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2002•Unpublished venueRequires access

ON PLANCK′S MASS

Shi Wang

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Abstract

A brief review is presented of three fundamental physical quantities derived by Max Planck in 1912, referred to have as the Planck mass, Planck length and Planck time which had been arranged in the tables of 1986 and 1998 fundamental physical constants. Here we shall only discuss on Planck mass. Suppose that there is a quantized field of the nuclear forces in the nucleus with a quantum unit which we call the attrarepelom with a mass just equal to the Planck mass. Then the intensity ratio of the four mteractions can be described quantitively by their four coupling constants. A new method can then be found to measure the newtonian constant of gravitation, G.

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What this paper is about

A brief review is presented of three fundamental physical quantities derived by Max Planck in 1912, referred to have as the Planck mass, Planck length and Planck time which had been arranged in the tables of 1986 and 1998 fundamental physical constants. Here we shall only discuss on Planck mass. Suppose that there is a quantized field of the nuclear forces in the nucleus with a quantum unit which we call the attrarepelom with a mass just equal to the Planck mass. Then the intensity ratio of the four mteractions can be described quantitively by their four coupling constants. A new method can then be found to measure the newtonian constant of gravitation, G.

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Available abstract

A brief review is presented of three fundamental physical quantities derived by Max Planck in 1912, referred to have as the Planck mass, Planck length and Planck time which had been arranged in the tables of 1986 and 1998 fundamental physical constants. Here we shall only discuss on Planck mass. Suppose that there is a quantized field of the nuclear forces in the nucleus with a quantum unit which we call the attrarepelom with a mass just equal to the Planck mass. Then the intensity ratio of the four mteractions can be described quantitively by their four coupling constants. A new method can then be found to measure the newtonian constant of gravitation, G.

Key concepts: Planck mass, Planck length, Planck, Physics, Planck time, Planck energy, Planck constant, Planck scale

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