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CHIP RESISTORS
N1728
Features
n Ultra-tight tolerance
n Wide resistance range
n RoHS compliant*
n Four package sizes available
Applications
n Current sense
n Precision circuits
n Printers
n Automation equipment
n Navigation equipment
Bourns Fixed Resistor Product Line Announces
New Series of Precision Thin Film Chip Resistors
Model CRT-ST
Riverside, California - November 20, 2017 - Bourns is pleased to announce the introduction of its new series
of precision thin film resistors. This new surface mount series helps strengthen the already broad range of
surface mount chip resistors offered by Bourns.
The new Model CRT-ST series comes in four different footprints from 0402 (1005 Metric) up to 1206 (3015
Metric) and has a wide resistance value range from 1 ohm to 2.49 megohms.
The new thin film chip resistors are available with four different resistance tolerance options ranging from
0.1% to 1% and also offer two different TCR options, ±25 ppm/°C and ±50 ppm/°C.
The low resistance tolerances and high precision TCR values are achieved by using thin film printing
technology on ceramic substrates. The performance of these new resistors makes them suitable within high
precision consumer, industrial, automation and power supply applications.
This new family complements the other circuit conditioning components that Bourns offers such as power
inductors, rectifier diodes and Zener diodes.
For further details on these exciting new models, please contact your nearest Bourns representative.
* RoHS Directive 2015/863, Mar 31, 2015 and Annex.
01C