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A conventional electrical unit (or simply conventional unit where there is no risk of ambiguity) is a unit of measurement in the field of electricity which is based on the conventional values of the Josephson constant and the von Klitzing constant agreed by the International Committee for Weights and Measures (CIPM) in 1988. These units are very similar in scale to their corresponding SI units, but are not identical because of their different definition. They are distinguished from the corresponding SI units by setting the symbol in italic typeface and adding a subscript "90" – eg, the conventional volt has the symbol V90 – as they came into international use on 1 January 1990.

[edit] Definition

Conventional electrical units are based on defined values of the Josephson constant and the von Klitzing constant, which allow practical measurements of electromotive force and electrical resistance respectively.

Constant Conventional (defined) value
(CIPM, 1988)
Empirical value (in SI units)
(CODATA, 2006)
Josephson constant KJ–90 = 483 597.9 GHz/V90 KJ = 483 597.891(12) GHz/V
von Klitzing constant RK–90 = 25 812.807 Ω90 RK = 25 812.807 557(18) Ω
  • The conventional volt, V90, is the electromotive force (or electric potential difference) measured against a Josephson effect standard using the defined value of the Josephson constant, KJ–90.
  • The conventional ohm, Ω90, is the electrical resistance measured against a quantum Hall effect standard using the defined value of the von Klitzing constant, RK–90.
  • Other conventional electrical units are defined by the normal physical relationships, as in the conversion table below.

[edit] Conversion to SI units

Unit Definition SI equivalent (CODATA 2006)
conventional volt see above V90 = (KJ–90/KJ) V = [1 + 1.9(2.5) × 10–8] V
conventional ohm see above Ω90 = (RK/RK–90) Ω = [1 + 2.159(68) × 10–8] Ω
conventional ampere A90 = V90/Ω90 A90 = [1 – 0.3(2.5) × 10–8] A
conventional coulomb C90 = A90s = sV90/Ω90 C90 = [1 – 0.3(2.5) × 10–8] C
conventional watt W90 = A90V90 = V902/Ω90 W90 = [1 + 1.6(5.0) × 10–8] W
conventional farad F90 = C90/V90 = s/Ω90 F90 = [1 – 2.159(68) × 10–8] F
conventional henry H90 = Ω90s H90 = [1 + 2.159(68) × 10–8] H

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