ONTOLOGY EXPLORER
quantity dimension
<https://www.omg.org/spec/Commons/QuantitiesAndUnits/QuantityDimension>
プロパティと値
| プロパティ | 値 |
|---|---|
| source | "ISO 11240 Health informatics - Identification of medicinal products - Data elements and structures for the unique identification and exchange of units of measurement, clause 3.1.9" |
| source | "ISO 80000-1:2009 Quantities and units - Part 1: General, clause 3.7" |
| source | "https://www.omg.org/spec/SysML/"^^<http://www.w3.org/2001/XMLSchema#anyURI> |
| type | Class |
| label | "quantity dimension" |
| subClassOf | Classifier |
| subClassOf | _:c14n2617 |
| definition | "expression of the dependence of a quantity on the base quantities of a system of quantities as a product of powers of factors corresponding to the base quantities, omitting any numerical factor" |
| note | "A power of a factor is the factor raised to an exponent. Each factor is the dimension of a base quantity." |
| note | "In a given system of quantities,\n- quantities of the same kind have the same quantity dimension,\n- quantities of different quantity dimensions are always of different kinds, and\n- quantities having the same quantity dimension are not necessarily of the same kind." |
| note | "In deriving the dimension of a quantity, no account is taken of its scalar, vector, or tensor character." |
| note | "The conventional symbolic representation of the dimension of a base quantity is a single upper case letter in roman (upright) type. The conventional symbolic representation of the dimension of a derived quantity is the product of powers of the dimensions of the base quantities according to the definition of the derived quantity. The dimension of a quantity Q is denoted by dim Q." |
| synonym | "dimension of a quantity" |
| synonym | "dimension" |