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FIXED RESISTORS
Bourns
®
Fixed Resistors Product Line
Increases the Resistance Range of Model CRM2512
Riverside, California - June 25, 2008 - As part of Bourns commitment to product excellence, we are
announcing an increase in the resistance range of the CRM2512 thick fi lm power resistor series to
1 megohm.
For ohmic values greater than 1 ohm the pulse power rating of the CRM2512 series is comparable
to pulse resistant resistors from other manufacturers.
The CRM2512 with its new resistance range of between 0.047 ohms and 1 megohm may be used
as a current measurement resistor in power supplies as well as a pulse resistant resistor in start-up
circuits for electric motors, high voltage power supplies and overvoltage protection circuits.
N0820
CRM2512 Series Features
■ Thick fi lm technology
■ Power rating of 2 watts at 70 °C
■ RoHS compliant*
CRM2512 Series Applications
■ Power supplies
■ Stepper motor drives
*RoHS Directive 2002/95/EC Jan 27 2003 including Annex