192(5): Comparison of Solar System and Whirlpool Galaxy m(r) Functions

Feed: Dr. Myron Evans
Posted on: Thursday, August 11, 2011 3:57 AM
Author: metric345
Subject: 192(5): Comparison of Solar System and Whirlpool Galaxy m(r) Functions

These are given in this table, and are similar functions, suggesting that the dynamics of the solar system and whirlpool galaxy have an underlying cause, i.e. a new cosmology based on ECE theory. The next note will develop this theme in terms of

m(r) = 2 – exp(2exp(- r / R))

obtained from the correct torsional geometry with a single antisymmetric connection. Various analytical curves can be used to produce their own m(r) functions in spherical spacetime. In UFT 108 the binary pulsar was considered, a precessing ellipse spiralling inwards. This also has its own m(r) function and is a precessing ellipse with alpha getting smaller, where 2 alpha is the latus rectum, a characteristic of the ellipse. Ray Delaforce and Horst Eckardt could graph this function. It is, for a fixed eccentricity epsilon:

r = alpha(r) / (1 + epsilon cos(x theta))

where alpha decreases with r. For example

alpha = alpha sub 0 exp ( – r / R0)

where R0 is a characteristic radial length. This ought to be a precessing ellipse spiralling inwards and that can be checked graphically. Its m(r) function can then be found.

a192ndpapernotes5.pdf

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