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TYPE 120 PART NUMBERING SYSTEM
120 – 1 xx x x x - x
Coil
Voltage/Duty
02 – 6 Volt continuous
05 – 12 Volt continuous
06 – 12 Volt intermittent
07 – 14 Volt continuous
08 – 15 Volt continuous
14 – 24 Volt continuous
17 – 36 Volt continuous
(special, 100 ohm coil)
19 – 36 Volt continuous
20 – 48 Volt continuous
Coil Termination
(15 in-lb torque spec.)
1 – Isolated w/ #10-32
terminal (0.220 min. length)
2 – Grounded w/ #10-32
terminal (0.220 min. length)
3 – Isolated w/
1/4” Q.C. terminal
4 – Grounded w/
1/4” Q.C. terminal
6 – Grounded w/ #8-32
tapered terminal
7 – Isolated w/ #10-32
terminal (0.451 min. length)
8 – Grounded w/ #10-32
terminal (0.451 min. length)
Basic Part Number Series
SPNO
Factory Assigned Specials
(where undefined, contact factory)
No dash – Standard assem-
bly, hardware sent bulk
1 – Without hardware
2 – Extra hardware loosely
mounted to solenoid
4 – Customer requested
markings
5 – Mounting bracket zinc-
plated and dichromate dip
6 – Customer requested
markings
7 – Customer requested
markings
8 – No hardware, mounting
bracket as -5 option
9 – Customer requested
markings
11 – Customer requested
markings
Contact Material and
Termination (55 in-lb torque spec.)
1 – AgCdO w/ 5/16”-24
terminal (0.388 min. length)
3 – Cu w/ 5/16”-24
terminal (0.388 min. length)
4 – Cu w/ 1/4”-20 terminal
5 – AgCdO w/ 5/16”-24
terminal (0.495 min. length)
Mounting
Bracket
1 – Standard bracket
2 – “L” shaped bracket
.281 WIDE X .400 LONG SLOT
.281 WIDE X .400 LONG SLOT
Terminal Type 4 - Isolated Coil (L Bracket)
Terminal Type 4 - Isolated Coil (STD Bracket)
L
2.125 H MAX.
3.253
#10-32 UNF-2A
THREAD TYP.
See Part Numbering
System chart, above
See Part Numbering
System chart, above
5/16”-24 UNF-2A
THREAD TYP.
#10-32 UNF-2A
THD (PLACES)
5/16”-24 UNF-2A
THD (2 PLACES)
.875
.875
1.375 W 2.875
W 3.000
L
2.500
.625 1.375 2.125
.900
H MAX.
3.250
2.125.625
CIRCUIT DIAGRAM
CIRCUIT DIAGRAM
R-4002C
1233
APPLICATION NOTES
• Notallpartnumbercombinationsareavailable.PleasecontactyourSalesRepresentativeforavailablepartnumbers.
• Solenoidsappliedinbatterychargingcircuitsshouldbeprotectedfromhigherthanratedvoltageduringcharging.Theservicelife
maybeaffectedbythisconditionandthesolenoidmayormaynotoperatethecircuitasintended.
• Circuitsshouldbedesignedtoprovidesafeoperationshouldthesolenoidfailineithertheopenorclosedposition.
• Aback-upwrenchmustbeusedtoholdthebottomnutstationaryduringinstallation.