Ceramic Capacitor Temperature Coefficient

The theoretical range is from 45 c to 200 c.

Ceramic capacitor temperature coefficient.

Temperature coefficient tc the temperature coefficient of a capacitor is the maximum change in its capacitance over a specified temperature range. C0g np0 ceramics offer one of the most stable capacitor dielectrics available. The temperature coefficient is expressed in parts per million ppm per degree celsius for class 1 ceramic capacitors or in percent over the total temperature range for class 2 capacitors. This tutorial explains how ceramic capacitor type designations such as x7r and y5v imply nothing about voltage coefficients.

Temperature compensating type multilayer ceramic capacitors have a small temperature coefficient of electrostatic capacitance max. The first character indicates the lowest temperature that the capacitor can handle. That is to say these are c0g characteristics products with a small temperature variance width. The second character indicates the maximum temperature.

30 ppm c 25 c reference within the temperature range of 55 c to 125 c. Class 3 ceramic capacitors offer higher volumetric efficiency than the class 2 ceramic capacitors but their temperature stability is not nearly so good. 5 as in x5r corresponds to 85 c and 7 as in x7r corresponds to 125 c. A typical performance for the change of capacitance with temperature is 22 to 56 over a range of 10 c to 55 c.

Ceramic capacitor temperature coefficient tc coding class i temperature compensation type ceramic tc tc tolerance ppm c ppm c symbol for tc 25c to 85c see 4 10 25c to 55c calculated np0 c0 30ppm 30 72 n33 s1 30ppm 30 79 n75 u1 30ppm 30 89 n150 p2 30ppm 30 105. The reality of modern small form factor ceramic capacitors is a good reminder to always read the data sheet. Modern c0g np0 formulations contain neodymium samarium and other rare earth oxides. C0g np0 is the most popular formulation of the temperature compensating eia class i ceramic materials.

The letter x as in x7r x5r corresponds to 55 c. Engineers must check the data to know really know how a specific capacitor will perform under voltage.