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NEW PRODUCT RELEASE
FIXED RESISTORS
* RoHS Directive 2015/863, Mar 31, 2015 and Annex.
Bourns Announces New 01005-Size Thick Film Chip Resistor Series
Model CR01005 Series
Riverside, California – May 12, 2020 – Bourns is pleased to announce the introduction of its new Model CR01005 series
thick film chip resistor. This extra small 01005 inch (0402 metric) CR01005 series broadens the general purpose thick
film chip resistor family to eight different footprints up to 2512 (6431 metric).
The Model CR01005 series meets the current downsizing market trend and helps strengthen the already broad range
of surface mount chip resistors being offered by Bourns. This new series is suitable for use in mobile devices, consumer
electronics, industrial automation, power supplies, LED lighting applications and communication base stations.
This new chip resistor is made using a thick film element printed onto a ceramic substrate and complements the
other circuit conditioning components that Bourns offers such as power inductors and rectifier diodes.
The product data sheet with detailed specifications can be viewed on the Bourns website at bourns.com. Please view
bourns.com/products/fixed-resistors/thick-film-chip-resistors for more information on Bourns® thick film chip resistors.
Should you have any questions or need additional information, please contact Customer Service/Inside Sales.
N2009
Features
RoHS compliant*
Tight tolerance of bottom electrode width
1 % and 5 % tolerance options
Three layer termination process with nickel
barrier helps prevent leaching and provides
excellent solderability
Tape and reel packaging
Applications
Mobile devices
Consumer electronics
Industrial automation
Power supplies
LED lighting
Communication base stations
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