Why did Planck ignore two physical constants that resulted from experiments?
My Dear Colleagues,
In the year 1900, Planck measured radiation energy for one second Ei (using a calorimetrical method and regarding 1 cal= 4π/3 Joules; here π=3.14...), and the frequency vi of the same radiation (using a spectrometer). He established that ratio between the two values remained identical for various frequencies of radiation, a constant noted as h= Ei / vi = 6.6260693(11) x 10-34 J.s.
Reanalysing those measurements, and knowing that in any oscillating process there are a number of oscillation periods ni during one second (mathematically equal to the frequency vi), we can discover other two fundamental physics constants:
ĥ = Ei / ni = 6.6260693(11) x 10-34 J ,
i.e. the elementary quantum energy shared for a single oscillating period, and
mc = Ei / ni c2 = 7.37249639 x 10-51 kg,
i.e. the quantum elementary particle implicated in the elementary quantum energy.
(c= 2.997924(58) x 108 m.s-1 is the velocity of the light radiation into the free bodies space).
Can anyone tell us why Planck ignored the two very important constants (the elementary physics energy and the elementary physics mass), picking out a mathematic compound h, as product of energy and frequency?
What do you think, can be useful an analyse about the implications of the two new physics constants in the future scientific knowledge?
Best Regards,
Iulian Somacescu
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God given the Nature to the Man, but its laws He let to be found by Man for survival, if he merits!