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Siemens
 

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Siemens (unit)





DEFINITION


For a device with Electrical Resistance ''R'', the Conductance ''G'' is defined as

G = rac1R = rac{I}V,

where

The unit siemens for the conductance ''G'' is defined by
:\mbox{S} = \Omega^{-1} = \dfrac{\mbox{A}}{\mbox{V}} = \dfrac{\mbox{s}^{3} \cdot \mbox{A}^2}{\mbox{m}^2 \cdot \mbox{kg}}
Note that the last term is in SI Base Units where A is the abbreviation for Ampere , the unit of Electric Current ; kg is the abbreviation for Kilogram ; m is the abbreviation for Metre ; and s is the abbreviation for the time unit Second .

So for a device with conductance one siemens, then the Electric Current through it with one Volt across it is one Ampere , and for each extra volt across it the electric current through it increases by one ampere.

Example: The conductance of a resistor with resistance six Ohm s is ''G'' = 1/(6 Ω) = 0.166 S.


SI MULTIPLES



MHO


The siemens is equivalent to the previously used term ''mho'' unit, which was derived from spelling ''ohm'' backwards and written with an upside-down capital ) it is common to write the symbol for Second incorrectly as S instead of s, causing potential confusion.