Electricity and Energy Concepts

Circuit Devices

  • LDR (Light Dependent Resistor): Resistance decreases with light intensity; used in outdoor lighting, burglar detectors.
  • Thermistor: Resistance decreases with temperature; used in temperature detectors.

Series and Parallel Circuits

Series Circuits
  • If one component fails, all components stop working.
  • Current is constant throughout.
  • Total resistance sums up.
Parallel Circuits
  • If one component fails, others remain functional.
  • Voltage remains constant across components.
  • Total current is the sum of currents through components.
  • Adding resistors decreases total resistance.

Electricity in the Home

  • AC (Alternating Current): Changes direction, UK mains is 230V, frequency of 50Hz.
  • DC (Direct Current): Flows in one direction, supplied by batteries.
  • Cables: Typically have live, neutral, and earth wires; plastic insulation for safety.
  • Potential Difference (Voltage): Shared among components in series, constant across components in parallel.

Charge and Energy

  • Electric Current: Flow of electric charge; measured in coulombs (C).
  • Calculating Charge: Q=I×tQ = I \times t (Charge = Current × Time)
  • Energy Transferred: E=P×tE = P \times t (Energy = Power × Time)
  • Power Equations: (P=IV)( P = IV ); (P=I2R)( P = I^2 R ); (P=V2R)( P = \frac{V^2}{R} ).

The National Grid

  • Transports electricity from power stations using a system of cables and transformers.
  • Step-up Transformers: Increase voltage for efficient transmission.
  • Step-down Transformers: Decrease voltage to safe levels at delivery points.

Efficiency

  • Efficiency measures useful energy output against total input.
  • Formulas:
    • Energy: Efficiency=Useful Output EnergyTotal Input Energy\text{Efficiency} = \frac{\text{Useful Output Energy}}{\text{Total Input Energy}}
    • Power: Efficiency=Useful Power OutputTotal Power Input\text{Efficiency} = \frac{\text{Useful Power Output}}{\text{Total Power Input}}
  • Nothing is 100% efficient; energy losses due to various factors.

Energy Resources

Renewable Sources
  • Solar, wind, hydroelectric, geothermal, wave power, biofuels.
  • Advantages: Sustainable, reduce pollution, minimal operational costs.
  • Disadvantages: Higher initial costs, space requirements, reliability issues.
Non-Renewable Sources
  • Fossil fuels (coal, oil, gas); finite supply and environmental impact.
  • Trends indicate a shift towards increasing renewable energy use.

Energy Stores and Transfers

Types of Energy Stores
  • Kinetic, thermal, chemical, elastic potential, gravitational potential, electrostatic, magnetic, nuclear.
  • Energy Transfer Methods: Mechanically, electrically, heating.

Conservation of Energy

  • Energy cannot be created or destroyed, only transformed.
  • Some energy is lost as waste during transfers.

Power

  • Power is the rate of energy transfer: P=EtP = \frac{E}{t} or P=WtP = \frac{W}{t}.
  • Reducing friction with lubrication can help reduce wasted energy transferred to the environment.

Heat Transfer

  • Conduction: Heat transfer through vibrations in solids.
  • Convection: Heat transfer in fluids causing density changes and currents.
  • Insulation: Reduces heat loss in buildings (e.g., double glazing, cavity walls).

Specific Energy Calculations

  • Kinetic Energy (E<em>kE<em>k): E</em>k=12mv2E</em>k = \frac{1}{2} m v^2 (where mm is mass and vv is speed).
  • Gravitational Potential Energy (E<em>pE<em>p): E</em>p=mghE</em>p = m g h (where mm is mass, gg is gravitational field strength, and hh is height).
  • Elastic Potential Energy (E<em>eE<em>e): E</em>e=12ke2E</em>e = \frac{1}{2} k e^2 (where kk is the spring constant and ee is extension).
  • Thermal Energy (ΔE\Delta E): ΔE=mcΔθ\Delta E = m c \Delta \theta (where mm is mass, cc is specific heat capacity, and Δθ\Delta \theta is temperature change).
  • Chemical Energy: Energy stored in chemical bonds; often calculated based on energy density and mass (E=m×specific energy storeE = m \times \text{specific energy store}) or energy transfer over time (E=P×tE = P \times t).