AQA GCSE PHYSICS · PAPER 1 · FOUNDATION & HIGHER
Series and parallel circuits
Electricity · Lesson 4 of 10
Warm-up
Answer each one, then check.
1. What is the same everywhere in a series loop?
The current
2. What does an ammeter measure?
Current
3. How is a voltmeter connected?
In parallel
4. What is the equation linking V, I and R?
V = IR
5. Add 4 + 8.
12
Learning Objectives
1. Describe the differences between series and parallel circuits.
2. Use R_(total) = R₁ + R₂ for resistors in series.
3. Calculate currents, pds and resistances in series circuits.
4. Explain why adding resistors in series increases and in parallel decreases the total resistance.
Series And Parallel
Series: same current, pd shared, R_(total) = R₁ + R₂. Parallel: same pd, currents add, R_(total) is less than the smallest resistor.
You are not required to calculate the total resistance of two resistors in parallel.
Series and Parallel
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One path or several paths for the current. |
A series circuit with two resistors and a parallel circuit with two lamps and three ammeters.
Series or Parallel?
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SERIES |
PARALLEL |
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▸ One loop for the current. ▸ The same current through each component. ▸ The supply pd is shared between components. ▸ Total resistance = R1 + R2. |
▸ More than one loop. ▸ The same pd across each branch. ▸ The currents in the branches add to the total current. ▸ Total resistance is less than the smallest resistor. |
Series Circuit
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A 12 V battery is connected in series with resistors of 4.0 Ω and 8.0 Ω. Calculate the current and the pd across each resistor. |
1. Total resistance
R = 4.0 + 8.0 = 12 Ω
2. Current
I = V ÷ R = 12 ÷ 12 = 1.0 A
3. Pd across 4.0 Ω
V = IR = 1.0 × 4.0 = 4.0 V
4. Pd across 8.0 Ω
V = 1.0 × 8.0 = 8.0 V
5. Check
4.0 + 8.0 = 12 V
Answer: Current 1.0 A; pds 4.0 V and 8.0 V.
Parallel Circuit
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Two lamps are connected in parallel to a 6.0 V supply. A1 reads 1.2 A and A2 reads 0.80 A. What does A3 in the main wire read? |
1. Currents in the branches add
I_(total) = 1.2 + 0.80
2. Answer
I_(total) = 2.0 A
Answer: 2.0 A; each lamp has 6.0 V across it.
Why Resistance Changes
Explain it in words.
▸ In series. The current has to pass through each resistor one after another, so the total opposition is greater.
▸ In parallel. There are more paths for the current, so more charge can flow: the total resistance is less than any single resistor.
▸ Uses of series circuits. Measurement and testing, for example a circuit with a thermistor and an ammeter.
▸ Uses of parallel circuits. House lighting: each lamp has the full supply pd and can be switched on separately.
Key Terms
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Series Components connected one after another in a single loop. |
Parallel Components connected on separate branches. |
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Equivalent resistance The single resistance that could replace the combination. |
Branch One of the paths in a parallel circuit. |
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Total resistance The resistance of the whole circuit. |
Shared pd The supply pd divides between series components. |
Your Task: Circuit Puzzle
12 minutes
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A 9.0 V cell is connected to two resistors in series, 6.0 Ω and 12 Ω. (a) Find the total resistance. (b) Find the current. (c) Find the pd across the 12 Ω resistor. 1. Add the resistances. 2. Find I, then V across each. |
A good answer shows: (a) 18 Ω (b) 9.0 ÷ 18 = 0.50 A (c) 0.50 × 12 = 6.0 V
Can I...?
☐ Describe series and parallel circuits.
☐ Add resistors in series.
☐ Find the current in a series circuit.
☐ Find the pd across each resistor.
☐ Add branch currents in parallel.
☐ State that pd is the same across parallel branches.
☐ Explain why total resistance changes.
☐ Draw a circuit diagram.
Summary
✓ Series: R_(total) = R₁ + R₂, same current, shared pd.
✓ Parallel: same pd, currents add, total resistance less than the smallest.
✓ Ammeters in series, voltmeters in parallel.
✓ Household circuits use parallel wiring.
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EXAM FOCUS A 12 V battery is connected in series to resistors of 4.0 Ω and 8.0 Ω. Calculate the current. (3 marks) Add the resistances first, then use V = IR. |