Nuclear and Atomic Physics

   

Elementary Particles, a Predictive Measure of Their Masses from Their Relative Radius Ratios

Authors: S.C. Gaudie

Abstract:: From the standard definitions of volume of a sphere & density of a solid:- (cube root [mass/density]) = (cube root [volume]) & is proportional to radius. If density is almost constant, cube root [mass/d] = is proportional to radius, where d is constant. [cube root of the mass], equivalent to a radius parameter, is quantized & the radius ratios form consistent patterns for the different levels of matter. The cube root of the masses of the fundamental particles become calculable relative to the cube root of the mass of the electron! [The cube of the values then give the masses (MeV).] [Note:- The “standard letters” for the fundamental particles below are not for for the particles themselves but one of their properties i.e. (cube root of the mass of the electron)] [A “new” fourth level of matter is a possibility.] [A “new “high-energy” “photon type”” is a possibility.] [Initial “creation o is a possibility.] 4*(e1=e/4) + u{=10*e1} = d{=14*e1}, where e1 = (cube root of the mass of the electron)/4 8*(e2 = [mU]) + s{=6*e2} = c{=14*e2}, where e2 = 6*e1 10*(e3 = [tU]) + b{=4*e3} = t{=14*e3}, where e3 = 14*e1 Also:- Higgs boson = 50: w[+-] boson = 43: (3*14 =42)z[0] boson = 45:

Comments: 4 pages; A4 paper; portrait orientation; mostly font 11; UK English; Freelance scientist.

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Submission history

[v1] 2015-05-20 11:43:40
[v2] 2015-05-21 19:04:36
[v3] 2015-05-24 22:49:07

Unique-IP document downloads: 456 times

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