Solid
Strong forces of attraction hold particles close together in fixed, regular arrangement
Particles don’t have much energy so can only vibrate about fixed positions
Liquid
Weaker forces of attraction between particles
Particles close together, but can move past each other and form irregular arrangements
More energy than particles in solid
Particles move in random directions at low speeds
Gas
Almost no forces of attraction between particles
Particles have more energy than those in liquids/solids
Free to move
Travel in random directions at high speeds
Melting
Extra energy makes particles vibrate faster until eventually forces between them are partly overcome and particles start to move around
Boiling
When you heat liquid, extra energy is transferred into particles’ KE stores, making them move faster
Eventually, when enough of particles have enough energy to overcome attraction to each other, big bubbles of gas form in liquid
Evaporation
When particles escape from liquid and become gas particles
Particles can evaporate from liquid below liquid’s boiling point
Particles near surface of liquid can escape and become gas particles if:
Particles are travelling in right direction to escape liquid
Particles are travelling fast enough (have enough energy in KE stores) to overcome attractive forces of other particles
Fastest particles are most likely to evaporate from liquid
When they do, the avg. speed + energy in KE stores of remaining particles decreases
Decrease in avg. particle energy means temp of remaining liquid falls - liquid cools
Gas pressure
As gas particles move around, they randomly collide with each other and whatever else is in the way
Gas particles have mass, though very light
When they collide with something, they exert force on it and their momentum + direction change
In sealed container, gas particles smash against wall’s - creating outward pressure
Pressure depends on speed of particles + how often they hit walls
Absolute zero
273ᵒC / 0K
The coldest that anything can ever get
At absolute zero, particles have as little energy in KE stores as possible
Start of Kelvin scale
Temp conversion (ᵒC to K)
ᵒC → K = +273
K → ᵒC = -273
Gas temp and speed of particles
Gases consist of very small particles, constantly moving in random directions
Particles take up hardly any space
Particles constantly collide with and bounce off each other + container walls
If you increase temp of gas, particles get more energy
Double temp (measured in K) = double average energy in KE stores of particles
As you heat up gas, average speed of particles increases
Anything moving has energy in KE store, equal to 1/2mv²
Relationship of pressure and volume in gas
Same fixed amount of gas in bigger container = pressure decrease, due to fewer collisions between gas particles and container walls
When volume reduced, particles get more squashed up and hit walls more frequently → larger force over smaller SA → increased pressure
Relationship of pressure and temp in gas
If you heat gas, particles move faster + have more energy in KE stores
Increase in energy → particles hit container walls harder and more frequently → larger force → more pressure
Temp (in K) and pressure are proportional - double temp of fixed amount of gas = double pressure
Equation: Pressure and Temp for fixed mass of gas at constant volume
Pressure₁/Temp₁ = Pressure₂/Temp₂
p₁/T₁ = p₂/T₂
[Pa]/[K] = [Pa]/[K]
Equation: Pressure and Volume for fixed mass of gas at constant temp
Pressure₁*Volume₁ = Pressure₂*Volume₂
p₁V₁ = p₂V₂
[Pa]*[m³] = [Pa]*[m³]