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Electric conductance

Values for calculation

$ \{\text{Value}\in\mathbb{R}\} $
This set includes all real numbers.
$ \text{Value} $

Electric conductance converter

Electric conductance converter from siemens to megasiemens

$$ 1\ \mathrm{S}={1}\cdot{10^{-6}}\ \mathrm{MS}=1.0E-6\ \mathrm{MS} $$
$ 1.0E-6\ \mathrm{MS} $
Unrounded result
1.0E-6
$1\ \mathrm{S}={1}\cdot{10^{-6}}\ \mathrm{MS}=1.0E-6\ \mathrm{MS}$
Equations in LaTeX code
1\ \mathrm{S}={1}\cdot{10^{-6}}\ \mathrm{MS}=1.0E-6\ \mathrm{MS}

Electric conductance converter from siemens to kilosiemens

$$ 1\ \mathrm{S}={1}\cdot{10^{-3}}\ \mathrm{kS}=0.001\ \mathrm{kS} $$
$ 0.001\ \mathrm{kS} $
Unrounded result
0.001
$1\ \mathrm{S}={1}\cdot{10^{-3}}\ \mathrm{kS}=0.001\ \mathrm{kS}$
Equations in LaTeX code
1\ \mathrm{S}={1}\cdot{10^{-3}}\ \mathrm{kS}=0.001\ \mathrm{kS}

Electric conductance converter from siemens to millisiemens

$$ 1\ \mathrm{S}={1}\cdot{10^3}\ \mathrm{mS}=1000\ \mathrm{mS} $$
$ 1000\ \mathrm{mS} $
Unrounded result
1000
$1\ \mathrm{S}={1}\cdot{10^3}\ \mathrm{mS}=1000\ \mathrm{mS}$
Equations in LaTeX code
1\ \mathrm{S}={1}\cdot{10^3}\ \mathrm{mS}=1000\ \mathrm{mS}

Electric conductance converter from siemens to microsiemens

$$ 1\ \mathrm{S}={1}\cdot{10^6}\ \mathrm{μS}=1000000\ \mathrm{μS} $$
$ 1000000\ \mathrm{μS} $
Unrounded result
1000000
$1\ \mathrm{S}={1}\cdot{10^6}\ \mathrm{μS}=1000000\ \mathrm{μS}$
Equations in LaTeX code
1\ \mathrm{S}={1}\cdot{10^6}\ \mathrm{μS}=1000000\ \mathrm{μS}

Electric conductance converter from siemens to ampere/volt

$$ 1\ \mathrm{S}={1}\ \mathrm{A/V}=1\ \mathrm{A/V} $$
$ 1\ \mathrm{A/V} $
Unrounded result
1
$1\ \mathrm{S}={1}\ \mathrm{A/V}=1\ \mathrm{A/V}$
Equations in LaTeX code
1\ \mathrm{S}={1}\ \mathrm{A/V}=1\ \mathrm{A/V}

Electric conductance converter from siemens to mho

$$ 1\ \mathrm{S}={1}\ \mathrm{mho}=1\ \mathrm{mho} $$
$ 1\ \mathrm{mho} $
Unrounded result
1
$1\ \mathrm{S}={1}\ \mathrm{mho}=1\ \mathrm{mho}$
Equations in LaTeX code
1\ \mathrm{S}={1}\ \mathrm{mho}=1\ \mathrm{mho}

Electric conductance converter from siemens to gemmho

$$ 1\ \mathrm{S}={1}\cdot{10^6}\ \mathrm{gemmho}=1000000\ \mathrm{gemmho} $$
$ 1000000\ \mathrm{gemmho} $
Unrounded result
1000000
$1\ \mathrm{S}={1}\cdot{10^6}\ \mathrm{gemmho}=1000000\ \mathrm{gemmho}$
Equations in LaTeX code
1\ \mathrm{S}={1}\cdot{10^6}\ \mathrm{gemmho}=1000000\ \mathrm{gemmho}

Electric conductance converter from siemens to micromho

$$ 1\ \mathrm{S}={1}\cdot{10^6}\ \mathrm{micromho}=1000000\ \mathrm{micromho} $$
$ 1000000\ \mathrm{micromho} $
Unrounded result
1000000
$1\ \mathrm{S}={1}\cdot{10^6}\ \mathrm{micromho}=1000000\ \mathrm{micromho}$
Equations in LaTeX code
1\ \mathrm{S}={1}\cdot{10^6}\ \mathrm{micromho}=1000000\ \mathrm{micromho}

Electric conductance converter from siemens to abmho

$$ 1\ \mathrm{S}={1}\cdot{10^{-9}}\ \mathrm{abmho}=1.0E-9\ \mathrm{abmho} $$
$ 1.0E-9\ \mathrm{abmho} $
Unrounded result
1.0E-9
$1\ \mathrm{S}={1}\cdot{10^{-9}}\ \mathrm{abmho}=1.0E-9\ \mathrm{abmho}$
Equations in LaTeX code
1\ \mathrm{S}={1}\cdot{10^{-9}}\ \mathrm{abmho}=1.0E-9\ \mathrm{abmho}

Electric conductance converter from siemens to statmho

$$ 1\ \mathrm{S}={1}\cdot{8.99\cdot 10^{11}}\ \mathrm{statmho}=899000000000\ \mathrm{statmho} $$
$ 899000000000\ \mathrm{statmho} $
Unrounded result
899000000000
$1\ \mathrm{S}={1}\cdot{8.99\cdot 10^{11}}\ \mathrm{statmho}=899000000000\ \mathrm{statmho}$
Equations in LaTeX code
1\ \mathrm{S}={1}\cdot{8.99\cdot 10^{11}}\ \mathrm{statmho}=899000000000\ \mathrm{statmho}

Electric conductance converter from siemens to Quantized Hall conductance

$$ 1\ \mathrm{S}={1}\cdot{25812.805627}\ \mathrm{Quantized\ Hall\ conductance}=25812.8\ \mathrm{Quantized\ Hall\ conductance} $$
$ 25812.805627\ \mathrm{Quantized\ Hall\ conductance} $
Unrounded result
25812.805627
$1\ \mathrm{S}={1}\cdot{25812.805627}\ \mathrm{Quantized\ Hall\ conductance}=25812.8\ \mathrm{Quantized\ Hall\ conductance}$
Equations in LaTeX code
1\ \mathrm{S}={1}\cdot{25812.805627}\ \mathrm{Quantized\ Hall\ conductance}=25812.8\ \mathrm{Quantized\ Hall\ conductance}
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