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11
Contact size RS
Taille contact ± 0,05
22 1,0.0,50.
20 1,5 0,70.
16 2,2 1,15
12 3,80 ± 0,04 1,50 ± 0,1
+0
-- 0,05
Contact size RS
Taille contact ± 0,05
22 1,0.0,50.
20 1,5 0,70.
16 2,2 1,15
12 3,80 ± 0,04 1,50 ± 0,1
+ 0
-- 0,05
With protect sleeves, see pages 18 and 19
Manchon avec “tétine”, voir pages 18 et 19
With PCB contacts
Avec contacts à picots
With protect sleeves, see pages 18 and 19
Manchon avec “tétine”, voir pages 18 et 19
With PCB contacts
Avec contacts à picots
PCB contacts part number
Référence contacts à picot
See/page 21
Size AB E F G M
Mass/Masse
Taille ± 0,3 ± 0,4 ± 0,1 ± 0,1 mini / max. Alu *
09 30,20 27,00 2,20 15,75 11,90 21,82 / 24,00 14,00
11 34,90 31,80 2,20 18,90 14,90 24,99 / 27,00 20,00
13 38,10 34,90 2,20 22,10 17,90 29,77 / 32,00 27,00
15 41,30 38,10 2,20 25,25 21,90 32,91 / 36,00 33,00
17 44,50 41,30 2,20 29,95 24,90 36,12 / 37,00 42,00
19 49,20 46,00 3,00 31,55 27,90 39,25 / 41,00 50,00
21 52,40 49,20 3,00 34,70 30,90 42,47 / 46,00 56,00
23 55,60 52,40 3,00 37,90 33,90 45,61 / 50,00 67,00
25 58,70 55,60 3,00 41,10 36,90 49,25 / 51,23 73,00
PCB contacts part number
Référence contacts à picot
See/page 21
*Mass without contact. Poids sans contact
*Mass without contact. Poids sans contact
+ 0,9
- 0,1
Size B C1 C2 DE FGPPP
Mass/Masse
Taille ± 0,3 max. ± 0,1 ± 0,1 ± 0,2 ± 0,2 Alu *
09 23,80 18,26 15,09 20,90 2,10 / 2,50 15,75 11,90 3,25 5,49 10,00
11 26,20 20,62 18,26 20,90 2,10 / 2,50 18,90 14,90 3,25 4,93 14,00
13 28,60 23,01 20,62 20,90 2,10 / 2,50 22,10 17,90 3,25 4,93 18,00
15 31,00 24,61 23,01 20,90 2,10 / 2,50 25,25 21,90 3,25 4,93 23,00
17 33,30 26,97 24,61 20,90 2,10 / 2,50 29,95 24,90 3,25 4,93 31,00
19 36,50 29,36 26,97 20,90 2,10 / 2,50 31,55 27,90 3,25 4,93 47,00
21 39,70 31,75 29,36 20,10 2,10 / 3,20 34,70 30,90 3,25 4,93 52,00
23 42,90 34,93 31,75 20,10 2,10 / 3,20 37,90 33,90 3,91 6,15 63,00
25 46,00 38,10 34,93 20,10 2,10 / 3,20 41,10 36,90 3,91 6,15 68,00
+ 0
-- 0,4
Receptacles / Embases DTS
■Jam-nut mounting / Collerette ronde Type 24
■Square flange / Collerette carrée - Type 20