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Can Planck's law curve be matched to Rayleigh-Jean's law curve like this?https://en.m.wikipedia.org/wiki/Ultraviolet_catastropheFrequency is a count of how many wave cycles complete within the time scale of a standard second.E=hf and Wavelength=hvWhat I'm going to do is decrease the length of a second as energy increases.So for this calculation, by replacing Wavelength=hv with Wavelength=hf, where frequency is the velocity of a second - we are now keeping the 'distance' of a wavelength constant and instead decreasing the length of a second that the cycles of the wave complete within...Do the curves now match?
Thank you for your input. Please forgive my impatience, but I am tempted to get my son to make a video of me trying to make posts on this broken phone. The screen constantly freezes up, or directs me to wrong page, and I'm uncertain about the future of my internet connection.
The question was concerning if decreasing the length of a standard second proportionally to increased energy as the Planck data curve diverges from the classical curve in the higher frequencies - or indeed adding to the length of a standard second proportionally to decreased energy where the Planck curve diverges from the classical curve in the lower frequencies - and if measuring joules per second added to the blackbody via these variable seconds as energy is added, would the Planck data be rendered linear?The question is not concerning if doing so is appropriate, just if Planck's data could then be linear instead of quantised.
2.Would this linearise the dataThe thing that is missing from E=hv in most quotes is n, more correctly E=nhv where n is an integer. Altering v doesn't change n, it is still there. Again you need to go well back to Planks work on oscillators and try to get rid of it, he tried and boy did he try hard!
Colin was saying that time dilation/contraction can only happen when viewing another reference frame than your own. (please see NIST 2010 ground level cesium clock experiments where 2 clocks are running at different rates 1 metre apart).
Although time varies between reference frames and places of differing gravity, there is no indication that it varies within an inertial frame.
We can also see that the notion of a waves length is dimensionless. Although the length of the light wave is proportional to that frequency of lights energy, the length of a wave in terms of a distance is completely meaningless as light of any frequency travels the same distance in the same time period.
Alas there are no quantum discontinuities in the spectrum of a black body, so there's something wrong with the argument here.
these motions cause electronic transitions in atoms, and photons are subsequently emitted.