Non-linear resistance refers to a type of resistance in which the current through a material or component is not directly proportional to the voltage applied across it. In other words, when a voltage is applied to a non-linear resistor, the relationship between the voltage and the current doesn't follow Ohm's Law (which states that \(V = IR\), where \(V\) is the voltage, \(I\) is the current, and \(R\) is the resistance).
Key Characteristics of Non-linear Resistance:
- Variable Resistance: The resistance of a non-linear resistor changes depending on the applied voltage or current. As voltage increases, the resistance may either increase or decrease, unlike in linear resistors where it stays constant.
- Curve Behavior: The \(V\)-\(I\) (voltage vs current) graph of a non-linear resistor is not a straight line. Instead, it is a curve, showing how the resistance varies at different voltage levels.
Common Examples:
- Diodes: A diode's resistance is non-linear because the current-voltage (I-V) characteristic follows an exponential curve.
- Thermistors: These are resistors that change resistance with temperature. Some thermistors (like Negative Temperature Coefficient or NTC thermistors) show a non-linear relationship between temperature and resistance.
- Transistors: In certain configurations, transistors can exhibit non-linear resistance.
Why Does It Matter?
- Applications in Circuits: Non-linear resistors are used in various electronic components, such as diodes and transistors, which are essential for rectifying, switching, and amplifying signals.
- Power Dissipation: Non-linear resistors can also lead to complex behaviors in circuits, especially when high voltages or currents are involved.
In summary, non-linear resistance is when the resistance of a component changes depending on the applied voltage or current, and this causes a curve rather than a straight line in the \(V\)-\(I\) relationship.