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Boyle’s law
For a given quantity of a gas, at a constant temperature pressure is inversely proportional to volume.
Charles law
For a given quantity of a gas, given a constant pressure, temperature is directly proportional to the volume
Pressure law
For a given quantity of a gas, given a constant volume, pressure is directly proportional to the temperature
To calculate the number of molecules/atoms
Moles x avogadros constant
Change of phase
Transitions between solids, liquids and gases. During a change of phase, there is a change of internal energy but not temperature
Thermal equillibrium
A stable state where there is no thermal heat transfer between two regions
Absolute temperature
A temperature value relative to absolute zero
Brownian motion
The random motion of particles
Work done is equal to:
Pressure x change in volume
Specific latent heat of fusion
Energy required for 1 kilogram of a substance to change state from solid to liquid or liquid to solid, where energy is taken in when changing from solid to liquid
Specific latent heat of vaporisation
Energy required for 1kg of a substance to change state from liquid to gas and vice versa, where energy is taken in from liquid to gas
Equation for boyles law
P1V1 = P2V2
Factors for brownian motion
Temperature, size, density of the medium
What does the temperature do in brownian motion
Increase in random motion
What does size do for BM
Smaller size = more random and jerky motion
What does the density do for BM
Lower density, more random and jerky motion
2 types of forces
Cohesive forces, adhesive forces
Triple point
Point where all 3 states of matter coexist
What is the ideal gas law
pV = NkT
Kinetic theory of gases
PV = 1/3(Nmv²)
5 ideal gas assumptions
Molecules are considered as hard identitcal spheres
All collisions between molecules are elastic and all motion is frictionless
Time of collision is negligible as compared to mean free path
Volume of particles are negligible
Gas molecules are constantly moving in random directions