IB Chemistry Structure 1 1.5 Ideal Gases 1.5.2
1.5.2
Structure 1.5 HL Extension ⏱️ ~4 min revision

Real Gas Deviations

When and why real gases stop behaving ideally.

HL Extension

Real Gas Behaviour & Ideality Limitations

This is Higher Level (HL) content.

No real gas behaves ideally under all conditions. Deviations occur overwhelmingly under extreme conditions: specifically, low temperature and high pressure.

Why Real Gases Deviate

Deviation Cause

Low Temperature: Intermolecular Forces Engage

At low temperatures, particle kinetic energy decreases significantly. Particles move sluggishly and intermolecular attractive forces are no longer negligible. Particles pull on one another, colliding with container walls with reduced force: observed pressure is lower than ideal predictions (\(p_{\text{real}} < p_{\text{ideal}}\)).

Deviation Cause

High Pressure: Molecular Volume Non-Negligible

Under immense pressure, particles are forced into close proximity. The volume occupied by the particles themselves becomes a significant fraction of the total space. The actual volume available for motion is reduced: measured volume is greater than ideal predictions (\(V_{\text{real}} > V_{\text{ideal}}\)).

Optimal Ideality

When Does a Gas Behave Most Ideally?

A gas behaves most like an ideal gas at high temperature (particles have high kinetic energy, overcoming intermolecular attractions) and low pressure (particles are widely separated, rendering particle volume negligible).

Compressibility Factor (Z) vs Pressure

Ideal vs Real Gas Pressure, P (atm) Compressibility Factor, Z (PV/nRT) 1.0 0.0 Ideal Gas H₂ N₂ CO₂ Z < 1 Attractive forces dominate (P_real < P_ideal) Z > 1 Molecular volume dominates (V_real > V_ideal)

Summary: Which Assumption Breaks Down?

Condition Assumption That Breaks Down Observed Effect
Low temperature "No intermolecular forces" Preal < Pideal
High pressure "Negligible particle volume" Vreal > Videal

Which Gases Deviate the Most?

Gas Polarity

Molecular Mass & Intermolecular Force Effects

  • Gases closest to ideal: Small, non-polar molecules with weak London dispersion forces (e.g. Helium, Hydrogen).
  • Gases deviating most: Large molecules with strong London dispersion forces, and polar molecules with dipole-dipole or hydrogen bonding (e.g. NH₃, H₂O, CO₂).
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