Series & Parallel Circuits (AQA GCSE Combined Science: Synergy: Physical Sciences): Revision Note

Exam code: 8465

Series & Parallel Circuits

  • There are two ways of joining electrical components, in series and in parallel

    • Some circuits include both series and parallel parts

  • A series circuit consists of a string of two or more components, connected end to end:

Circuit diagram showing two components connected in series — in a single loop with no branches
Diagram showing two bulbs connected in series
  • A parallel circuit consists of two or more components attached along separate branches of the circuit:

Circuit diagram showing two components connected in parallel — each component on a separate branch between the same two junctions
Diagram showing two bulbs connected in parallel
  • A switch in a branch turns off only that branch, because the other branches still form a complete circuit

  • A switch in the part of the circuit shared by all branches turns off every branch

  • If two switches are in parallel, closing either switch completes the circuit

  • If two switches are in series, both must be closed to complete the circuit

Series Circuits

  • In a series circuit:

    • The current is the same at all points i.e. through each component

    • The total potential difference of the power supply is shared between the components

    • The total resistance of two components is the sum of the resistance of each component

Diagram of two lamps connected in series to a 12 V battery, showing that the current I is the same through both lamps and the potential difference is shared equally at 6 V across each
Lamps connected in a series circuit
  • In the above circuit:

    • The current from the power supply is the same as the current in both lamps I = I1 = I2

    • The two lamps are identical, so the potential difference is shared equally. If the battery is marked 12 V, each lamp has 12 ÷ 2 = 6 V

    • The potential difference is shared in proportion to resistance – the component with the larger resistance gets the larger share

    • If each lamp has a resistance of R, then the total resistance in the circuit is equal to R + R = 2R

Parallel Circuits

  • In a parallel circuit:

    • The total current through the whole circuit is the sum of the currents through the separate components

    • The potential difference across each component is the same

    • The total resistance of two resistors is less than the resistance of the smallest individual resistor

Diagram of two lamps connected in parallel to a 12 V battery, showing that the current splits at the junction (I = I₁ + I₂) and the potential difference across each lamp is the full 12 V
Lamps connected in a parallel circuit
  • In the above circuit:

    • Because the current splits up, the sum of currents in each branch will equal the current from the power supply I = I1 + I2

    • If the battery is marked 12 V, then the potential difference would be 12 V across each lamp

    • Each lamp has a resistance of R, so the total resistance in the circuit will be less than R

  • Note that the current does not always split equally – often there will be more current in some branches than in others

    • The current in each branch will only be identical if the resistance of the components along each branch is identical

  • Current behaves in this way because it is the flow of electrons:

    • Current is the rate of flow of charge, and charge is not created or destroyed in a circuit

    • So the charge flowing into a junction each second equals the charge flowing out each second

    • At a junction the current splits between the branches, so I = I1 + I2

Diagram showing current splitting at a junction in a parallel circuit: the total current I entering the junction equals the sum of the currents I₁ and I₂ leaving through the two branches
Current is split at a junction into individual branches

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