . 6.9. D. . 8 h1 b2 = b5, (25) h1 (25) s5 2s3 . 9 . 10 . 11 c5 = 1+ c7, c6 = 1 + 2c7 c7 = s5, s7 s3 . 6.6, 6.7 6.8. . 7.1. , = 4, 6, 8, 10, 12, 16… 4. 7.2. , , (26) d2 ³ c8+ c, (26) c8 – , . 12. FY = F4 . > 1,0, (27) : 4 24 – D1<1400 ; 6 30 – 1400 <D1£2200 ; D1>2200 36 1200 , 12. . 12 1 – (. 4), (); 2 – (. 9), (); b1 – (. 8), (); b1R – , (); b2 – (. 8), (); b3 – (. 5), (); b4 – (. 8), (); b5 – (. 8), (); b6 – (. 8), (); b7 – (. 8), (); – ; d1 – (. 5), (); d2 – , (); 1- , , (); 2 – (. 8), (); h1 – (. 2 8), (); h2 – (. 1, 2), (); h3 – (. 1, 2), (); n – ; p1 – , 0 ( > 0 < 0), (/2); p2 – , , (/2); p – , 0, (/2); [] – , (/); s1 – (. 1), (); s2 – (. 1, 2), (); s3 – (. 1, 2), (); s4 – (. 8), (); s5 – (. 8), (); s6 – (. 5), (); s7 – (. 8), (); tA – , ; t – , ; 0 – (. 1), (); – , 2 (2); D1 – (. 1), (); D2 – ( ) (. 1), (); D3 – (. 1 2) (); D3 – ; D4 – (. 1 2), (); F – , 0, () ( , ); F1 – ; F2 – ; F3 – ; [F] – , (); G – , 0, (); G1 – ; G2 – ; G3 – ( ); G4 – ( ); – (. 1), (); – 0, ͷ (); G – 0, ͷ (); MV – 0, ͷ (); R – 0, ͷ (); M1, MG, MV, MR- ; M2, MG, MV, MR- ; M3, MG, MV, MR- ( ); M4, MG, MV, MR- ( ); [] – , ͷ (); g – , /3 (/3); c1,c2,c3,c4,c5,c6,c7,c8 – ; s – , (/2); sy – , (/2); sE – , (/2); s – , (/2); s1 – , (/2); [s]- , (/2); [s]- , (/2); [s]- , (/2); [s], [s], [s]- ; [s], [s], [s]- ; [s]- , (/2); [s]- , (/2); [s]- , (/2); j – ; j – ; js – , (. 4); y1 y2 y3 – ; Dt – , . |
Источник
.
24757-81
( 1645-79)
. Vessels and apparatus. Apparatus of column type. Norms and methods of strength calculations | 24757-81 ( 1645-79) |
15 1981 . 2411
01.07.81
24305-80, 24306-80. , , , , , .
1645-79.
1.1. :
, (I-I, II-II, …, Z-Z . 1); ( ) – ;
(Z-Z . 1, 2);
(X-X . 1, 2);
(Y-Y . 1, 2).
. 1
.
–
. 2
. . 1 2 .
1.2. (-, – . 1).
, , .
2.1.
2.1.1. p1 2, , – 14249-80 24306-80.
2.1.2.
p = g(-0). (1)
g = 10-5 /3 (10-3 /3)
2.2. .
:
G1 – , , , , ();
G2 – , , , ();
G3 – , ();
G4 – ( ), ().
. , , , .
2.3.
2.3.1. G , , .
2.3.2. Mυ – 24756-81.
2.3.3. R 24756-81.
2.4. .
.
2.5. .
.
2.6. .
(, , , .) – , . (-, – . 1) sx s . 4.1.
2.7.
14249-80.
, ,
tA = ma (tK – Dt; 20 ), (2)
Dt – . 3.
Dt = 10 + 0,132h3 + 0,24910-3h3 – 0,30510-6+ 0,93410-10
. 3
20 .
:
;
;
.
, (/2) | , () | , ͷ, () | , (/2) | ||
1 | p1 | F1 = G1 | 7 : | ||
2 | 2; p | F2= G2 | |||
3 | F3= G3 | ||||
: ; | |||||
7 : | |||||
F4= G4 |
:
1. .
2. .
3. , .
4.1. .
4.1.1.
, 1, (F = F1; M = M1; p = p1) (F = F3; = 3; = 0).
4.1.2. sx :
(3)
(3)
(4)
(4)
4.1.3. sy (5)
. (5)
4.1.4. :
(6)
= ; (6)
j = 1,0, sy < 0, j = 1,0;
(7)
= ; (7)
< 0, j = 1,0, sy < 0, j = 1,0.
4.1.5. :
(8)
max {||; } £ [s]j; (8)
< 0, j = 1,0;
(9)
max {||; } £ [s]j; (9)
< 0, j = 1,0;
4.2.
, .
4.2.1. , , , .
s3 , . . 5.3. (10).
1,0. (10)
.
[F] [] 14249-80, , , .
4.2.2. ,
. 4.2.1.
, (11)
1,0, (11)
[], [F], [] – 14249-80 .
5.1. . Z-Z (Fz = Gz; z) Y-Y (FY=GY; MY) . – Y-Y.
5.2. , ( Z-Z . 1, 2), (12)
sx = min{[s]0; [s]} (12)
1 . 4
5.3. ( – . 1, 2) (13)
, (13)
[F], [M] – 14249-80;
y1, y2, y3 – , . 5, 6 7.
– , (13) , y1 y2 0,95. y1 > 0,95 y2 > 0,95, (13)
A, W, Ys – , .
5.4. , (14)
(14)
:y1, y2, y3 – , . 5, 6 7.
,
y1 =y2 = 1,0 y3 = 0.
. 4
ψ1
. 5
ψ2
. 6
ψ3
. 7
6.1. . FY MY . 5.
6.2.
b1 , (15)
b1 ³ b1R = (15)
2d2 + 30 £ b2 £ b1.(16)
6.3. (17)
s = [s] (17)
6.4. .
(. 8) (18)
s = (18)
, , D (. 8) (18) .
6.5. , , , , D (19)
s4 ³ max (19)
c1 = | 1,0 – | |
. 9 – , , D |
s4 (20)
(20)
(19) (20) s4 > 2s3 D.
6.6. – (21)
(21)
c2 – , . 10
6.7.
(22)
c3 = | 2,0 – D (. 8) | |
1,0 – (. 8) |
.
6.8. -.
(23)
(23)
c4 – , . 11.
b4 b5, a D (b6 +b7).
(24)
sbx £ [s], (24)
[s] – – .
6.9. D.
. 8
h1 b2 = b5, (25)
(25)
s5 2s3
x1
. 9
x2
. 10
x4
. 11
c5 = 1+ c7, c6 = 1 + 2c7
c7 =
s5, s7 s3 . 6.6, 6.7 6.8.
.
7.1. ,
= 4, 6, 8, 10, 12, 16 … 4.
7.2. , , (26)
d2 ³ c8+ c, (26)
c8 – , . 12.
FY = F4
.
> 1,0, (27)
:
4 24 – D1 < 1400 ;
6 30 – 1400 < D1 £ 2200 ;
D1 > 2200 36 1200 , 12.
. 12
,
1 – (. 4), ();
2 – (. 9), ();
b1 – (. 8), ();
b1R – , ();
b2 – (. 8), ();
b3 – (. 5), ();
b4 – (. 8), ();
b5 – (. 8), ();
b6 – (. 8), ();
b7 – (. 8), ();
– ;
d1 – (. 5), ();
d2 – , ();
1- , , ();
2 – (. 8), ();
h1 – (. 2 8), ();
h2 – (. 1, 2), ();
h3 – (. 1, 2), ();
n – ;
p1 – , 0 ( > 0 < 0), (/2);
p2 – , , (/2);
p – , 0, (/2);
[] – , (/);
s1 – (. 1), ();
s2 – (. 1, 2), ();
s3 – (. 1, 2), ();
s4 – (. 8), ();
s5 – (. 8), ();
s6 – (. 5), ();
s7 – (. 8), ();
tA – , ;
t – , ;
0 – (. 1), ();
– , 2 (2);
D1 – (. 1), ();
D2 – ( ) (. 1), ();
D3 – (. 1 2) (); D3 – ;
D4 – (. 1 2), ();
F – , 0, () ( , );
F1 – ;
F2 – ;
F3 – ;
[F] – , ();
G – , 0, ();
G1 – ;
G2 – ;
G3 – ( );
G4 – ( );
– (. 1), ();
– 0, ͷ ();
G – 0, ͷ ();
Mυ – 0, ͷ ();
R – 0, ͷ ();
– ;
– ;
– ( );
– ( );
[] – , ͷ ();
g – , /3 (/3);
c1,c2,c3,c4,c5,c6,c7,c8 – ;
s – , (/2);
sy – , (/2);
sE – , (/2);
s – , (/2);
s1x – , (/2);
[s]- , (/2);
[s]- , (/2);
[s]- , (/2);
– ;
– ;
[s]- , (/2);
[s]- , (/2);
[s]- , (/2);
j – ;
j – ;
js – , (. 4);
y1 y2 y3 – ;
Dt – , .
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