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Manufacturer of Passive Components
800-684-5322 Inside US 949-453-1811 Outside US
Copyright © 2012 by CT Magnetics, DBA Central Technologies. All rights reserved.
CT Magnetics reserves the right to make improvements or change specifications without notice
REV 11.28.12
Power Inductors - Unshielded www.ctparts.com
CTGS75F
Series
From 1.0 µH to 820 µH
SPECIFICATIONS
Part numbers indicate inductance tolerance available.
K = ±10%, M = ±20%
L Test DCR Rated
Part Inductance Freq. Max. DC
Number (µH) (_Hz) (W) (A)
CTGS75F-1R0M 1.0 25.2M .02 3.7
CTGS75F-1R4M 1.4 7.96M .02 3.7
CTGS75F-1R8M 1.8 7.96M .02 3.7
CTGS75F-2R3M 2.3 7.96M .02 3.7
CTGS75F-2R7M 2.7 7.96M .02 3.7
CTGS75F-3R3M 3.3 7.96M .03 3.7
CTGS75F-3R9M 3.9 7.96M .03 3.7
CTGS75F-4R7M 4.7 7.96M .04 3.5
CTGS75F-5R6M 5.6 7.96M .04 3.3
CTGS75F-6R8M 6.8 7.96M .04 3.1
CTGS75F-8R2M 8.2 7.96M .05 2.7
CTGS75F-100K 10 2.52M .07 2.3
CTGS75F-120K 12 2.52M .08 2.0
CTGS75F-150K 15 2.52M .09 1.8
CTGS75F-180K 18 2.52M .10 1.6
CTGS75F-220K 22 2.52M .11 1.5
CTGS75F-270K 27 2.52M .12 1.3
CTGS75F-330K 33 2.52M .13 1.2
CTGS75F-390K 39 2.52M .16 1.1
CTGS75F-470K 47 2.52M .18 1.1
CTGS75F-560K 56 2.52M .24 .94
CTGS75F-680K 68 2.52M .28 .84
CTGS75F-820K 82 2.52M .37 .78
CTGS75F-101K 100 1.0k .43 .72
CTGS75F-121K 120 1.0k .47 .66
CTGS75F-151K 150 1.0k .64 .58
CTGS75F-181K 180 1.0k .71 .51
CTGS75F-221K 220 1.0k .96 .49
CTGS75F-271K 270 1.0k 1.1 .42
CTGS75F-331K 330 1.0k 1.2 .40
CTGS75F-391K 390 1.0k 1.8 .36
CTGS75F-471K 470 1.0k 1.9 .34
CTGS75F-561K 560 1.0k 2.0 .34
CTGS75F-681K 680 1.0k 2.2 .28
CTGS75F-821K 820 1.0k 2.9 .26
Not Shown at Actual Size
CHARACTERISTICS
PHYSICAL DIMENSIONS
PAD LAYOUT
Description: SMD power inductor.
Applications: VTR power supplies, OA equipment, LCD televi-
sions, PC notebooks, portable communication equipment, DC/DC
converters.
Operating Temperature: -40°C to +85°C
Inductance Tolerance: ±10%, ±20%
Testing: Inductance is tested on an HP4284A or HP4285A at
specified frequency.
Packaging: Tape & Reel.
Marking: Marked with inductance code.
Rated DC: The value of current when the inductance is 10%
lower than its initial value at 0 Adc or D.C. current when at
DT = 40°C whichever is lower.
Miscellaneous: RoHS Compliant.
Additional Information: Additional electrical & physical
information available upon request.
Samples available. See website for ordering information.
A B C D
7.8±0.3 7.0±0.3 5.0±0.5 2.1
0.31±0.012 0.28±0.012 0.20±0.02 0.083
Size
mm
inches
Unit: mm(inch)
ENGINEERING KIT #7