level of a field quantity
natural logarithm of the quotient of a field quantity and a reference field quantity
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level of a field quantity
Summary
Key Facts
- level of a field quantity's subclass of is recorded as logarithmic quantity[1].
- level of a field quantity's described by source is recorded as ISO 80000-3:2006 Quantities and units — Part 3: Space and time[2].
- level of a field quantity's defining formula is recorded as L_{F} = \ln \frac{F}{F_{0}}[3].
- level of a field quantity's ISQ dimension is recorded as 1[4].
- level of a field quantity's maintained by WikiProject is recorded as WikiProject Mathematics[5].
- level of a field quantity's in defining formula is recorded as L_F[6].
- level of a field quantity's in defining formula is recorded as F[7].
- level of a field quantity's in defining formula is recorded as F_0[8].
- level of a field quantity's quantity symbol is recorded as L_F[9].
- level of a field quantity's recommended unit of measurement is recorded as neper[10].
- level of a field quantity's recommended unit of measurement is recorded as bel[11].