Discussion by Robert Cheshire

Feed: Dr. Myron Evans
Posted on: Wednesday, February 15, 2012 2:17 AM
Author: metric345
Subject: Discussion by Robert Cheshire

I think that this is an excellent discussion, the mathematics of the torsion and angular velocity are essentially in agreement with it. Robert Cheshire has spent months analysing the photographs in great detail, and discovered the Cheshire lines as attached. In the latest note I illustrated the mathematics with the spiral of Archimedes, but any spiral can be used except for the log spiral. The maths show that there is a rapidly spinning central core at which the angular velocity and torsion are both at a maximum. Both quantities dissipate to zero at the edges of the galaxy. The linear velocity of a star at the edges is essentially v = omega r, and is observed experimentally to be a constant. So omega goes to zero, r goes to infnity, v is observed to be constant. As far as I know, the velocity curve of the whirlpool galaxy is such that v is never zero, so the galaxy is never static. Robert Cheshire describes the fact that any orbit is due to torsion. In the solar system the orbits are conic sections, i.e. hyperbola, parabola, ellipse, and the conic section is precessing. The hyperbola and the hyperbolic spiral are parameterized in the same way, so we see already that the new equation of motion of general relativity works well.

MoreonSpiralGalaxies.doc

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