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INDUCTIVE COMPONENTS
Bourns Releases New Model SRN4012T
Semi-Shielded Power Inductor Series
Riverside, California - January 5, 2015 - Bourns Inductive Components Product Line introduces an additional
inductor series, the Model SRN4012T Semi-Shielded Power Inductor, designed using semi-magnetic shielding
technology.
Bourns now has a total of 15 SRN models with selections of 2 x 1.6 to 8 x 8 mm footprints, 1 to 4.5 mm
heig
hts and a broad 0.47 to 470 µH inductance range.
The Bourns® Model SRN4012T ser
ies inductors are ideal for use in DC/DC converters which provide power
management to mobile electronic devices, computers, data storage and consumer electronics. The Model SRN
Series is also well-suited for industrial applications such as LED lighting, control circuits and GPS.
Should you have any questions or need additional information, please feel free to contact Customer Service/
Inside Sales or visit Bourns’ website at www.bourns.com.
Model Footprint Height Inductance Range
Heating Current
Range
Saturation Current
Range
SRN4012T 4 x 4 mm 1.2 mm 0.47 – 22 µH 0.62 – 3.2 A 0.5 – 4 A
IC1464 rev.
*RoHS Directive 2002/95/EC Jan. 27, 2003 including annex and RoHS Recast 2011/65/EU June 8, 2011.
**Bourns follows the prevailing defi nition of “halogen free” in the industry. Bourns considers a product to be “halogen
free” if (a) the Bromine (Br) content is 900 ppm or less; (b) the Chlorine (Cl) content is 900 ppm or less; and (c) the
total Bromine (Br) and Chlorine (Cl) content is 1500 ppm or less.
Features
■ Semi-shielded construction
■ Low pro le: 1.2 mm
■ Inductance range: 0.47 to 22 μH
■ Rated current up to 3.2A
■ RoHS compliant* and halogen free*
Applications
■ DC/DC converters
■ Notebook computers
■ Digital video cameras
■ HDDs
■ Cellphones
■ Televisions, LCD displays
Revised March 16, 2015