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 (m³)
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
25kg of substance with 2800 J/kg SLH requires 210,000J
22kg of substance requires 16500J to melt, SLH = 750J/kg
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