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There are a number of classes/props that describe units of measure and their characteristics, eg:
UnitOfMeasure UnitQuantity ExternalUnitOfMeasure ExternalUnitQuantity baseForConversion memberUnits
However, these don't capture all the complexity of UOMs, eg dimension vectors, conversion factors, systems of units, etc.
Reuse a well established ontology of UoM, eg QUDT, rather than making your own partial ontology.
The text was updated successfully, but these errors were encountered:
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There are a number of classes/props that describe units of measure and their characteristics, eg:
However, these don't capture all the complexity of UOMs, eg dimension vectors, conversion factors, systems of units, etc.
Reuse a well established ontology of UoM, eg QUDT, rather than making your own partial ontology.
The text was updated successfully, but these errors were encountered: