The resistor which is nonlinear in nature is called as:
Varistor
A resistor is an electrical component designed to oppose the flow of electric current. For ideal resistors, and many practical ones, the resistance value remains constant regardless of the voltage applied across them or the current flowing through them. This behavior follows Ohm's Law, $V = IR$, where $R$ is a constant value.
However, there are certain types of resistors whose resistance value is not constant. Their resistance changes depending on the operating conditions, such as the voltage across them, the current through them, or the temperature. These components are known as nonlinear resistors because the relationship between voltage and current is not a simple linear one.
Let's look at the given options:
Among the given options, both Varistor and Thermistor are nonlinear resistors. However, the Varistor's nonlinearity is defined by its significant voltage dependency, which is a direct form of nonlinear resistance often contrasted with ideal linear resistors. While thermistors are also nonlinear (temperature-dependent), varistors are primarily known for their voltage-controlled resistance variation.
The component that is explicitly defined by its voltage-dependent, and therefore nonlinear, resistance characteristic is the Varistor. Thus, the resistor which is nonlinear in nature is called a Varistor.
2 resistors of 4 ohm each are connected in series. What is their equivalent resistance?
A lead wire and an iron wire are connected in parallel. Their respective specific resistances are in the ratio 40 ∶ 20. The former carries 80% more current than the latter, and the latter is 45% longer than the former. Determine the ratio of their cross-sectional areas latter to former.
The resistances in the higher range are mostly made of:
A 100 Ω resistor has a conductance of: