Very nice write up, Greg.

May I cut and paste it into a Wiki article? This is not the first time this
has come up.

-tk

On Fri, Feb 8, 2019 at 7:04 AM Greg Troxel <[email protected]> wrote:

> Colin Larsen <[email protected]> writes:
>
> > I believe it's a pretty complicated beast to do properly but a factor of
> > Lux * 0.0079 gets you W/m2 (approx?) from what I've read ..... so just
> the
> > reverse?
> > I'm looking at sensors at the moment that output Lux and converting it to
> > Wm/2 which where I found that conversion.
>
> It simply does not make technical sense to convert a sensor value in
> W/m^2 to lux (which is lm/m^2, lm being lumen).  They are incompatible
> units measuring different things.
>
> Sensors like the Davis solar radiation sensor measure "irradiance" in
> W/m^2, which is the amount of power arriving in an area.  By definition,
> power at all wavelengths is treated equally.
>
> lux is a unit of illuminance, which measures the amount of light in an
> area in terms of the response of the human eye, according to a
> standardized response curve obtained from experiments.
>
> For a single wavelength, one can ask what the value of one measurement
> is given the other, multiplying or dividing by the standarized response
> curve.  Using a spectroradiometer, one can measure the power at a
> variety of wavelenghts, say at 10 nm intervals, and then sum the
> converted powers.
>
> Another way to obtain lux is to use a device with a filter that matches
> the standard curve.   There are instruments for lighting, and for
> photography that do this.   There are also sky brightness meters (which
> I have read about but do have not experience with):
>   http://unihedron.com/projects/darksky/
>
> Typically people care about illuminance for management of artificial
> lighting or light pollution, and the values are very low compared to
> values that can be read on a solar radiation sensor.
>
> This stackexchange answer claims 6.8 mW/m^2 at full moon, and a full
> moon is known to produce about 0.3 lux.  Note that this ratio cannot be
> applied to sunlight; moonlight has a very high color temperature,
> meaning that it has more blue than red compared to sunlight.
>
> https://physics.stackexchange.com/questions/89181/how-is-the-earth-heated-by-a-full-moon#89197
>
> So basically, you just cannot convert sensor output and weewx should not
> try.  If you want to measure lux you need a lux sensor, and to measure
> W/m^w you need a radiation sensor.
>
> One could go out on a limb and start making assumptions about the
> spectral distribution of different kinds of daylight that are likely for
> various irradiance levels.  For example, full sun with no clouds is well
> characterized.  But as soon as you get into dawn/dusk and clouds, there
> is much more variability.  Trying to guess spectral distribution based
> on illuminance or irradiance and converting, and comparing that to a
> sensor that measures the other, would be an interesting science
> experiment.
>
> https://en.wikipedia.org/wiki/Photometry_(optics)
>
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