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)
0800 731 3186 www.oem.co.uk 141
relays
SOCKETS FOR C4 AND C5 RELAYS
• Built in retaining clip
• Removable label marking facility
• Two level terminals
• DIN rail, solder tag or PCB mount
RELECO
RELECO
S4-P
2.8
1.2
S4-P
S4-LS4-PO
S4-L
35.5
36
15.5 67.5
6
35.5
M3
47
57
S4-L S4-P S4-PO
14 pin, solder and printed circuit tags
S4-L Flange panel mountable.
S4-P Printed circuit tags.
S4-PO Printed circuit tags with flange.
Nominal load 10 A/250 V
Dielectric strength (adjacent pin) 2,5 KV
Hard brass tin-plated terminals
32
ø
7
ø
5.5
9
M4/M5
38
92
13
811
3
6
13
52
14
8
7
14
12
9
11
10
RELECO S4-B
3444
2
14
5
24
1
12
4
22
7
32
10
42
36
A1
1121
9
31
12
41
14
21
S4-B Two level screws
Logic wiring
Integrated hold-down clip and removable
marking label. DIN rail or panel mountable.
EN/DIN and sequential numbering.
According to EN60947
Specifications Specifications
Nominal load 10 A/250 V
Dielectric strength (adjacent screws) 2,5 KV
Dielectric strength (screws/rail) 2,5 KV
Max. screw torque 1,2 Nm
Screw dimensions M3, Pozi
Wire in-lets capacity:
Solid wire 4 mm2or 2 x 2,25 mm2
Multi-core 22 - 14 AWG
1)
12
(
13 (A1)
)
11
((
14 )
32
5)
24
(
(22 )
4
6(21)
7)
32
((34 )
8
10 )
42
((44 )
11
12 (41))
A2
(
14
9(31)
S4-B
Wiring diagram Printed circuit lay-out
ø
4.2
29.4
ø
11.5
6.5
80
M4 8.3
38
31
9
11
7
A1
A
A2
B
32
3
12
1
14
4
34
65
24
2
22
8
21
RELECO S5-S
S5-S Two level screws
Logic wiring
Integrated hold-down clip and removable
marking label. DIN rail or panel mountable.
EN/DIN and sequential numbering.
According to EN60947
Wiring diagram
Specifications
Nominal load 16 A/400 V
Dielectric strength (adjacent screws) 2,5 KV
Dielectric strength (screws/rail) 2,5 KV
Max. screw torque 1,2 Nm
Screw dimensions M3, Pozi
Wire in-lets capacity:
Solid wire 4 mm2or 2 x 2,25 mm2
Multi-core 22 - 14 AWG
2)
22
((24 )
58 (21)
6
47
9
)
14
(
)
34
(
(31)
(11))
A1
(
A
B(A2)
(12 )
1
(32 )
3