Kinetic Theory - Effects of Temperature & Pressure
Chemistry: Cambridge International GCSE Supplement, topic 1.1.6
Kinetic Theory: Effects of Temperature and Pressure on Gas Volume
Gas particles move fast and are influenced by temperature and pressure. Kinetic theory explains this behaviour.

Kinetic particle theory basics
- The kinetic theory explains gas behaviour by particle motion.
- Gas particles move fast in all directions.
- Higher temperature means particles move faster.
- Particles collide with container walls, creating pressure.
- Gas volume depends on particle movement and collisions.

Effect of temperature on gas volume
- Heating gas increases particle speed.
- Faster particles hit container walls harder and more often.
- Increased speed pushes walls outwards if flexible.
- Thus, gas volume increases with temperature at constant pressure.
- This explains why hot air balloons rise.
- Charles' law (1787) describes this volume-temperature link.

Effect of pressure on gas volume
- Pressure is the force from particle collisions per area.
- Increasing pressure pushes particles closer.
- Particles collide more often but have less space to move.
- This reduces gas volume at constant temperature.
- Boyle's law (1662) relates pressure and volume in gases.
- Compressing gases in syringes shows this effect.

Real gases and limits of theory
- Kinetic theory assumes no particle attraction.
- High pressure or low temperature causes particles to stick together.
- Gas behaves less ideally near condensation points.
- Gas volume changes are not perfect in real life.
- However, kinetic theory helps predict general trends.

Summary and key points
- Temperature rise increases gas particle speed, raising volume.
- Pressure increase squeezes particles, reducing volume.
- Charles' and Boyle's laws quantify these relationships.
- Kinetic theory links particle motion to gas volume changes.
Test yourself on Kinetic Theory - Effects of Temperature & Pressure
At constant temperature, how does increasing pressure affect the volume of a gas?