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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.