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3
G3MC Solid State Relays
G
3
M
C
●One Cycle Surge Current: Non-repetitive Keep the inrush current to half the read value if it occurs repeatedly.
■Dimensions (Unit: mm)
■Safety Precautions
●Please refer to “Solid State Relays Common Precautions” for correct use.
• The terminals are made of materials with high heat
conduction. Complete reflow soldering within 10 seconds at a
temperature of 260°C. Complete manual soldering within 5
seconds at a temperature of 350°C.
• The SSR has a thin profile. To maintain the vibration resistance of
the SSR, make sure that the space between the SSR and PCB is
0.1 mm maximum. Lifting of the PCB can be prevented by setting
the hole diameter of the PCBs on both sides in the PCB
dimensions diagram to between 0.8 to 1.0 mm.
If the terminals will be subjected to stress due to constant vibration,
implement vibration countermeasures, such as with adhesive.
• Select the model without the zero-cross function when using the
Unit for phase control output.
• The casing works as a heat sink. When mounting two or more SSRs
close together, do not allow the ambient temperature to rise. If the rated
current will flow, provide a space between the SSRs equivalent to the
thickness of one SSR and provide proper ventilation. If poor ventilation
is unavoidable, reduce the load current by half.
• Although LOAD is incorporated with snubber circuit, do not wiring
high voltage line and power line together with or in the same duct
as the SSR. Doing so may result in malfunction or damage due to
induction.
• The input circuit is not incorporated with reverse connection
protection circuit. Make sure to check the polarity when wiring.
• Connect the surge absorbers (varistors) in parallel at both ends of
the LOAD terminal when applying a surge voltage over 250 V peak
for G3MC-10@P(L)(-VD), and over 450V peak for
G3MC-20@P(L)(-VD)(-1).
G3MC-101P(-VD)
G3MC-101PL(-VD)
G3MC-201P(-VD)(-1)
G3MC-201PL(-VD)(-1)
G3MC-202P(-VD)(-1)
G3MC-202PL(-VD)(-1)
Inrush peak current (A. Peak)
10
8
6
4
2
0
Energized time (ms)
5,00010 30 50 100 300 500 1,000
Inrush peak current (A. Peak)
40
30
20
10
0
Energized time (ms)
10,000
10 30 50 100 300 500
1,000 5,000
INPUT
(−)4 3(+)2 1
LOAD
2.54
2.54
4.5 max.
24.5 max.
13.5 max.
0.8
3.5
2.54
2.54 0.25
1.2
4-1.6 4-0.7
7.6210.16
Four, 1.0-dia. holes
G3MC-101P(-VD)
G3MC-101PL(-VD)
G3MC-201P(-VD)(-1)
G3MC-201PL(-VD)(-1)
PCB Dimensions
(Bottom View)
Terminal Arrangement/
Internal Connections
(Bottom View)
INPUT
(−)4 3(+)21
LOAD
4.5 max.
24.5 max.
20.5 max.
0.8
3.5
2.54
2.54 0.25
1.2
4-1.6 4-0.7
7.6210.16
2.54
2.54 Four, 1.0-dia. holes
G3MC-202P(-VD)(-1)
G3MC-202PL(-VD)(-1)
PCB Dimensions
(Bottom View)
Terminal Arrangement/
Internal Connections
(Bottom View)
Precautions for Correct Use
Load
LOADINPUT
SSR