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Power resistor varies in value

Under controlled conditions, a MOSFET can function as a variable power resistor.

Bogdan Raducanu, Bucharest, Romania; Edited by Martin Rowe and Fran Granville -- EDN, July 28, 2011

Power resistor varies in value figure 1Testing power supplies or discharging batteries usually requires a constant-current load. Sometimes, however, you must study the behavior when the load is a resistor. Using a high-power potentiometer is an expensive approach that might not be worth the cost. The circuit in Figure 1, which performs like a high-power resistor that connects between P1 and P2, provides an alternative approach.

To understand how the circuit works, assume that the op amp is ideal and that the total resistance of R2 and R3 exceeds that of a high-power resistor (not shown). R2 and R3 form a divider that produces an output voltage, according to the following equation:

Power resistor varies in value equation 1

The operational amplifier maintains a voltage, such that R1’s voltage equals the reference voltage, that causes the current through R1 to be:

Power resistor varies in value equation 2

Substituting the first equation in the second equation yields:

Power resistor varies in value equation 3

If you neglect the current through R2 and R3, then R1’s current equals the input current, as the following equation describes:

Power resistor varies in value equation 4

This equation shows a linear relationship between the input current and the input voltage. Thus, the circuit between P1 and P2 acts as a resistor. The equation then becomes:

Power resistor varies in value equation 5

where k=(R2+R3)/R2 is a factor greater than 1, which multiplies R1. Making either R2 or R3 variable lets the circuit function as a variable resistor. The cost of a suitable transistor and R1, along with the rest of the components, is smaller than that of a variable potentiometer that can dissipate the same amount of power.

Power resistor varies in value figure 2
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Design Ideas
The circuit has some limitations, however. First, it can accept input voltages of only one polarity, which might limit its use in some applications. Second, the minimum resistor value is the value of R1 plus the transistor’s minimum on-resistance. Other factors such as op-amp offset, the values of R2 and R3, and input voltage influence the circuit’s linearity, but the circuit still achieves high performance with low-cost components. Depending on the op amp’s input range, the circuit requires an external dual power supply. Figure 2 shows a prototype of the tested and built circuit using a potentiometer for changing the equivalent resistance and no heat sink on the power transistor.
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