en boeden v04
Post on 15-Oct-2015
5 Views
Preview:
DESCRIPTION
TRANSCRIPT
-
5/25/2018 En Boeden v04
1/3
C
265GH, 163, 15C5
D (D): C() A 10C910 , 13C4560,3 13.500 AE A 387 G.11, G.12, G.91
():3 250 355GH, H, 1, 2
AE A 516 G.60 , G.70
1.4301 / AE A240 304 D 28011 1.4307 / AE A240 304 D28013 1.4404 / AE A240 316, 316 E 2:1 1.4541 / AE A240 321, 321H H 1.4571 / AE A240 316 /F 1.4539 / AE A240 904 F D D 1.4462 / A D 2205 C 1.4501 / A DC25 D A 20, 59, 200 B & E 400 C CE 600, 601, 625 C 800, 825
C, , A . D E 100452
D E 100021 , 68921 , A A 370
H D E 100025 900C
H . B D E 65061
36512 (A) , A A 262 . E
E . E 1435 , 5817 , AE A.2 , D.1 51
. E 10160 , E 10307 , AE A578 , AE A435
. E 571 , AE A.6 , AE D.1 A.8 . E 1291 , AE A.7 , AE D.1 A.6
AD2000 , B D 5500 , CDA, E 13445 + ED 97/23/EC
AE , D. 1 D. 2 , , 2 A
C . E 10204 3.1 3.2
. ( )
E29/04 , D , G
-
5/25/2018 En Boeden v04
2/3
Ellipsoidal head
Torispherical head DIN 28011
Semi ellipsoidal head DIN 28013
Standard-type / flat dished head
Convex disc
Flat head
Plate-type head
Diffuser head
Hemispherical head
Cone
Special pressed parts
h13,5 x s h2 = r2 h3= h1+ h2
Shape r1= Da Shape r1= 0,8 x Da Shape r1acc. to cust. requirementsh2= 0,134 x Da h2 = 0,176 x Da h2= r1 - r1 - (Da/2)
r1= Da(standard-type head) h13,5 x sr1= 1,3 x Da(flat dished head) h2= dished height
r2= depending on size (15 - 50 mm) h3= h1+ h2
Form 2:1 Form 1,9:1
Di = Da - 2 x s Di= Da- 2 x sr1= 0,9 x Di r1= Di/ 1,16r2= 0,17 x Di r2= Di/ 5,39h1= gem. Angabe h1= gem. NF E81-103h2= 0,25 x Di h2= Di/ 3,8h3= h1+ h2 h3= h1+ h2
r1= Da h1= 3,5 x sr2= 0,1 x Da h2= 0,1935 x Da - 0,455 x s
h3= h1+ h2
r1= 0,8 x Da h13 x sr2= 0,154 x Da h2= 0,255 x Da- 0,635 x s
h3= h1+ h2
r1= Di h2= 0,134 x Di
r11,3 x Da h13,5 x sr2= 15 - 50 mm depending on size
Di= Da- 2 x s h1= acc. to customers requirementsr1= 0,5 x Di h2= r1
h3= h1+ h2
h3= h1+ h2
Dimensions and forms acc.to customers requirements
Legend:Da= outside diameterDi= inside diameters = wall thicknessh1= straight flange heighth2 = dished height
h3= total height insider1= crown radiusr2= knuckle radius
Neck at the narrow end isalso possible
-
5/25/2018 En Boeden v04
3/3
2/3 DV
BA BIDU
DV DY
I R
U
VA VI YA
YI
axial radial
InsideID
ns e( ID )
Inside( ID )
Inside( ID )
Inside( ID )
Inside( ID )
InsideID
ns e( ID )
ns e( ID )
ns e( ID )
Inside( ID )
Inside( ID )
Inside( ID ) r1 r1
top related