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Manufacturer of Passive Components
800-684-5322 Inside US 949-453-1811 Outside US
Copyright © 2009 by CT Magnetics, DBA Central Technologies. All rights reserved.
CT Magnetics reserves the right to make improvements or change specifications without notice
REV 12.11.09
Power Inductors - Unshielded www.ctparts.com
CTRL6050F
Series
From 10 µH to 1200 µH
SPECIFICATIONS
Parts are available in ±20% inductance tolerance only.
*Irms: Temp. rise = 40°C Max.
**Isat: DL/L0 = 5% Max.
L Test DCR *Irms **Isat
Part Inductance Freq. (W) (A) (A)
Number (µH) (KHz) Max. Max. Max.
CTRL6050F-100M 10 1.0 0.06 3.50 6.00
CTRL6050F-120M 12 1.0 0.07 3.40 5.60
CTRL6050F-150M 15 1.0 0.08 3.10 4.90
CTRL6050F-180M 18 1.0 0.09 3.00 4.30
CTRL6050F-220M 22 1.0 0.10 2.60 4.10
CTRL6050F-270M 27 1.0 0.11 2.40 3.60
CTRL6050F-330M 33 1.0 0.12 2.30 3.30
CTRL6050F-390M 39 1.0 0.14 2.10 3.00
CTRL6050F-470M 47 1.0 0.17 1.95 2.80
CTRL6050F-560M 56 1.0 0.19 1.85 2.50
CTRL6050F-680M 68 1.0 0.22 1.65 2.30
CTRL6050F-820M 82 1.0 0.25 1.50 2.00
CTRL6050F-101M 100 1.0 0.35 1.40 1.80
CTRL6050F-121M 120 1.0 0.40 1.30 1.70
CTRL6050F-151M 150 1.0 0.47 1.20 1.50
CTRL6050F-181M 180 1.0 0.63 1.00 1.40
CTRL6050F-221M 220 1.0 0.73 0.95 1.30
CTRL6050F-271M 270 1.0 0.97 0.90 1.20
CTRL6050F-331M 330 1.0 1.15 0.80 1.00
CTRL6050F-391M 390 1.0 1.30 0.75 0.96
CTRL6050F-471M 470 1.0 1.48 0.65 0.87
CTRL6050F-561M 560 1.0 1.90 0.60 0.80
CTRL6050F-681M 680 1.0 2.45 0.50 0.73
CTRL6050F-821M 820 1.0 2.55 0.48 0.66
CTRL6050F-102M 1000 1.0 3.00 0.46 0.60
CTRL6050F-122M 1200 1.0 3.50 0.35 0.54
Not Shown at Actual Size
CHARACTERISTICS
PHYSICAL DIMENSIONS
PAD LAYOUT
Description: SMD Power Inductor.
Applications: Switching regulators, power amplifiers, power
supplies, noise / EMI / RFI filtering.
Operating Temperature: -40°C to +85°C
Inductance Tolerance: ±20%
Testing: Inductance is tested on an HP4285A at 1KHz, 1V.
Packaging: Tape & reel.
Marking: Parts are marked with inductance code.
Miscellaneous: RoHS Compliant.
Additional Information: Additional electrical & physical
information available upon request.
Samples available. See website for ordering information.
5.0 Ref.
3.2 Ref.
5.4 Ref.
3.2 Ref.
A B C D E F
Max. Max. Max. Ref. Ref. Ref.
11.70 14.00 8.40 4.00 2.54 6.10
0.460 0.551 0.330 0.157 0.100 0.240
Size
mm
inches