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)
MAX.
MAX.
1
2
H
D
W
MAX.
MW
H
MAX.
D
MAX.
MD MW W
MAX.
MS
(4 PLACES)
1
2
STYLE NV STYLE A
.188 ± .015 DIA.
(2 HOLES)
SCHEMATIC DIAGRAM
1
2
3
4
5
PRIMARY
117V, 50/60 Hz
SECONDARY
36V CT
STANCOR
P-XXXX
PRI
117V 50/60Hz
S
T
ANCOR
P-
X
XXX
P
RI 117V
50/60Hz
NOTE:
1. Primary leads Black, #22 AWG.
2. All leads 8" long minimum.
POWER TRANSFORMERS
P-8611, P-8612, P-8613
P-8671, P-8672, P-8673, P-8674
ELECTROCUTION HAZARD
Disconnect electric power to system at
main fuse or circuit breaker box before
servicing. Failure to do so could result
in death or serious injury.
FIRE HAZARD
Do not exceed transformer ratings.
Higher voltage may damage control
and could cause personal injury or
property damage.
SPECIFICATIONS:
WARNING
!
STANCOR
Part No.
#3 #4 (CT) #5 H W D MW MD MS ± .031
P-8611 .135A 4.9 BLU YEL BLU #22 A 1.44 2.44 1.50 2.00 - - 0.35
P-8612 .30A 10.8 BLU YEL BLU #22 A 1.75 2.88 1.62 2.38 - - 0.60
P-8613 .55A 19.8 GRN YEL GRN #22 A 2.06 3.31 2.00 2.81 - - 1.00
P-8671 1.0A 36.0 BLU YEL BLU #22 A 2.38 3.75 2.38 3.12 - - 2.00
P-8672 2.0A 72.0 GRN YEL GRN #22 NV 3.56 2.88 2.88 2.25 2.13 .188 X..312 3.50
P-8673 4.0A 144.0 GRN YEL GRN #18 NV 4.38 3.56 3.19 2.75 2.38 .188 X .312 6.00
P-8674 6.0A 216.0 GRN YEL GRN #18 NV 4.69 3.81 3.62 3.06 2.47 .203 X .500 8.30
Wt.
Lbs.
Color Awg
Sec. Lead Wires
Sec.
Curr.
VA
Cap.
Dimensions - Inches
Mtg.
Style
DIELECTRIC STRENGTH: 1500 VRMS
65°C RISE ABOVE
40°C AMBIENT
117 V, 50/60Hz
CLASS A (105°C)
36V CT: SEE OUTPUT
AMP RATING & VA
CAPACITY IN TABLE
TEMPERATURE RISE:
INSULATION RATING:
OUTPUT:
INPUT:
www.stancor.com
PART NO. 37-6774B
Replaces 37-6774A
0741