Units of Measurement

The Megalithic Yard Hypothesis

Alexander Thom’s 0.829 m quantum is a famous statistical reconstruction from megalithic surveys, not a securely attested Neolithic ruler.

QuantityLength
PlaceBritain and Brittany
Working value0.829 m
Evidence signal± 0.03 mlow confidence

The distinctive point

Megalithic yard (Thom hypothesis): a value with room for evidence

Thom’s proposed yard is a statistical reconstruction. The converter’s 0.829 m value lets the hypothesis be tested; a close fit alone cannot establish a shared prehistoric ruler.

Basis: statistical-hypothesis. Check the record source.

No same-system neighbour is modelled; the source and period carry the context.

Length scale graphic for Megalithic yard (Thom hypothesis)One metre is 1.2063 times one Megalithic yard (Thom hypothesis).0.829 magainst one metre
One metre is 1.2063 times one Megalithic yard (Thom hypothesis). Graphic values come from the same matrix as the converter.

A proposed prehistoric ruler

The megalithic yard is a modern statistical hypothesis about prehistoric Britain and Brittany, associated with Alexander Thom’s surveys. It is not an attested Druid standard. The converter uses a rounded 0.829 m so the hypothesis can be reproduced; the proposed prehistoric use remains disputed.12

The catalogue’s ±0.03 m allowance and low label are site conventions. They are not Thom’s reported estimation error, a construction tolerance, or a probability that the unit existed. Relevant local survey and critique papers are held; their claims still require exact source and model boundaries.

Proposed unitSite allowance

What the unit meant

Engineer Alexander Thom argued that British and Breton megalith builders used a common unit of about 2.72 feet or 0.829 m. His case came from statistical clustering in surveyed circle diameters rather than a marked rod, text, or inscription. The proposal became central to debates about prehistoric geometry, astronomy, and the organisation required to transmit a standard.

How this site models it

The converter includes Thom’s 0.829 m value so readers can reproduce the hypothesis against Stonehenge and other plans. It is labelled interpretive reconstruction, given low confidence, and assigned a broad plus or minus 0.03 m uncertainty. That treatment preserves the mathematical question without promoting the unit to measured historical fact.

Worked conversion10 Megalithic yard (Thom hypothesis) equal 8.29 metres using the representative shown below. Open this exact conversion.

What not to infer

Statistical evidence depends on sample selection and alternative models. Porteous argues that approximate pacing must be compared with the exact shared-unit hypothesis. A full regional reanalysis is outside this short conversion dossier. A match in megalithic yards is a result to investigate, not proof that builders carried one standard rod across prehistoric Britain.

Stonehenge: the case-study lens

The world’s best-known prehistoric stone circle combines strong solar geometry with the enduring and disputed claim that megalith builders shared a standard yard. This pairing is a historically bounded investigation, not a claim that one decimal unlocks the whole building.

Open the full Stonehenge dossier.

Values in the site matrix

Standard Representative Site allowance Region Period Confidence
Megalithic yard (Thom hypothesis) 0.829 m ±0.03 m Britain and Brittany Neolithic and Early Bronze Age hypothesis low

Sources and Further Reading

  1. Alexander Thom, Archibald Stevenson Thom and Alexander Strang Thom, Stonehenge, Journal for the History of Astronomy 5 (1974), pp. 78–83. Survey and attributed megalithic-yard/rod reconstruction. Article record.
  2. Hugh L. Porteous, Megalithic Yard or Megalithic Myth?, Journal for the History of Astronomy 4 (1973), pp. 22–24. Alternative pacing model and limits of exact-unit inference. Article record.