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)
Actual Size
Physical Parameters
Inches Millimeters
A 0.118 to 0.138 3.00 to 3.51
B 0.085 to 0.105 2.16 to 2.67
C 0.081 to 0.101 2.06 to 2.57
D 0.016 (Min.) 0.41 (Min.)
E 0.041 to 0.061 1.04 to 1.55
F 0.070 (Ref. only) 1.78 (Ref. only)
G 0.054 (Ref. only) 1.37 (Ref. only)
Dimensions “A” and “C” are over terminals
Weight Max. (Grams) 0.1
Operating Temperature Range –55°C to +125°C
Current Rating at 90°C Ambient 35°C Rise
Maximum Power Dissipation at 90°C Ambient
Phenolic: 0.168 W
Iron: 0.287 W
Ferrite: 0.287 W
**Note Self Resonant Frequency (SRF) values are
calculated and for reference only.
Marking Delevan; dash number; date code (YYWWL).
Note: An R before the date code indicates a RoHS
component.
Example: 1210-018M
DELEVAN
018
1822C
Packaging Tape & reel (8mm): 7" reel, 2000 pieces max.;
13" reel, 7000 pieces max.
Made In the U.S.A.
Optional Tolerances: J = 5% H = 3% G = 2% F = 1%
*Complete part # must include series # PLUS the dash #
For surface finish information,
refer to www.delevanfinishes.com
SERIES 1210R
1210
Surface Mount Inductors
SRF MINIMUM (MHz)**
DASH NUMBER*
INDUCTANCE (µH)
Q MINIMUM
TEST FREQUENCY (MHz)
DC RESISTANCE
MAXIMUM (OHMS)
CURRENT RATING
MAXIMUM (mA)
TOLERANCE
RF 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 1210 PHENOLIC CORE
-018M
-022M
-027M
-033M
-039M
-047M
-056M
-068M
-082M
-100K
-120K
-150K
-180K
-220K
-270K
-330K
-390K
-470K
-560K
-680K
-820K
SERIES 1210 IRON CORE
-101K
-121K
-151K
-181K
-221K
-271K
-331K
-391K
-471K
-561K
-681K
-821K
SERIES 1210 FERRITE CORE
-102J
-122J
-152J
-182J
-222J
-272J
-332J
-392J
-472J
-562J
-682J
-822J
-103J
-123J
-153J
-183J
-223J
-273J
-333J
-393J
-473J
-563J
-683J
-823J
-104J
1562
1562
1562
1562
1562
1562
1562
1562
1562
966
931
871
821
779
743
711
670
636
606
580
551
1018
971
910
860
805
759
720
679
644
614
588
556
515
497
467
454
431
411
393
378
352
341
321
305
297
272
257
237
224
193
182
170
163
152
144
136
120
0.050
0.050
0.050
0.050
0.050
0.050
0.050
0.050
0.050
0.13
0.14
0.16
0.18
0.20
0.22
0.24
0.27
0.30
0.33
0.36
0.40
0.20
0.22
0.25
0.28
0.32
0.36
0.40
0.45
0.50
0.55
0.60
0.67
0.70
0.75
0.85
0.90
1.0
1.1
1.2
1.3
1.5
1.6
1.8
2.0
2.1
2.5
2.8
3.3
3.7
5.0
5.6
6.4
7.0
8.0
9.0
10.0
13.0
2700**
2700**
2700**
2700**
2700**
2700**
2700**
2700**
2700**
2000**
1850**
1700**
1550**
1300**
1150**
1000**
900**
800**
750**
700**
625**
550
500
450
400
350
320
300
250
220
180
160
140
120
100
85
75
70
65
58
50
45
42
40
35
30
28
25
23
20
18
15
14
13
11
10
9
8
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
50.0
25.0
25.0
25.0
25.0
25.0
25.0
25.0
25.0
25.0
25.0
25.0
25.0
7.9
7.9
7.9
7.9
7.9
7.9
7.9
7.9
7.9
7.9
7.9
7.9
7.9
2.5
2.5
2.5
2.5
2.5
2.5
2.5
2.5
2.5
2.5
2.5
2.5
40
40
40
40
40
40
40
40
40
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
30
± 20%
± 20%
± 20%
± 20%
± 20%
± 20%
± 20%
± 20%
± 20%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 10%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
± 5%
0.0018
0.0022
0.0027
0.0033
0.0039
0.0047
0.0056
0.0068
0.0082
0.010
0.012
0.015
0.018
0.022
0.027
0.033
0.039
0.047
0.056
0.068
0.082
0.10
0.12
0.15
0.18
0.22
0.27
0.33
0.39
0.47
0.56
0.68
0.82
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
8/2018