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)
Actual Size
DASH NUMBER*
INDUCTANCE (µH)
±10% @1 kHz
DC RESISTANCE
MAXIMUM (OHMS)
CURRENT RATING
MAXIMUM (mA DC)
INCREMENTAL
CURRENT (mA DC)
SERIES P1812R
P1812
Surface Mount Power Inductors
Physical Parameters
Inches Millimeters
A 0.166 to 0.190 4.22 to 4.83
B 0.118 to 0.134 3.00 to 3.40
C 0.118 to 0.134 3.00 to 3.40
D 0.015 Min. 0.38 Min.
E 0.054 to 0.078 1.37 to 1.98
F 0.118 (Ref. only) 3.00 (Ref. only)
G 0.066 (Ref. only) 1.68 (Ref. only)
Dimensions “A” and “C” are over terminals
Operating Temperature Range –55°C to +125°C
Current Rating at 90°C Ambient 35°C Rise
Maximum Power Dissipation at 90°C 0.278 W
Inductance Measured at 1V with no DC current
Incremental Current The current at which the inductance
will be decreased by a maximum of 5% from its initial zero
DC value.
Marking Delevan; dash number followed by a P;
date code (YYWWL). Note: An R before the date code
indicates a RoHS component.
Example: P1812R-182K
DELEVAN
182 P
R 1828A
Packaging Tape & reel (12mm): 7" reel, 650 pieces max.;
13" reel, 2500 pieces max.
Made In the U.S.A.
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 P1812 FERRITE CORE
-102K
-122K
-152K
-182K
-222K
-272K
-332K
-392K
-472K
-562K
-682K
-822K
-103K
-123K
-153K
-183K
-223K
-273K
-333K
-393K
-473K
-563K
-683K
-823K
-104K
-124K
-154K
-184K
-224K
-274K
-334K
2400
2158
1980
1828
1697
1513
1397
1250
1131
1060
990
871
772
752
693
614
515
465
425
376
366
336
297
267
238
208
183
158
143
129
118
1050
1000
950
900
850
800
750
700
650
650
600
600
550
550
450
400
370
330
300
280
260
240
220
200
180
160
140
120
120
100
90
0.113
0.199
0.222
0.240
0.268
0.288
0.323
0.347
0.401
0.437
0.472
0.548
0.608
0.670
0.780
0.875
1.200
1.404
1.578
1.848
2.064
2.268
3.408
3.648
4.320
6.000
6.432
8.400
9.680
12.720
15.240
1.0
1.2
1.5
1.8
2.2
2.7
3.3
3.9
4.7
5.6
6.8
8.2
10
12
15
18
22
27
33
39
47
56
68
82
100
120
150
180
220
270
330
Optional Tolerances: J = 5% H = 3% G = 2%
*Complete part # must include series # PLUS the dash #
For surface finish information, refer to www.delevanfinishes.com
1/2009