A Thermistor is a temperature-sensitive resistor; the most common type used in introductory physics is the Negative Temperature Coefficient (NTC) thermistor.
For an NTC thermistor, resistance decreases as the temperature increases, which occurs because the thermal energy provides enough energy to release more charge carriers within the material.
Conversely, as the environment cools, the resistance of the thermistor increases, making it useful for digital thermometers, fire alarms, and oven temperature controls.
Because their resistance changes with temperature, they are considered non-ohmic conductors, as their characteristic is not a straight line through the origin when temperature varies.
| Feature | LDR | NTC Thermistor |
|---|---|---|
| Stimulus | Light Intensity (Lux) | Temperature (Celsius/Kelvin) |
| Dark/Cold State | Extremely High Resistance | High Resistance |
| Bright/Hot State | Low Resistance | Low Resistance |
| Common Use | Night lights, cameras | Thermostats, engine sensors |
It is critical to distinguish between NTC (Negative) and PTC (Positive) thermistors; while NTC resistance drops with heat, PTC resistance increases with heat.
While both LDRs and Thermistors are non-ohmic over a range of conditions, they may behave as ohmic conductors if the stimulus (light or temperature) is held perfectly constant.
Identify the Relationship: Always look for the 'inverse' keyword. If a question describes a sensor where resistance drops as a value rises, it is likely an LDR or NTC thermistor.
Circuit Analysis: In a series circuit with a fixed resistor, if the sensory resistor's resistance decreases, the total circuit resistance decreases, causing the total current to increase.
Potential Dividers: Sensory resistors are often paired with a fixed resistor. Use the ratio of resistances to determine how the output voltage () changes as the stimulus changes.
Graph Interpretation: Be prepared to identify the component from a Resistance vs. Stimulus graph. A curve that slopes downwards from left to right represents a sensory resistor.
Linearity Error: Students often mistakenly assume the resistance change is linear. In reality, the change is usually exponential or logarithmic, meaning small changes at low intensities have a much larger effect than at high intensities.
Ohm's Law Application: Remember that still applies at any specific moment to find the instantaneous resistance, but the component does not have a single 'constant' resistance value.
Direction Confusion: A common mistake is flipping the relationship (e.g., thinking resistance increases with light). Use the mnemonic: 'More light, less fight (resistance).'