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Continued to clarify question. Thanks also for your edits, uhoh.
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I recall reading somewhere that solar power - already marginal at Jupiter - will cease to produce any power whatsoever at distances much further out than Saturn. Unfortunately I can not now find the source of that, so I'd like to explore it here.

As far as I understand the photoelectric effect (which is, I think, related to how PV cells work), the intensity of radiation does not affect whether an electron is released, only the wavelength of the light. ItBecause of this, it didn't make sense to me why this should be true, and now I can not findphotovoltaics might cease to produce light altogether at distances far from the original sourcesun.

So I'd like to ask if, whether, at some point far from the Sun, does the output of solar panels startstarts dropping much faster than the inverse square law suggests. If it does, is this due to lowa lack of light intensity, or some other effect?

If soAs a bonus, what would the shape of that drop off-off look like?

I recall reading somewhere that solar power - already marginal at Jupiter - will cease to produce any power whatsoever at distances much further out than Saturn. Unfortunately I can not now find the source of that, so I'd like to explore it here.

As far as I understand the photoelectric effect (which is, I think, related to how PV cells work), the intensity of radiation does not affect whether an electron is released, only the wavelength of the light. It didn't make sense to me why this should be true, and now I can not find the original source.

So I'd like to ask if at some point far from the Sun, does the output of solar panels start dropping much faster than inverse square due to low light intensity?

If so, what would the shape of that drop off look like?

I recall reading somewhere that solar power - already marginal at Jupiter - will cease to produce any power whatsoever at distances much further out than Saturn. Unfortunately I can not now find the source of that, so I'd like to explore it here.

As far as I understand the photoelectric effect (which is, I think, related to how PV cells work), the intensity of radiation does not affect whether an electron is released, only the wavelength of the light. Because of this, it didn't make sense to me why photovoltaics might cease to produce light altogether at distances far from the sun.

So I'd like to ask, whether, at some point far from the Sun, the output of solar panels starts dropping much faster than the inverse square law suggests. If it does, is this due to a lack of light intensity, or some other effect?

As a bonus, what would the shape of that drop-off look like?

adjust the wording based on feedback in comments
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uhoh
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What causes At some point far from the Sun does the output of solar panels to stop working at low light intensitystart dropping much faster than inverse square? If so, how fast?

I recall reading somewhere that solar power - already marginal at Jupiter - will cease to produce any power whatsoever at distances much further out than Saturn. Unfortunately I can not now find the source of that, so I'd like to explore it here.

As far as I understand the photoelectric effect (which is, I think, related to how PV cells work), the intensity of radiation does not affect whether an electron is released, only the wavelength of the light. WhyIt didn't make sense to me why this should be true, thenand now I can not find the original source.

So I'd like to ask if at some point far from the Sun, shoulddoes the output of solar panels stop working at verystart dropping much faster than inverse square due to low light intensitiesintensity?

If so, rather than continuing to forever decrease in power outputwhat would the shape of that drop off look like?

What causes solar panels to stop working at low light intensity?

I recall reading that solar power - already marginal at Jupiter - will cease to produce any power whatsoever at distances much further out than Saturn.

As far as I understand the photoelectric effect (which is, I think, how PV cells work), the intensity of radiation does not affect whether an electron is released, only the wavelength of the light. Why, then, should solar panels stop working at very low light intensities, rather than continuing to forever decrease in power output?

At some point far from the Sun does the output of solar panels start dropping much faster than inverse square? If so, how fast?

I recall reading somewhere that solar power - already marginal at Jupiter - will cease to produce any power whatsoever at distances much further out than Saturn. Unfortunately I can not now find the source of that, so I'd like to explore it here.

As far as I understand the photoelectric effect (which is, I think, related to how PV cells work), the intensity of radiation does not affect whether an electron is released, only the wavelength of the light. It didn't make sense to me why this should be true, and now I can not find the original source.

So I'd like to ask if at some point far from the Sun, does the output of solar panels start dropping much faster than inverse square due to low light intensity?

If so, what would the shape of that drop off look like?

Source Link

What causes solar panels to stop working at low light intensity?

I recall reading that solar power - already marginal at Jupiter - will cease to produce any power whatsoever at distances much further out than Saturn.

As far as I understand the photoelectric effect (which is, I think, how PV cells work), the intensity of radiation does not affect whether an electron is released, only the wavelength of the light. Why, then, should solar panels stop working at very low light intensities, rather than continuing to forever decrease in power output?