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Passive Devices

The Thermal Resistor block represents a temperature-dependent resistor. The resistance when the temperature at the thermal port is T is
R = R0(1+α(T–T0))
where:
R0 is the nominal resistance at the reference temperature T0.
α is the temperature coefficient.
The following equation describes the thermal behavior of the block:
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where:
Q is the net heat flow into port A.
Kd is the Dissipation factor parameter value.
tc is the Thermal time constant parameter value.
dT/dt is the rate of change of the temperature.

The nominal resistance of the thermistor at the reference temperature. Many datasheets quote the nominal resistance at 25°C and list it as R25. The default value is 1 Ω.
The temperature at which the nominal resistance was measured. The default value is 25 °C.
The coefficient α in the equation that describes resistance as a function of temperature. The default value is 5e-05 1/K.

The time it takes the resistor temperature to reach 63% of the final temperature change when a step change in ambient temperature occurs. The default value is 10 s.
The thermal power required to raise the thermal resistor temperature by one K. The default value is 0.001 W/K.
The temperature of the thermal resistor at the start of the simulation. The default value is 25 °C.
The block has the following ports:
Resistor thermal port.
Positive electrical port.
Negative electrical port.
![]() | Strain Gauge | Thermistor | ![]() |
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