Chapter 5 States of Matter Flashcards
Gas Pressure
Gases in a container exert a pressure as the gas molecule are constantly colliding with the wall of the container
Changing gas volume
- Decreasing the volume (at constant temperature) of the container causes the molecules to be squashed together which results in more frequent collisions with the container wall
- The pressure of the gas increases
- The volume is therefore inversely proportional to the pressure (at constant temperature)
- —-A graph of volume of gas plotted against 1/pressure gives a straight line
Changing gas temperature
- Increasing the temperature (at constant volume) of the gas causes the molecules to gain more kinetic energy
- This means that the particles will move faster and collide with the container walls more frequently
- The pressure of the gas increases
- The temperature is therefore directly proportional to the pressure (at constant volume)
- —A graph of temperature of gas plotted against pressure gives a straight line
The kinetic theory of gases states that
molecules in gases are constantly moving
- The theory makes the following assumptions:
- The gas molecules are moving very fast and randomly
- The molecules hardly have any volume
- The gas molecules do not attract or repel each other (no intermolecular forces)
- No kinetic energy is lost when the gas molecules collide with each other (elastic collisions)
- The temperature of the gas is related to the average kinetic energy of the molecules
ideal gases def
Gases that follow the kinetic theory of gases
The volume that an ideal gas occupies depends on:
Its pressure
Its temperature
Limitations of the ideal gas law
-At low temperatures and high pressures real gases do not obey the kinetic theory
Real gases therefore do not obey the following kinetic theory assumptions at low temperatures and high pressures:
- There is zero attraction between molecules (due to attractive forces, the pressure is lower than expected for an ideal gas)
- The volume of the gas molecules can be ignored (volume of the gas is smaller than expected for an ideal gas)
At low temperatures and high pressures real gases do not obey the kinetic theory as under these conditions:
- Molecules are close to each other
- There are instantaneous dipole- induced dipole or permanent dipole- permanent dipole forces between the molecules
- These attractive forces pull the molecules away from the container wall
- The volume of the molecules is not negligible
Ideal gas equation
pV = nRT
- p = pressure (pascals, Pa)
- V = volume (m3)
- n = number of moles of gas (mol)
- R = gas constant (8.31 J K-1 mol-1)
- T = temperature (kelvin, K)
- The ideal gas equation can also be used to calculate the molar mass (Mr) of a gas
Calculating the volume of a gas
Step 1: Rearrange the ideal gas equation to find volume of gas
Step 2: Calculate the volume the oxygen gas occupies
Lattice Structures
- Most ionic, metallic and covalent compounds are crystalline lattice
- The ions, atoms or molecules are arranged in a regular and repeating arrangement
Giant ionic lattices
- Ionic compounds are arranged in giant ionic lattices (also called giant ionic structures)
- The type of lattice formed depends on the sizes of the positive and negative ions which are arranged in an alternating fashion
Covalent lattices
-Covalent compounds can be arranged in simple molecular or giant molecular lattices
- -Simple molecular lattices: Iodine, buckminsterfullerene (C60) and ice
- -Giant molecular: silicon(IV) oxide, graphite and diamond
Metallic lattices
- Metals form giant metallic lattices in which the metal ions are surrounded by a ‘sea’ of delocalised electrons
- The metal ions are often packed in hexagonal layers or in a cubic arrangement