GCSE · Physics · AQA · Spec 8463

Thermistors and LDRs

Two components can make a circuit notice heat or light without anyone touching a switch.

Physics · Sensing circuits

Both sensors do the same surprising thing
Coolerhigher resistanceWarmerlower resistanceincrease temperaturetemperature ↑ → resistance ↓Thermistor

View: Thermistor. Showing 1 layer: Thermistor

View

Explore

Switch sensor ↑ · tap for the rule

As temperature increases, a thermistor's resistance decreases.

Increase the stimulus. In both cases, resistance falls.

Thermistor vs LDR

ThermistorvsLDR
Focus

Responds to

Thermistor

Temperature

LDR

Light intensity

The insight

They sense different changes in the surroundings.

When the stimulus increases

Thermistor

Temperature rises

LDR

Light intensity rises

Resistance

Thermistor

Decreases

LDR

Decreases

Example application

Thermistor

Thermostat

LDR

Switching a light on in the dark

Component type

Thermistor

Non-ohmic resistor

LDR

Non-ohmic resistor

Predict, then check

Think about the direction of each change.

The temperature around a thermistor increases and the light intensity on an LDR increases. What happens to their resistances?

V = I R

Tap the quantity you want to find. The triangle shows you the formula.

÷

Cover potential difference, current or resistance to reveal its rearranged formula, then plug in numbers to solve.

UK note

For AQA Physics in the 2025–2027 series, the full physics equation sheet is provided with the papers.

Find the resistance

Problem

At one instant in a model sensor circuit, the potential difference across the sensor is 6.0 V and the current through it is 0.020 A. Calculate its resistance.

Equations you need

Taken directly from the exam-board specification.

V = I R

V = potential difference (V) · I = current (A) · R = resistance (Ω)

Learn it — you must recall this in the exam

WHAT YOU'VE LEARNED

A quick recap of today's lesson.

What you need to know

  • Thermistor: temperature increases → resistance decreases.
  • LDR: light intensity increases → resistance decreases.
  • A thermistor can be used in a thermostat; an LDR can be used to switch a light on when it becomes dark.
  • Thermistors and LDRs are non-ohmic components: their resistance changes with the relevant condition.
  • At a stated condition, V = I R links potential difference, current and resistance.
  • For AQA Physics, V = I R is classified as recall_and_apply. For the 2025–2027 exam series, the full equation sheet also prints recall-and-apply equations including this one.

The big picture

A thermistor and an LDR are both non-ohmic components whose resistance changes with conditions. A thermistor's resistance decreases as temperature increases; an LDR's resistance decreases as light intensity increases. That makes thermistors useful in thermostats and LDRs useful in circuits that switch a light on when it becomes dark. At a stated condition, V = I R links potential difference, current and resistance.

Key points

1Both trends point the same way: more of the relevant stimulus means less resistance.
2For a thermistor the stimulus is temperature; for an LDR it is light intensity.
3If potential difference stays fixed, a lower resistance means a larger current because I = V / R.
4Thermostat → thermistor. Dark-triggered lighting → LDR.
5Non-ohmic does not mean V = I R is unusable; it means the component's resistance is not constant as conditions change.

Worked example

Problem

An LDR has a potential difference of 6.0 V across it and a resistance of 600 Ω at a particular light intensity. Calculate the current. Then state what happens to the current if the light intensity increases while the potential difference stays the same.

⚠ Watch out

Reversing the trend. A hotter thermistor has lower resistance, and a more brightly lit LDR has lower resistance. When the stimulus falls, the resistance rises.

★ Exam tip

For AQA Physics, V = I R keeps its enduring recall_and_apply classification. For the 2025–2027 exam series the full physics equation sheet also prints it. Keep the sensor trend separate from the equation: first identify how resistance changes, then use V = I R if numerical values are given.

🧠

Memory hook

More heat or more light → less R. Thermistor: hotter, lower resistance. LDR: brighter, lower resistance.

✓

Check yourself

An LDR is connected at a fixed potential difference. A cloud blocks some of the light. What happens to the LDR's resistance and to the current?

Flashcards

(12)
What happens to a thermistor's resistance as its temperature increases?
Its resistance decreases.
What happens to an LDR's resistance as light intensity increases?
Its resistance decreases.
What trend do thermistors and LDRs have in common?
Increasing the relevant condition lowers resistance: higher temperature lowers a thermistor's resistance, and higher light intensity lowers an LDR's resistance.
Give one application of a thermistor.
A thermostat is one application of a thermistor.
Give one application of an LDR.
An LDR can be used to switch a light on when it becomes dark.
Are thermistors and LDRs ohmic or non-ohmic components?
They are non-ohmic components.
What equation links potential difference, current and resistance?
V = I R
What do V, I and R represent in V = I R?
V is potential difference in volts, I is current in amperes, and R is resistance in ohms.
A component has a potential difference of 6 V and a resistance of 300 Ω. What current flows?
I = V / R = 6 / 300 = 0.020 A.
At fixed potential difference, a thermistor gets hotter and its resistance falls. What happens to the current?
The current increases, because I = V / R.
At fixed potential difference, light intensity on an LDR increases. What happens to its resistance and current?
Its resistance decreases, so the current increases.
For AQA Physics in the 2025–2027 exam series, is V = I R printed on the provided equation sheet?
Yes. The full physics equation sheet is provided for those series.

Tap any card to flip it, or use Study as deck to go through them one at a time. In the full lesson these run as a spaced-repetition deck — you rate each card Hard, Good or Easy and the tricky ones keep coming back until they stick.

Learning with Lightbulb is opening soon

You can use this lesson now. Join the waitlist and we'll let you know when the full Lightbulb experience is ready.

Keep me posted

More AQA GCSE Physics topics

See the full AQA Physics curriculum →

How this lesson was checked. This AQA GCSE Physics (specification 8463)lesson was published through Lightbulb Learning's human-designed editorial process — the educational standards, accuracy rules and publication checks it must pass were authored and approved by Philip Halpin. It passed subject-specific assessment, automated educational checks and technical publication verification before going live (publication checks completed 26 August 2026). Published pages are monitored, human spot-checking is ongoing across the lesson library, and anything found wrong is corrected or withdrawn. How our lessons are made and checked. Spotted a mistake? Email hello@lightbulblearning.co and we'll review it.

Helpful guides for parents and students