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FEATURES
● Surface mountable for
automated pick and place
● Accuracy
● High stability
● High reliability
● Long life
● Cost saving
● Small size
● Epoxy coated
● D.C. 0.75 mW/o C
minimum
● T.C. 15 sec. maximum
● Max. Temp. 125o C
UNI-CURVE® INTERCHANGEABLE THERMISTORS are high quality, low cost resistance temperature matched
interchangeable thermistors. They offer additional cost savings by eliminating the need for individual resistance temperature
calibration, as well as standardization of circuit components and simplification of design and replacement problems. They
are particularly well suited for use in applications such as temperature measurement, indication and control. Other
applications include: compensation of ambient temperature effects on copper coils, transistors, integrated circuits and other
semiconductor devices. Fenwal Electronics' high volume Uni-Curvel manufacturing capability provides availability of
interchangeable thermistors at low cost with the quality and ruggedness to meet the rigid design requirements of MIL-T-
23648.
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