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DIN 2565/DIN 2566 S235/P250GH, Gewindeflansch Typ 13, verzinkt
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Gewindeflansche aus verzinktem Stahl (S235/P250GH) mit Ansatz und Dichtfläche Form C Norm:... mehr
Produktinformation DIN 2565/DIN 2566 S235/P250GH, Gewindeflansch Typ 13, verzinkt
Gewindeflansche aus verzinktem Stahl (S235/P250GH)
mit Ansatz und Dichtfläche Form C
Norm: Din 2565/Din 2566
Zylindrisches Innengewinde
zum Einschrauben von Gewinderohr und Fittings mit kegligen Aussengewinde
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)
mit Ansatz und Dichtfläche Form C
Norm: Din 2565/Din 2566
Zylindrisches Innengewinde
zum Einschrauben von Gewinderohr und Fittings mit kegligen Aussengewinde
Gewinde | Flansch | Schrauben |
| Gewicht | |||||||
DN | Zoll Rp | D | K | d1 | f1 | C2 | H1 | Anzahl | Größe | L | in KG |
10 | 3/8 " | 90 | 60 | 40 | 2 | 14 | 22 | 4 | M 12 | 14 | 0,56 |
15 | 1/2" | 95 | 65 | 45 | 2 | 14 | 22 | 4 | M 12 | 14 | 0,64 |
20 | 3/4" | 105 | 75 | 58 | 2 | 16 | 26 | 4 | M 12 | 14 | 0,98 |
25 | 1" | 115 | 85 | 68 | 2 | 16 | 28 | 4 | M 12 | 14 | 1,12 |
32 | 1 1/4" | 140 | 100 | 78 | 2 | 16 | 30 | 4 | M 16 | 18 | 1,58 |
40 | 1 1/2" | 150 | 110 | 88 | 3 | 16 | 32 | 4 | M 16 | 18 | 1,77 |
50 | 2" | 165 | 125 | 102 | 3 | 18 | 28 | 4 | M 16 | 18 | 2,4 |
65 | 2 1/2" | 185 | 145 | 122 | 3 | 18 | 32 | 4 | M 16 | 18 | 3,1 |
80 | 3 " | 200 | 160 | 138 | 3 | 20 | 34 | 8 | M 16 | 18 | 3,8 |
100 | 4" | 220 | 180 | 158 | 3 | 20 | 40 | 8 | M 16 | 18 | 4,30 |
Zuletzt angesehen