NTC calibration and multiple temperature sensors: Difference between revisions
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== NTC == | == NTC == | ||
Note that the temperature of the sensor rises when the current supplies through the resistor. | Note that the temperature of the sensor rises when the current supplies through the resistor. The NTC is nonlinear; see below Calibration. | ||
Negative Temperature Coefficient, NTCLE100E3101JB0 or similar (MF52B NTC Thermistor). The NTC is connected in series with a "shunt" resistor <math>R_1</math>, see [[Measurement of resistors: voltage divider]]. The total resistance of the circuit is <math>R = R_1 + R_{NTC}</math>, which gives | Negative Temperature Coefficient, NTCLE100E3101JB0 or similar (MF52B NTC Thermistor). The NTC is connected in series with a "shunt" resistor <math>R_1</math>, see [[Measurement of resistors: voltage divider]]. Usually <math>R_1 = 10kOhms</math> is used. The total resistance of the circuit is <math>R = R_1 + R_{NTC}</math>, which gives | ||
<math> | <math> | ||
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</math> | </math> | ||
=== | === Calibrating: Steinhart-Hart Equation === | ||
Steinhart-Hart equation is widely used | Steinhart-Hart equation is widely used |
Revision as of 15:40, 6 September 2023
Introduction
Calibration of NTC sensors and different
NTC
Note that the temperature of the sensor rises when the current supplies through the resistor. The NTC is nonlinear; see below Calibration.
Negative Temperature Coefficient, NTCLE100E3101JB0 or similar (MF52B NTC Thermistor). The NTC is connected in series with a "shunt" resistor , see Measurement of resistors: voltage divider. Usually is used. The total resistance of the circuit is , which gives
Calibrating: Steinhart-Hart Equation
Steinhart-Hart equation is widely used
= LM35DZ
==