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Illumination

Values for calculation

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

Illumination converter

Illumination converter from lux to meter-candle

$$ 1\ \mathrm{lx}={1}\ \mathrm{m\cdot\ c}=1\ \mathrm{m\cdot\ c} $$
$ 1\ \mathrm{m\cdot\ c} $
Unrounded result
1
$1\ \mathrm{lx}={1}\ \mathrm{m\cdot\ c}=1\ \mathrm{m\cdot\ c}$
Equations in LaTeX code
1\ \mathrm{lx}={1}\ \mathrm{m\cdot\ c}=1\ \mathrm{m\cdot\ c}

Illumination converter from lux to centimeter-candle

$$ 1\ \mathrm{lx}={1}\cdot{10^{-4}}\ \mathrm{cm\cdot\ c}=0.0001\ \mathrm{cm\cdot\ c} $$
$ 0.0001\ \mathrm{cm\cdot\ c} $
Unrounded result
0.0001
$1\ \mathrm{lx}={1}\cdot{10^{-4}}\ \mathrm{cm\cdot\ c}=0.0001\ \mathrm{cm\cdot\ c}$
Equations in LaTeX code
1\ \mathrm{lx}={1}\cdot{10^{-4}}\ \mathrm{cm\cdot\ c}=0.0001\ \mathrm{cm\cdot\ c}

Illumination converter from lux to foot-candle

$$ 1\ \mathrm{lx}={1}\cdot{\left(0.9144/3\right)^2}\ \mathrm{ft\cdot\ c}=0.0929\ \mathrm{ft\cdot\ c} $$
$ 0.09290304\ \mathrm{ft\cdot\ c} $
Unrounded result
0.09290304
$1\ \mathrm{lx}={1}\cdot{\left(0.9144/3\right)^2}\ \mathrm{ft\cdot\ c}=0.0929\ \mathrm{ft\cdot\ c}$
Equations in LaTeX code
1\ \mathrm{lx}={1}\cdot{\left(0.9144/3\right)^2}\ \mathrm{ft\cdot\ c}=0.0929\ \mathrm{ft\cdot\ c}

Illumination converter from lux to flame

$$ 1\ \mathrm{lx}={1}\cdot{0.02322576}\ \mathrm{flame}=0.02323\ \mathrm{flame} $$
$ 0.02322576\ \mathrm{flame} $
Unrounded result
0.02322576
$1\ \mathrm{lx}={1}\cdot{0.02322576}\ \mathrm{flame}=0.02323\ \mathrm{flame}$
Equations in LaTeX code
1\ \mathrm{lx}={1}\cdot{0.02322576}\ \mathrm{flame}=0.02323\ \mathrm{flame}

Illumination converter from lux to phot

$$ 1\ \mathrm{lx}={1}\cdot{10^{-4}}\ \mathrm{ph}=0.0001\ \mathrm{ph} $$
$ 0.0001\ \mathrm{ph} $
Unrounded result
0.0001
$1\ \mathrm{lx}={1}\cdot{10^{-4}}\ \mathrm{ph}=0.0001\ \mathrm{ph}$
Equations in LaTeX code
1\ \mathrm{lx}={1}\cdot{10^{-4}}\ \mathrm{ph}=0.0001\ \mathrm{ph}

Illumination converter from lux to nox

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

Illumination converter from lux to candela steradian/sq. meter

$$ 1\ \mathrm{lx}={1}\ \mathrm{cd\cdot\ sr/m^2}=1\ \mathrm{cd\cdot\ sr/m^2} $$
$ 1\ \mathrm{cd\cdot\ sr/m^2} $
Unrounded result
1
$1\ \mathrm{lx}={1}\ \mathrm{cd\cdot\ sr/m^2}=1\ \mathrm{cd\cdot\ sr/m^2}$
Equations in LaTeX code
1\ \mathrm{lx}={1}\ \mathrm{cd\cdot\ sr/m^2}=1\ \mathrm{cd\cdot\ sr/m^2}

Illumination converter from lux to lumen/square meter

$$ 1\ \mathrm{lx}={1}\ \mathrm{lm/m^2}=1\ \mathrm{lm/m^2} $$
$ 1\ \mathrm{lm/m^2} $
Unrounded result
1
$1\ \mathrm{lx}={1}\ \mathrm{lm/m^2}=1\ \mathrm{lm/m^2}$
Equations in LaTeX code
1\ \mathrm{lx}={1}\ \mathrm{lm/m^2}=1\ \mathrm{lm/m^2}

Illumination converter from lux to lumen/square centimeter

$$ 1\ \mathrm{lx}={1}\cdot{10^{-4}}\ \mathrm{lm/cm^2}=0.0001\ \mathrm{lm/cm^2} $$
$ 0.0001\ \mathrm{lm/cm^2} $
Unrounded result
0.0001
$1\ \mathrm{lx}={1}\cdot{10^{-4}}\ \mathrm{lm/cm^2}=0.0001\ \mathrm{lm/cm^2}$
Equations in LaTeX code
1\ \mathrm{lx}={1}\cdot{10^{-4}}\ \mathrm{lm/cm^2}=0.0001\ \mathrm{lm/cm^2}

Illumination converter from lux to lumen/square foot

$$ 1\ \mathrm{lx}={1}\cdot{\left(0.9144/3\right)^2}\ \mathrm{lm/ft^2}=0.0929\ \mathrm{lm/ft^2} $$
$ 0.09290304\ \mathrm{lm/ft^2} $
Unrounded result
0.09290304
$1\ \mathrm{lx}={1}\cdot{\left(0.9144/3\right)^2}\ \mathrm{lm/ft^2}=0.0929\ \mathrm{lm/ft^2}$
Equations in LaTeX code
1\ \mathrm{lx}={1}\cdot{\left(0.9144/3\right)^2}\ \mathrm{lm/ft^2}=0.0929\ \mathrm{lm/ft^2}

Illumination converter from lux to watt/sq. cm (at 555 nm)

$$ 1\ \mathrm{lx}=\cfrac{1}{6830000}\ \mathrm{W/cm^2\ (at\ 555\ nm)}=1.464E-7\ \mathrm{W/cm^2\ (at\ 555\ nm)} $$
$ 1.4641288433382E-7\ \mathrm{W/cm^2\ (at\ 555\ nm)} $
Unrounded result
1.4641288433382E-7
$1\ \mathrm{lx}=\cfrac{1}{6830000}\ \mathrm{W/cm^2\ (at\ 555\ nm)}=1.464E-7\ \mathrm{W/cm^2\ (at\ 555\ nm)}$
Equations in LaTeX code
1\ \mathrm{lx}=\cfrac{1}{6830000}\ \mathrm{W/cm^2\ (at\ 555\ nm)}=1.464E-7\ \mathrm{W/cm^2\ (at\ 555\ nm)}
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