Science > Physics > Independent/Dependent Phases 23.2: "Varying universal constants"
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Science > Physics |
| User: |
"OsherD" |
| Date: |
15 Oct 2005 04:20:46 PM |
| Object: |
Independent/Dependent Phases 23.2: "Varying universal constants" |
From Osher Doctorow
The most versatile "universal constants" (keeping in mind their
possible slow variation) using similar criteria to the previous two
sections of section 23 turn out to be the Avogadro number and the
velocity of light. Planck's constant has an exponent 2 in its MLTA (A
as temperature) dimensions and so is slightly less versatile, the
gravitational constant has dimension 3 and so is even less versatile
but not by much since there are more partial derivatives corresponding
to more than 3 dimensions (including A), and the Stefan-Boltzmann and
radiation density constants are worse with the former arguably the
worst with exponents -3 and -4 and the latter with -4.
The actual physical results regarding variation of "universal
constants" seem to mostly support at least the possibility of variation
in c to my recollection, which agrees with the above.
If I were to choose directions of research based on the above, I would
choose generalizations of special relativity (SR) with varying c first
and second mathematication of chemistry or biochemistry which
corresponds in fact to genetic code successes, and least likely would
be thermodynamics even in the expansion of the Universe (although
non-Universal-constant considerations of the previous sections go
against the latter negative result).
Osher Doctorow
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| User: "OsherD" |
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| Title: Re: Independent/Dependent Phases 23.2: "Varying universal constants" |
15 Oct 2005 04:46:47 PM |
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From Osher Doctorow
Of course, research into phase boundaries and phase changes and
two-phase or more systems would be among the most important research
topics by any of these criteria.
Osher Doctorow
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