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EN 10253-2-A, T-Stück Nahtlos, P235GH TC1
![T-Stück Stahl neu](https://www.zickwolff.de/media/image/a6/9a/be/T-St-ck-Stahl-neu_600x600.jpg)
Nahtloses T-Stück in schwarz (P235GH) zum Schweißen. Norm: EN 10253-2A (ersetzt alte Norm... mehr
Produktinformation EN 10253-2-A, T-Stück Nahtlos, P235GH TC1
Nahtloses T-Stück in schwarz (P235GH) zum Schweißen.
Norm: EN 10253-2A (ersetzt alte Norm 2615-1)
Form A:
Formstücke TYP A haben die gleiche Wanddicke an den Schweißenden wie ein Rohr, das die gleiche festgelegte Wanddicke hat. Ihre Festigkeit gegen Innendruck ist im Allgemeinen geringer als die eines geraden Rohres mit den gleichen Maßen. (verminderter Ausnutzungsgrad)
![](data:image/png;base64,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)
Norm: EN 10253-2A (ersetzt alte Norm 2615-1)
Form A:
Formstücke TYP A haben die gleiche Wanddicke an den Schweißenden wie ein Rohr, das die gleiche festgelegte Wanddicke hat. Ihre Festigkeit gegen Innendruck ist im Allgemeinen geringer als die eines geraden Rohres mit den gleichen Maßen. (verminderter Ausnutzungsgrad)
DN | D | T | DN1 | D1 | T1 | F | Gewicht ca. in KG |
15 | 21,3 | 2,0 | 15 | 21,3 | 2,0 | 25 | 0,09 |
20 | 26,9 | 2,3 | 20 | 26,9 | 2,3 | 29 | 0,15 |
25 | 33,7 | 2,6 | 25 | 33,7 | 2,6 | 38 | 0,29 |
32 | 42,4 | 2,6 | 32 | 42,4 | 2,6 | 48 | 0,42 |
40 | 48,3 | 2,6 | 40 | 48,3 | 2,6 | 57 | 0,59 |
50 | 57,0 | 2,9 | 50 | 57,0 | 2,9 | 60 | 0,75 |
50 | 60,3 | 2,9 | 50 | 60,3 | 2,9 | 64 | 0,90 |
65 | 76,1 | 2,9 | 65 | 76,1 | 2,9 | 76 | 1,35 |
80 | 88,9 | 3,2 | 80 | 88,9 | 3,2 | 86 | 1,95 |
100 | 108,0 | 3,6 | 100 | 108,0 | 3,6 | 100 | 2,90 |
100 | 114,3 | 3,6 | 100 | 114,3 | 3,6 | 105 | 3,30 |
125 | 133,0 | 4,0 | 125 | 133,0 | 4,0 | 120 | 4,80 |
125 | 139,7 | 4,0 | 125 | 139,7 | 4,0 | 124 | 5,10 |
150 | 159,0 | 4,5 | 150 | 159,0 | 4,5 | 138 | 8,10 |
150 | 168,3 | 4,5 | 80 | 168,3 | 4,5 | 143 | 8,10 |
200 | 219,1 | 6,3 | 200 | 219,1 | 6,3 | 178 | 18,0 |
250 | 267,0 | 6,3 | 250 | 267,0 | 6,3 | 210 | 26,0 |
250 | 273,0 | 6,3 | 250 | 273,0 | 6,3 | 216 | 26,50 |
300 | 323,9 | 7,1 | 300 | 323,9 | 7,1 | 254 | 42,00 |
350 | 355,6 | 8,0 | 350 | 355,6 | 8,0 | 279 | 60,00 |
400 | 406,4 | 8,8 | 400 | 406,4 | 8,8 | 305 | 82,00 |
450 | 457,0 | 10,0 | 400 | 457,0 | 10,0 | 343 | 131,00 |
500 | 508,0 | 11,0 | 500 | 508,0 | 11,0 | 381 | 160,00 |
Zuletzt angesehen