Energy change = mass x
specific heat capacity x
change in temperature
Specific Heat Capacity -
Energy needed to raise 1 kg
of a substance by 1K
Solids - Fixed positions, strong attraction between
molecules
Liquid - constantly moving, attraction between
molecules
Gas - constant random motion, no attraction
Specific Latent Heat of fusion of vaporisation is
the thermal energy required to change the state
of 1kg of a substance
Energy change = SLH x mass
Ideal Gasses
Boyle's Law: pV=constant
Charles' Law: V/T=constant
Pressure Law: p/T = constant
- Large number of molecules in rapid random motion - Collision between molecules are elastic -
Gravitational force is negligible - no intermolecular forces except during collisions - total volumes of
molecules is negligible compared to the volume of the container -
pV=nRT n-number of moles, R-molar gas
constant
R = 8.31 J mol^-1
K^-1
pV=NkT N-number of molecules, k-Boltzmann's constant
k = R/Avagadro's constant = 1.38x10 JK^-1
Avagadro's constant = 6.02x10^23 mol^1
For one molecule of gas
Pressure of Ideal
Gasses
Pressure is the combined force of all the molecules colliding with the
walls of the container at any given time
The force a particle exerts in proportion to it's change of
momentum (2 x mass x velocity) when it rebound of a wall
c bar squared is the square of the mean speed of a particle
Real gasses are closest to ideal gasses when the pressure is low but the temperature is
high
Internal Energy
andTemperature
Change of state is a change in Internal energy, but not temperature
because molecules gain potential energy, not kinetic
Thermal energy is always transferred from higher temperature regions to
lower ones
The higher the temperature - both the average and maximum speeds increase, and the
speed distribution in the gas also increases
When particles collide, sometimes they can either gain or lose speed (and energy), this doesn't alter
the total energy in the system
Internal Energy is the sum of the kinetic and potential energy of particles in
the system
Kinetic Energy=(3/2)kT
Average kinetic energy is proportional to Boltzmann's constant x absolute
temperature