The National Grid (AQA GCSE Combined Science: Synergy: Physical Sciences): Revision Note

Exam code: 8465

The National Grid

  • The National Grid distributes electricity across the UK

    • It consists of a system of cables and transformers linking power stations to consumers (houses, factories and buildings)

  • Electrical power is transferred from power stations to consumers using the National Grid

  • The transformers include:

    • Step-up transformers which increase the voltage (and reduces the current) through the wires

    • Step-down transformers which decrease the voltage (and increases the current) through the wires

Photo of high-voltage electricity transmission lines carrying power across the country as part of the National Grid
The national grid

Benefits of The National Grid

  • The National Grid system is an efficient way to transfer energy due to the use of step-up and step-down transformers

  • The current generated by power stations is greater than that which is required for homes and other buildings, and so it must be transmitted through a network of wires that travel across the country

  • When electricity is transmitted over large distances, the resistance in the wires causes heating, which results in wasted energy transfers

  • By increasing the potential difference at which the current is transmitted, the same amount of power can be transferred using a much smaller current (due to the equation P = IV)

    • This results in less heating in the wire and hence less wasted energy

  • Therefore:

    • High potential difference means low current (less energy dissipated) for the same power

    • Low potential difference means high current (more energy dissipated) for the same power

  • The potential difference is increased using the step-up transformers and decreased using the step-down transformers

Worked Example

The diagram shows part of the National Grid.

Photo of high-voltage electricity transmission lines carrying power across the country as part of the National Grid
The national grid

Explain how the step-up transformer increases the efficiency of the National Grid.

Answer:

  • The lower the current, the less heating due to resistance there will be in the wires 

  • From the diagram, the step-up transformer increases the voltage and decreases the current in the cables

  • By decreasing the current, the energy dissipated to the thermal store of the surroundings through the power cables is reduced

  • Therefore, there is more energy being transferred to homes which increases the efficiency of the National Grid

Diagram showing how step-up and step-down transformers reduce power losses during transmission across the National Grid

Transformer equation

Higher Tier Only

  • The type of current produced in power stations is alternating current (AC) which is transferred to homes via the National Grid

  • Transformers are used to increase and decreases the potential difference of the current before and after transmission across the National Grid

  • They are made up of two coils of wire, called the primary and secondary coils, around a magnetic iron core

    • A step-up transformer has more turns on the secondary coil than the primary

    • A step-down transformer has more turns on the primary coil than the secondary

Diagram of a step-up transformer showing a primary coil with fewer turns and a secondary coil with more turns, both wound around a shared iron core
A step-up transformer
  • Step-up transformers are used to increase the potential difference from the power station to the transmission cables

  • Step-down transformers are used to decrease the potential difference, to a much lower value, from transmission cables for domestic use (houses, offices, shops)

Transformer calculations

  • The relationship between potential difference and current in a transformer is given by:

Vp × Ip = Vs × Is

  • Where:

    • Vp = potential difference across the primary coil, in volts (V)

    • Vs = potential difference across the secondary coil, in volts (V)

    • Ip = current in the primary coil, in amperes (A)

    • Is= current in the secondary coil, in amperes (A)

Worked Example

A transformer has a primary potential difference of 25 000 V and a primary current of 3 A. Calculate the current in the secondary coil if the secondary potential difference is 230 V.

Answer:

Step 1: Write down the known quantities:

  • Vp = 25 000 V

  • Ip = 3 A

  • Vs = 230 V

Step 2: Write down the equation:

Vp × Ip = Vs × Is

Step 3: Rearrange for Is:

Is= fraction numerator left parenthesis V subscript p cross times I subscript p right parenthesis over denominator V subscript s end fraction

Step 4: Substitute in the values:

Is= fraction numerator left parenthesis 25000 cross times 3 right parenthesis over denominator 230 end fraction = 326 A (3 s.f.)

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