Physics/Chemistry Yr10 mock

Cards (188)

  • Pressure in gases
    Particles in a gas are in constant motion, moving quickly and randomly in all directions
  • Pressure in gases
    1. Gas placed in sealed container
    2. Particles collide with walls of container
    3. Causes pressure
  • Low pressure
    • Fewer particles
    • Fewer collisions
    • Not as much force towards side of container
    • Overall lower pressure
  • High pressure
    • More particles
    • More collisions
    • More force towards side of container
    • Overall higher pressure
  • Gas is heated
    • Particles have more energy
    • Move faster
    • Increases number of collisions with container
    • More force applied
    • Increases pressure
  • Low temperature
    • Particles have less kinetic energy
    • Fewer collisions
    • Slower
    • Less force, less pressure
  • High temperature
    • Particles have more kinetic energy
    • More collisions with sides
    • Move faster
    • More force, more pressure
  • Temperature is proportional to kinetic energy
  • Density
    • Measure of how much mass (particles) there is in a particular volume (space)
    • The more particles in a particular volume, the higher the density
  • Solid
    • High density
    • Lots of particles in a small volume
  • Liquid
    • Slightly lower density as particles are more spread out
  • Gas
    • Low density
    • Small amount of particles in a low volume
  • Density calculation
    Density (kg/m³) = mass (kg) / Volume ()
  • Particle model

    • All materials are made from particles (atoms or molecules)
    • Arrangement of particles determines whether a substance is a solid, liquid or gas
  • Solid
    • Particles vibrate slowly
    • Fixed positions
    • Need neat lattice
    • Low energy
  • Liquid
    • Particles vibrate faster
    • Touching
    • Can flow
    • Disorganised lattice structure
    • Higher energy
  • Gas
    • Particles vibrating faster
    • Move around/move anywhere
    • No neat lattice structure
    • High energy
  • Limitations (problems) with the particle model
  • Specific latent heat
    • Energy needed to cause a change of state, different for different substances
    • Energy required to make one kilogram of a substance change its state without a temperature change
  • Specific latent heat calculation examples
    • 15kg of substance with 30500 J/kg SLH requires 457500J
    1. 25kg of substance with 2800 J/kg SLH requires 210,000J
    2. 22kg of substance requires 16500J to melt, SLH = 750J/kg
    3. 800g of substance requires 0.04kJ to evaporate, SLH = 50J/kg
  • Evaporation vs boiling
    Boiling - liquid completely changes to gas at boiling point
    Evaporation - some particles turn to gas below boiling point
  • How evaporation occurs

    Evaporation occurs at surface of liquid
    Particles with most energy leave liquid, decreasing average energy and cooling the liquid
  • Energy transfers
    Energy can be transferred to or from a store
  • Types of energy transfers

    • Mechanical energy transfers
    • Electrical energy transfer
    • Heating energy transfer
    • Waves (e.g. light, sound)
  • Dissipation of energy
    Energy transfers can be useful or not useful. Whenever energy is transferred, some of the energy is dissipated (lost)
  • Energy cannot be created or destroyed. This means that in a closed system, the total energy remains the same, even though it may be stored in different ways. This is called conservation of energy.
  • Joules (J)
    The unit used to measure energy stored or transferred
  • Energy transfer examples

    • Torch
    • Washing Machine
    • Hairdryer
  • Efficiency
    A measure of how much of the energy transferred is useful, calculated as useful energy out / total energy in
  • Calculating efficiency

    1. Useful energy out / total energy in
    2. Multiply by 100 to get percentage
  • Reducing unwanted energy transfers
    • Using insulation to reduce heat loss
    • Using lubrication to reduce friction
  • Kinetic energy

    The energy of motion, calculated as 0.5 x mass x velocity^2
  • Elastic potential energy

    The energy stored in an object that has been squashed or stretched, calculated as spring constant x extension^2
  • Kinetic energy store

    Depends on the mass of the object and the speed it is travelling at
  • Increasing the speed

    Increases the kinetic energy store of the object
  • Increasing the mass

    Increases the kinetic energy store of the object
  • Example 1: Car
    • Mass = 1600kg, Speed = 10 m/s, Kinetic Energy = 800,000 J
  • Example 2: Bus

    • Mass = 5040kg, Speed = 13.9 m/s, Kinetic Energy = 486,889.2 J
  • Elastic potential energy

    Calculated using the equation: Elastic Potential Energy = 0.5 x Spring Constant x Extension^2
  • Example 1: Spring

    • Spring Constant = 15 N/m, Extension = 0.5m, Elastic Potential Energy = 1.875 J