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Posted On: 02/17/2022 4:52:06 PM
Post# of 148899
Quote:
Even on the off chance it did work someday
It's as fake as perpetual motion machines. Mills wrote a book about his hydrino physics theory (although not a physicist) actual physicists say the mathematics it's based on are completely garbled. When you're using fake data of known physics properties it does not bode well that your calculations are honest.
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In this paper, we have considered the theoretical foundations of the hydrino hypothesis, both within the theoretical framework of CQM, in which hydrinos were originally suggested, and within standard quantum mechanics. We found that CQM is inconsistent and has several serious deficiencies. Amongst these are the failure to reproduce the energy levels of the excited states of the hydrogen atom, and the absence of Lorentz invariance. Most importantly, we found that CQM does not predict the existence of hydrino states! Also, standard quantum mechanics cannot encompass hydrino states, with the properties currently attributed to them. Hence there remains no theoretical support of the hydrino hypothesis.
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Our analysis of the theory of [24, 25] has demonstrated that the theory is mathematically inconsistent in several points: the quantization condition of CQM allows only a solution for the ground state of the hydrogen atom; the radial solutions for the charge-density function of the electron, as well as the angular solutions with nonzero angular momentum, differ from those given in the literature on CQM . To uncover the latter problem, we did not resort to any physics argument but instead directly checked the alleged solution of the underlying equations of motion. Hence there is no way to cure the flaws of the theory by adding physical assumptions. CQM is obviously inconsistent, and in particular does not contain solutions that predict the existence of hydrinos. Hence, we can omit a further discussion of CQM and, in particular, will not discuss the description of `non-radiative’ electronic transitions.
https://iopscience.iop.org/article/10.1088/13.../1/127/pdf
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