Feed: Dr. Myron Evans
Posted on: Saturday, June 18, 2011 5:25 AM
Author: metric345
Subject: Torsion Based Cosmology
| It is instinctively obvious that the motions of planets around the sun and of stars around the centre of a galaxy are due to torsion of spacetime. It has just been demonstrated in notes 186 that curvature plays no part in the cosmology of the solar system – the relativistic Kepler problem. This is a completely non-Einsteinian result, yet is based on exactly the same metric (the so called Schwarzschild metric (SM)). This metric was not derived by Schwarzschild in his 1916 papers, he gave different results with no singularities. The new method of notes 186 gives the inverse square law exactly in the limit r >> r sub 0 where:
r sub 0 = 2 MG / c squared So the solar system is described by spherically symmetric spacetime and by only one element of the spacetime torsion. The next step is to apply this method to a whirlpool galaxy, building on previous papers. All the UFT papers are easily and quickly accessible with google and there is an index on the home page of www.aias.us. We now have a method of deriving the antisymmetric connection from the SM (so called). So all four field equations of the engineering model can be applied with this known connection. Similar remarks apply to electrodynamics. For background I recommend: S. P. Carroll, “Spacetime and Geometry: an Introduction to General Relativity” (Addison Wesley, New York, 2004), chapters 1 – 3 on geometry, but chapters 4 onwards are just dogma.
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