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)
Actual Size (Max.)
L
EAD DIAMETER
(Inc
he
s
, Reference)
D
A
S
H
N
U
MB
E
R
*
IN
D
U
C
T
A
N
C
E (
µ
H
)
±
1
0
% @ 1
.0
0
k
H
z
D
C
R
ESIST
A
N
C
E
MA
XIMU
M (
O
H
MS)
@ 2
5
°
C
C
U
R
R
EN
T
R
AT
IN
G
MA
XIMU
M (
A
D
C
)
IN
C
R
EMEN
T
A
L
C
U
R
R
EN
T
(
A
D
C
)
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
5/2010
API_newlayouts_single:APIcatalog_newlayouts 8/26/10 2:16 PM Page 99