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)
Actual Size
DASH NUMBER*
INDUCTANCE
±10% (µH @ 1.00 kHz)
DC RESISTANCE
MAXIMUM (OHMS)
CURRENT RATING
MAXIMUM (A DC)
INCREMENTAL
CURRENT (A DC)
SERIES 5500R
5500
High Current Power Chokes
Physical Parameters
Inches Millimeters
A 1.020 to 1.080 25.91 to 27.44
B 0.480 to 0.510 12.20 to 12.96
C 0.520 Maximum 13.21 Maximum
D 0.240 Minimum 6.10 Minimum
E 0.120 to 0.160 3.05 to 4.07
F 0.500 (Ref. Only) 12.70 (Ref. Only)
G 0.250 (Ref. Only) 6.35 (Ref. Only)
Dimensions "A" and "C" and "G" are over the terminals.
Operating Temperature Range -55°C to +130°C
Current Rating at 85°C Ambient 45°C Temperature Rise
Maximum Power Dissipation at +85°C: 1.166 Watts Maximum
Inductance Measured @ 1 kHz with 0 ADC on Wayne Kerr
3245A, or equivalent.
Incremental Current The amount of DC that decreases the
Inductance by 5% maximum relative to the 0 ADC.
Dielectric Withstanding Voltage Meets MIL-STD-202,
Method 301, 1000 Vrms Minimum
Marking Delevan; dash number; date code/lot symbol (YYWWL).
Note: An R before the date code/lot symbol indicates a RoHS
Compliant choke.
Example: 5500R-392K
DELEVAN
392
R 1822A
Thermal Shock Meets MIL-STD-202, Method 107,
Test Condition A-1 (-55°C to +130°C).
Mechanical Shock Meets MIL-STD-202, Method 213,
Test Condition I.
Vibration Meets MIL-STD-202, Method 204, Test Condition D
Solderability Meets MIL-STD-202, Method 208
Terminal Material and Final Finish
Series 5500R: (Tin - Silver - Copper) Sn96.5Ag3.0Cu0.5 over Copper (Cu)
Series 5500: (Tin - Lead) Sn63Pb37 over Copper (Cu)
Weight 13 Grams Maximum
Packaging Tape and Reel (44mm): 13” reel,
200 pieces max: 7” reel not available
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 5500R AND 5500
-392K
-472K
-562K
-682K
-822K
-103K
-123K
-153K
-183K
-223K
-273K
-333K
-393K
-473K
-563K
-683K
-823K
-104K
-124K
-154K
-184K
-224K
-274K
-334K
-394K
-474K
-564K
-684K
-824K
-105K
-125K
-155K
-185K
-225K
-275K
-335K
-395K
-475K
-565K
-685K
-825K
-106K
-126K
-156K
-186K
-226K
-276K
-336K
-396K
-476K
-566K
-686K
-826K
-107K
9.13
8.30
7.61
7.02
6.52
5.71
5.07
4.57
4.15
3.65
3.38
3.04
2.85
2.61
2.34
2.12
1.94
1.76
1.60
1.43
1.30
1.19
1.07
0.96
0.88
0.81
0.74
0.68
0.63
0.56
0.51
0.45
0.41
0.37
0.32
0.30
0.28
0.25
0.23
0.21
0.19
0.17
0.16
0.14
0.13
0.12
0.10
0.09
0.09
0.08
0.07
0.07
0.06
0.05
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
390
470
560
680
820
1,000
1,200
1,500
1,800
2,200
2,700
3,300
3,900
4,700
5,600
6,800
8,200
10,000
12,000
15,000
18,000
22,000
27,000
33,000
39,000
47,000
56,000
68,000
82,000
100,000
11.91
11.14
9.50
9.10
8.74
7.88
7.43
7.05
6.72
6.43
6.30
5.96
5.66
5.41
4.81
4.08
3.88
3.44
2.96
2.78
2.57
2.48
2.10
1.97
1.86
1.59
1.40
1.32
1.24
1.08
1.01
0.92
0.81
0.75
0.68
0.63
0.59
0.51
0.48
0.42
0.39
0.37
0.33
0.30
0.26
0.23
0.21
0.20
0.18
0.17
0.16
0.14
0.12
0.11
0.007
0.008
0.011
0.012
0.013
0.016
0.018
0.020
0.022
0.024
0.025
0.028
0.031
0.034
0.043
0.060
0.066
0.084
0.113
0.129
0.150
0.162
0.226
0.257
0.288
0.393
0.504
0.570
0.643
0.844
0.977
1.18
1.50
1.76
2.13
2.53
2.84
3.79
4.24
5.75
6.44
7.30
9.34
10.7
14.8
18.0
22.7
25.7
29.7
33.7
38.0
52.8
67.3
76.0
OPTIONAL TOLERANCES: J = +/- 5% L = +/- 15%
The Suffix (Optional Tolerance “J” or “L”) should replace the “K”, in the dash number.
*Complete part # must include series # PLUS the dash #
9/2018