Quantum Physics

    

Half-Lives and the Planck Time

Authors: Bernard Riley

If the value of a half-life is expressed in numbers of Planck times and that number is converted to a smaller ‘reduced number’ by application of the Quantum/Classical connection - a power-law equation - then the reduced number will be an integer power or a specific fractional power of π and of e. Integer powers of either π or e are found for the half-lives of the W boson, the Higgs boson, the muon and the tau lepton. The reduced numbers of many notable radionuclides are equal to integer, half-integer and quarter-integer powers of π and/or of e.

Comments: 8 pages, 6 figures

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Submission history

[v1] 2021-02-15 11:38:29

Unique-IP document downloads: 191 times

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