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)
Actual Size (Max.)
L
EA
D
D
IA
METER
(Inc
he
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, R
e
fe
r
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nc
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)
D
A
S
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N
U
MB
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*
IN
D
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C
T
A
N
C
E (
µ
H
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±
1
0
% @ 1
.0
0
k
H
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D
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ESIST
A
N
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XIMU
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@ 2
5
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A
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SERIES
Physical Parameters
Inches Millimeters
A 1.080 to 1.180 27.44 to 29.98
B 0.770 Reference 19.56 Reference
(all except -104K)
0.810 Reference 20.75 Reference
(-104K only)
C 0.750 Minimum 19.05 Minimum
D 0.840 Maximum 21.34 Maximum
E 0.240 Reference 6.10 Reference
F 0.200 Reference 5.08 Reference
G See Table
Operating Temperature Range –55°C to +125°C;
(–55°C to +80°C @ full current)
Current Rating at 80° Ambient 45°C Temperature Rise
Maximum Power Dissipation at +80°C 2.20 Watts
Maximum
Inductance Measured @ 1 kHz with 0 ADC
on Wayne Kerr 3245A, or equivalent
Leads Solder coated within 1/16" of Body
Incremental Current The amount of DC that decreases
the inductance by 5% maximum, relative to the 0 ADC
Dielectric Withstanding Voltage 1000 Vrms Minimum
Mechanical Configuration Center hole allows for
mounting
Marking API, 1050 or 1050R, dash number (per table)
and inductance tolerance letter
API
1050
xxxK
Packaging Bulk only
Power Inductors
270 Quaker Rd., East Aurora NY 14052 • Phone 716-652-3600 • Fax 716-652-4814 • E-mail: apisales@delevan
.
com • www.delevan.com
SERIES DC1050 and DC1050R
-104K
-124K
-154K
-184K
-224K
-274K
-334K
-394K
-474K
-564K
-684K
-824K
-105K
-125K
-155K
-185K
-225K
-275K
-335K
-395K
-475K
0.046
0.040
0.040
0.040
0.040
0.036
0.036
0.032
0.032
0.032
0.029
0.029
0.029
0.026
0.026
0.026
0.023
0.023
0.023
0.020
0.020
7.5
6.5
5.5
5.1
4.8
4.2
4.0
3.4
3.2
3.0
2.7
2.5
2.1
2.0
1.9
1.6
1.4
1.3
1.2
1.1
1.0
9.0
8.0
7.0
6.5
6.0
5.0
4.5
4.0
3.8
3.5
3.0
2.8
2.5
2.2
2.0
1.8
1.5
1.4
1.3
1.2
1.0
0.034
0.046
0.064
0.072
0.080
0.110
0.122
0.169
0.187
0.205
0.256
0.288
0.426
0.462
0.518
0.705
1.020
1.140
1.270
1.670
1.860
100
120
150
180
220
270
330
390
470
560
680
820
1000
1200
1500
1800
2200
2700
3300
3900
4700
*Complete part # must include series # PLUS the dash #
For surface finish information, refer to www.delevanfinishes.com
DC1050R
DC1050
High Current Power Line Chokes