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DIN 3567 ROHRSCHELLEN FORM A AUS EDELSTAHL
![VA Rohrschelle DIN 3567](https://www.zickwolff.de/media/image/65/b3/ce/VA-Rohrschelle-DIN-3567_600x600.jpg)
Rohrschelle in schwarz (rohschwarz) oder verzinkt (feuerverzinkt) Norm: DIN 3567 Eine... mehr
Produktinformation DIN 3567 ROHRSCHELLEN FORM A AUS EDELSTAHL
Rohrschelle in schwarz (rohschwarz) oder verzinkt (feuerverzinkt)
Norm: DIN 3567
Eine Rohrschelle besteht aus 2 Hälften. (1 Stk = 2 Hälften)
![](data:image/png;base64,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)
Eine Rohrschelle besteht aus 2 Hälften. (1 Stk = 2 Hälften)
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DN | Rohr | Zoll | d1 | a | c | d2 | f | r | Flachstahl | Schrauben |
20 | 26,9 | ¾ | 27 | 66 | 15 | 12 | 7 | 4 | 30x5 | M 10 x 30 |
25 | 33,7 | 1 | 34 | 72 | 15 | 12 | 7 | 4 | 30x5 | M 10 x 30 |
32 | 42,4 | 1¼ | 43 | 82 | 15 | 12 | 7 | 4 | 30x5 | M 10 x 30 |
40 | 48,3 | 1½ | 49 | 88 | 15 | 12 | 7 | 4 | 30x5 | M 10 x 30 |
50 | 60,3 | 2 | 61 | 108 | 18 | 14 | 9 | 6 | 40x6 | M 12 x 35 |
65 | 76,1 | 2½ | 77 | 122 | 18 | 14 | 9 | 6 | 40x6 | M 12 x 35 |
80 | 88,9 | 3 | 89 | 136 | 18 | 14 | 9 | 6 | 40x6 | M 12 x 35 |
100 | 114,3 | 4 | 115 | 178 | 24 | 18 | 11 | 6 | 50x8 | M 16 x 45 |
125 | 139,7 | 5 | 140 | 204 | 24 | 18 | 11 | 6 | 50x8 | M 16 x 45 |
150 | 168,3 | 6 | 169 | 232 | 24 | 18 | 11 | 6 | 50x8 | M 16 x 45 |
200 | 219,1 | 8 | 220 | 284 | 24 | 18 | 11 | 6 | 50x8 | M 16 x 45 |
250 | 273 | 10 | 273 | 348 | 30 | 23 | 14 | 8 | 60x8 | M 20 x 50 |
300 | 323,9 | 12 | 324 | 398 | 30 | 23 | 14 | 8 | 60x8 | M 20 x 50 |
350 | 355,6 | 14 | 356 | 432 | 30 | 23 | 14 | 8 | 60x8 | M 20 x 50 |
400 | 406,4 | 16 | 407 | 498 | 36 | 27 | 18 | 8 | 70x10 | M 24 x 60 |
Zuletzt angesehen