I assume photovoltaics are an exception / loophole to Lenz's Law .
Has anyone made a transformer/induction just using photovoltaics, or any other similar method, that does not use any type of pulsating-current, just smooth current .
( eg, it could just be a light-bulb in a box lined with solar-panels, or using much more sophisticated designs And Materials )
It's odd how a hot wire can emit light, and yet it can't act as a converter of light into electricity.
- And yet a wire receives radio signals and converts them to electricity
- It must be something to do with frequency, since even sunshine must have a frequency.
I assume it's much more complicated than just frequency, it may also include all of the other properties of whatever radiation is considered.
( THE FOLLOWING IS VERY STUPID : If wire does actually convert light into electricity, maybe we can't detect that electrical-current because of something to do with the very very high frequency , maybe, if a permanent-magnet is involved anywhere in the apparatus, it behaves in a different manner in response to that very very high frequency, or does not react to it.
In other words, permanent-magnets react differently( or not at all ) to, when the very very high frequencies of radiation like light is reached . )
Regularly, there are new materials( methods ? ) discovered for converting light into electricity
Can a Transformer be made that is based on photovoltaics or any other similar method, a transformer that does not create any eddies or is affected by them, that does not use any type of pulsating-current, just smooth current . ?
Can an Electric-Motor be made that is based on photovoltaics or any other similar method, a motor that does not create any eddies or is affected by them, that does not use any type of pulsating-current, just smooth current, and no commutation ?
I just realized that a possible answer to some of my questions is that maybe Lenz's Law stops functioning/being-relevant when the very-very high radiation frequencies like light are reached .
I wonder what that would mean for something like the Figuera-Device( claimed overunity generators ), overunity-generators where the frequency constantly increases and increases, and that current is stopped from turning into light by the limits of the wire material, but could the frequency in one of these devices reach a frequency where Lenz's Law stops functioning/being-relevant ?
What I've typed in the previous posts in this thread, may be the secret to making a successfully functioning Solid-State-Overunity-Generator.
That 'Lenz's Law' stops functioning/stops-being-relevant when a certain very very high frequency is reached, near the frequency of some type of light .
This could explain why current at this frequency would not be detected by apparatus which use permanent-magnets.
Some evidence of this could be :
https://en.wikipedia.org/wiki/Magnetization_reversal_by_circularly_polarized_light
which is a reversal of :
https://en.wikipedia.org/wiki/Faraday_effect
But I'm sure there's much more associated research into this .
Quote
That 'Lenz's Law' stops functioning/stops-being-relevant when a certain very very high frequency is reached, near the frequency of some type of light .
This could explain why current at this frequency would not be detected by apparatus which use permanent-magnets.
Some evidence of this could be :
https://en.wikipedia.org/wiki/Magnetization_reversal_by_circularly_polarized_light
which is a reversal of :
https://en.wikipedia.org/wiki/Faraday_effect
But I'm sure there's much more associated research into this .
I have been wondering, that if I am right that 'Lenz's-Law' no longer applies at high enough frequencies, then could this indicate that other laws of electromagnetism may also be erroneous in the right circumstances, or frequency.
I was thinking about 'Ampère's Circuital Law'
https://en.wikipedia.org/wiki/Amp%C3%A8re%27s_circuital_law
( It's the only other relevant law I know, since I have almost no internet at the moment to do enough research, etc )
So me trying to find a fault with 'Ampère's circuital law' at high enough frequencies ( light frequencies .
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The Following Is Related, But I'm Wrong In This Subject
- I was thinking that 'maybe' electromagnetic-fields around electrical-wires are just a result of those electrical-wires 'not' being 'superconductors', in other words, that 'when' these wires are super-cooled enough to convert them into superconductors, that 'then' they will not emit an electromagnetic-field when current flows through them.
- But I'm Sure I'm Wrong, and that 'when' these wires are super-cooled enough to convert them into superconductors, that then they emit a much much stronger electromagnetic-field when current flows through them, than when they are at room temperature .
____
But anyway, - when you have 'steady-DC-current' like from a chemical-battery, flowing through a room temperature wire, that that 'steady-DC-current' from a chemical-battery still must have some sort of frequency( must be a very very high frequency I assume, too high for any equipment to measure ),
- and that as this 'steady-DC-current' from a chemical-battery( with it's unknown very high frequency ), flows through the Non-Superconductor-Wire, that what is actually going on inside the wire is either 'Lenz's Law' or something like 'Lenz's Law', in other words, that the current( with it's unknown very high frequency ) is actually performing some sort of induction process ?, within and between 'non-symmetrical'( non-superconductor ) structures or elements inside the wire, and the reason it is doing so, is because this 'steady-DC-current' from a chemical-battery, is like a pulstating-current, BECAUSE, it does actually have a frequency( even though it is too high to measure ).
So I assume, that if you manage to transmit current through a wire, at a frequency that is even higher than the frequency from a chemical-battery, that when you reach a high enough frequency, that the wire should stop emitting any electromagnetic-field, so at that point, even though you could keep on increasing the voltage, the wire would not emit any electromagnetic-field, although doing this experiment in a way as to prevent burning out the wire, And Thereby Finding A Fault In 'Ampère's Circuital Law'
https://en.wikipedia.org/wiki/Amp%C3%A8re%27s_circuital_law
( Obviously I know nothing about the frequency limits of wires, etc, etc )