States of Matter Flashcards
Define
ideal gas and the ideal gas equation
A gas whose volume varies in proportion to the temperature and in inverse proportion to the pressure.
pV = nRT
List the basic assumptions of the kinetic theory as applied to an ideal gas
- gas molecules move rapidly and randomly
- volume of the molecules is negligible
- no forces of attraction or repulsion between molecules
- all collsions are elastic, so no k.e. is lost
- temperature is related to average k.e. of molecules
Explain the limitations of ideality, and the conditions necessary for a gas to approach ideal behaviour
Real gases do not fit the assuptions of ideal gases as:
- there is attraction between molecules
- we cannot ignore the volume of the molecules
For a gas to approach ideal behaviour, the gas:
- must have a small atomic radius
- must have a low number of electrons so minimised induced dipole-dipole forces
This is why small noble gases such as helium and neon approach ideal behaviour
themselves
Explain the limitations of ideality at very high pressures and very low temperatures
- molecules are close to each other
- volume of molecules not negligible relative to container
- induced dipole-dipole forces present, pulling molecules to each other and away from container walls
As a result:
- pressure is lower than expected from ideal gas
- effective volume is less than expected from ideal gas
Describe, using a kinetic-molecular model, the liquid state, freezing and melting
- particles are close to each other
- enough k.e. to slide past each other randomly
- sometimes arranged in a slightly ordered way, but this is constantly changing
- intermolecular forces (IMF) ≈ kinetic forces (KF)
- when energy decreases, liquid freezes
- as a solid, IMF > KF
- when a solid is heated, solid melts
- IMF weakened
Explain vaporisation and condensation
Vaporisation: change from liquid to vapour
- Evaporation
- particles with most energy at liquid’s surface can escape
- temperature below boiling point
- Boiling
- IMF weaken enough and k.e. increases as temperature increases
- particles become free from each other at all points in the liquid
- happens at boiling point
Condensation: change from vapour to liquid
- molecules lose k.e. and come closer together
- experience increasing attraction
Explain the term
vapour pressure
The pressure exerted by a vapour in equilibrium with a liquid.
i.e. liquid molecules ⇌ vapour molecules
In a closed container, the molecules return to the liquid at the same rate as the molecules escape the liquid. The vapour molecules exert a force on the walls of the container, causing pressure. Vapour pressure increases with temperature.
The temperature at which vapour pressure = atmospheric pressure is the b.p. of the liquid.
Describe the lattice structure of an ionic solid
- Alternating anions and cations in cubic arrangement
- Each anion bonded to 6 cations; each cation bonded to 6 anions
Describe the lattice structure of a simple molecular solid (such as iodine).