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)
REV: ISSUE
One Magnetics Pkwy, Gowanda, NY 14070
(t) 716-532-2234 (f ) 716-532-2702 sales@gowanda.com
www.gowanda.com
03272019
www.GowandaComponentsGroup.com
Gowanda Electronics is an Afliate of
PACKAGING SPECS:
Bulk only
NOTES:
Custom designs are available to meet your specic
requirements; please contact factory
Operating Temperature Range:
-55°C to +125°C
Weight Max: 53 grams
When ordering, specify termination:
3A501LF
Marking: GOWANDA; Part Number
GOWANDA
3A501
5µH
Tolerance: All part numbers provide 10%
tolerance on inductance
*Optional tolerances are available; contact factory
Termination: LF = RoHS compliant tin-silver copper
over copper
Leads tinned to within 0.062” of the body
Inductance measured with zero DC current
PART
NUMBER
L µH
@
1 kHz
DCR
Ω
MAX
SRF
MHz
NOM
CURRENT
RATING
A DC
3A501 5 0.015 40 3
3A102 10 0.018 25 3
3A272 27 0.035 7.0 3
3A502 50 0.050 5.0 3
3A103 100 0.065 2.5 3
3A153 150 0.075 2.0 3
3A253 250 0.090 1.0 3
DIMENSIONS
PART
NUMBER
A
DIM
MAX
B
DIM
MAX
C
DIM
+0.062
D
DIM
+0.005
3A501
0.875
(22.23)
0.625
(15.88)
0.500
(12.70)
0.042
(1.07)
3A102
1.125
(28.58)
0.625
(15.88)
0.687
(17.45)
0.042
(1.07)
3A272
0.875
(22.23)
0.812
(20.62)
0.437
(11.10)
0.042
(1.07)
3A502
1.125
(28.58)
0.812
(20.62)
0.750
(19.05)
0.042
(1.07)
3A103
1.125
(28.58)
0.812
(20.62)
0.937
(23.80)
0.042
(1.07)
3A153
1.375
(34.93)
0.812
(20.62)
1.062
(26.97)
0.042
(1.07)
3A253
1.625
(41.28)
0.812
(20.62)
1.312
(33.32)
0.042
(1.07)
in. (mm)
A
D
B
Leads tinned
to within
0.062 (0.157)
of body
C
GOWANDA
15A501
5µH
3A
3ALF*
High Current Power Choke
POWER THRU HOLE