What is a homologous series? (spec 4.2)
Five features — same general formula, same functional group, similar chemistry, trend in physical properties, differ by CH₂.
Organic chemistry has millions of compounds, but they are sorted into families called homologous series. A homologous series is a family of organic compounds that share five key features:
- Same general formula — every member fits one formula (e.g. all alkanes fit CₙH₂ₙ₊₂).
- Same functional group — the same reactive part, so they react in the same way.
- Similar chemical properties — because they have the same functional group.
- A gradual trend in physical properties — melting point, boiling point and viscosity change smoothly as the chain gets longer.
- Adjacent members differ by CH₂ — each member has one more carbon and two more hydrogens than the one before it.
The prefix 'homo-' means 'same' — same chemistry, just different chain lengths.
Two homologous series you must know for Double Award:
Alkanes — general formula CₙH₂ₙ₊₂.
- Examples: methane CH₄, ethane C₂H₆, propane C₃H₈, butane C₄H₁₀.
- They contain only single C–C bonds (no functional group).
Alkenes — general formula CₙH₂ₙ (n ≥ 2).
- Examples: ethene C₂H₄, propene C₃H₆, butene C₄H₈.
- They contain one C=C double bond — this is their functional group.
Why the trend in physical properties is smooth. Each time you add a CH₂ group the molecule gets a bit heavier and bigger. Larger molecules have more electrons and a larger surface area, so the forces of attraction between molecules are stronger. This means more energy is needed to separate them — so boiling point rises steadily as the chain gets longer.
- Homologous series = same general formula + same functional group + similar chemistry + trend in physical properties + differ by CH₂.
- Alkanes: CₙH₂ₙ₊₂ (methane, ethane, propane, butane).
- Alkenes: CₙH₂ₙ (ethene, propene, butene) — functional group C=C.
- Adjacent members differ by CH₂ (one extra C and two extra H).
- Boiling point rises along a series because larger molecules have stronger forces between them.
See the full worked example for homologous series, functional group and isomerism →