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TYPE 7
Mounting styles with 4 screws / Mode de fixation écrou
Master key
Clavette principale
18,24 ± 0,15 1,80 max.
2,60 max.
P
4 holes/trous Ø 3,05 ± 0,10
4 holes/trous Ø 3,80 ± 0,10
Sizes/Tailles 08 to/à22
Size/Taille 24
4 holes/trous Ø 3,20 ± 0,10
4 holes/trous Ø 3,80 ± 0,10
Sizes/Tailles 08 to/à22
Size/Tailles24
CC
CC
B
BH
V
FG
TYPE 0
Mounting styles with 4 screws / Mode de fixation 4 vis
12
Hermetic receptacles / Embases hermétiques 983
■Square flange / Collerette carrée
■
Jam-nut mounting / Collerette ronde
*: Without contact
Sans contact
*: Without contact
Sans contact
P max.
Size BCFGHSize / Taille V Weight max. (gr) *
Taille ± 0
max. ± 0,05 max. max. - 0,2 20 16-12 mini. Masse max. (gr) *
08 20,75 15,09 14,27 12,70 15,80 4,93 5,69 31,70 18
10 23,93 18,26 17,47 15,88 18,70 4,93 5,69 34,90 24
12 26,32 20,62 22,22 19,05 23,40 4,93 5,69 39,60 31
14 28,71 23,01 23,82 22,23 24,90 4,93 5,69 41,25 40
16 31,88 24,61 26,97 25,40 28,30 4,93 5,69 44,45 49
18 34,24 26,97 30,18 26,97 31,10 4,93 5,69 47,35 54
20 36,63 29,36 33,32 30,18 34,50 4,93 5,69 51,90 62
22 39,80 31,75 36,53 33,32 37,50 4,93 5,69 54,10 77
24 43,39 34,92 39,67 36,53 40,60 4,93 5,69 57,25 88
P max. Tightening torque of
Size ABE FHMNSize / taille V Weight max. (gr) * panel nut
Taille ± 0 + 0 Masse max. (gr) * Couple de serrage de
max. max. max. max. ± 0,2 max. - 0,2 20 16-12 mini. l’écrou de panneau
08 27,38 24,89 3,48 14,27 16,26 21,06 15,50 4,57 5,33 31,70 29 7m.N max.
10 30,28 28,04 3,48 17,47 19,43 24,23 18,67 4,57 5,33 34,90 37 10m.N max.
12 35,05 32,79 3,48 22,22 24,18 29,01 23,42 4,57 5,33 39,60 50 12m.N max.
14 38,51 35,33 3,48 23,82 25,78 30,61 25,02 4,57 5,33 41,25 58 15mN. max.
16 41,68 38,51 3,48 26,97 28,96 33,76 28,20 4,57 5,33 44,45 72 18mN. max.
18 44,86 41,68 3,48 30,18 32,13 36,96 31,25 4,57 5,33 47,35 79 22m.N max.
20 49,63 44,86 3,48 33,32 35,31 40,11 34,42 4,57 5,33 51,90 87 25m.N max.
22 52,78 49,63 3,76 36,53 38,48 43,31 37,59 4,29 5,05 54,10 108 27mN. max.
24 55,42 52,81 3,76 39,67 41,66 46,46 40,77 4,29 5,05 57,25 122 29mN. max.