Energy

    Cards (37)

    • What is a system in the context of energy stores?

      A system is an object or group of objects.
    • How does the way energy is stored change when a system changes?

      The way energy is stored also changes when a system changes.
    • What happens to the kinetic energy of a ball when it rolls and hits a wall?

      • The system is the moving ball.
      • When it hits the wall, some of the kinetic energy is transferred as sound.
    • What occurs to the kinetic energy of a vehicle when it slows down?

      • The system is the moving vehicle.
      • Kinetic energy transfers to thermal energy due to friction between wheels and brakes.
    • What is the formula for calculating kinetic energy?

      Ek=E_k =12mv2 \frac{1}{2} mv^2
    • What do the variables in the kinetic energy formula represent?
      m is mass in kilograms, v is speed in meters per second, and Ek is kinetic energy in joules.
    • What type of energy is stored in a spring when it is stretched?
      Elastic potential energy.
    • What is the formula for elastic potential energy?

      Ee=E_e =12ke2 \frac{1}{2} ke^2
    • What do the variables in the elastic potential energy formula represent?
      Ee is elastic potential energy in joules, k is the spring constant in N/m, and e is extension in meters.
    • What is the formula for gravitational potential energy?

      Ep=E_p =mgh mgh
    • What do the variables in the gravitational potential energy formula represent?
      Ep is gravitational potential energy in joules, m is mass in kg, g is gravitational field strength in N/kg, and h is height in meters.
    • What is specific heat capacity?
      It is the energy required to raise the temperature of 1 kg of a substance by 1°C or 1K.
    • What is the formula for calculating thermal energy change?
      E=E =mcΔT mc\Delta T
    • What do the variables in the thermal energy change formula represent?

      ∆E is change in thermal energy in joules, m is mass in kg, c is specific heat capacity in J/kg°C, and ∆T is temperature change in °C.
    • How is power defined?

      Power is the rate at which energy is transferred or the rate at which work is done.
    • What is the formula for calculating power?
      P=P =Et= \frac{E}{t} =Wt \frac{W}{t}
    • What do the variables in the power formula represent?
      P is power in watts, E is energy transferred in joules, t is time in seconds, and W is work done in joules.
    • What does an energy transfer of 1 joule per second equal in terms of power?
      It equals a power of 1 watt.
    • How can the power of two motors A and B be compared?
      • The motor that can do the same work faster is more powerful.
      • This is because energy is transferred at a faster rate.
    • What are the ways energy can be transferred?
      • Energy can be transferred usefully, stored, or dissipated.
      • Energy cannot be created or destroyed.
    • What happens to energy during system changes?
      • Energy is dissipated, stored in less useful ways.
      • This energy is often described as being 'wasted.'
    • How can energy waste be reduced?
      • Lubrication (e.g., oil in a motor reduces friction).
      • Thermal insulation (e.g., double glazing reduces thermal energy loss).
    • What is thermal conductivity?

      It is the ability of a material to allow heat to travel through it.
    • How does thermal conductivity affect energy transfer in buildings?
      The higher the thermal conductivity, the higher the rate of energy transfer by conduction across the material.
    • What happens to the rate of cooling in buildings with thick walls and low thermal conductivity?
      • The rate of cooling is low.
      • If walls are thin metal sheets, heat would be lost very quickly.
    • What is efficiency in the context of energy systems?
      Efficiency is the ratio of useful work done to the energy supplied, often expressed as a percentage.
    • What is the formula for calculating efficiency?
      efficiency=\text{efficiency} =useful energy outputtotal energy input= \frac{\text{useful energy output}}{\text{total energy input}} =useful power outputtotal power input \frac{\text{useful power output}}{\text{total power input}}
    • How can the efficiency of a system be increased?
      • By reducing waste output (e.g., lubrication, thermal insulation).
      • By recycling waste output (e.g., absorbing thermal waste and recycling as input energy).
    • What are the main non-renewable energy sources?
      • Fossil Fuels (coal, oil, gas)
      • Nuclear Fuel
    • What are the main renewable energy sources?
      • Biofuel
      • Wind
      • Hydro-electricity
      • Geothermal
      • Tidal
      • Solar
      • Water waves
    • What is the difference between renewable and non-renewable energy?
      Renewable energy can be replenished as it is used, while non-renewable energy cannot.
    • Why is renewable energy becoming more important?

      Due to the finite lifetime of fossil fuels, the development of renewable energy has become more important.
    • What are some reliability issues with renewable energy sources?
      • Solar energy doesn’t work in bad weather or at night.
      • Wind energy is only intermittent.
    • What are the main uses of energy?
      • Transport
      • Electricity generation
      • Heating
    • What are some environmental impacts of energy extraction and use?
      • Fossil fuels involve destroying landscapes.
      • Wind turbines can be considered an eyesore.
      • Fossil fuels release harmful emissions.
      • Solar and wind create electricity with no emissions.
    • How did the industrial revolution affect energy use?
      • Fossil fuels became an important source of energy due to ease of mining and high energy output.
      • Renewable energy has become more suitable only recently due to technological advancements.
    • What challenges are associated with increasing energy resource use?
      • Increasing pressure to meet public power demands.
      • Difficulty in solving environmental issues due to political, social, ethical, and economic considerations.