216(9): Transformation of the Hyperbola into the Hyperbolic Spiral

Feed: Dr. Myron Evans
Posted on: Sunday, April 22, 2012 7:12 AM
Author: metric345
Subject: 216(9): Transformation of the Hyperbola into the Hyperbolic Spiral

The transformation is defined by eq. (40) of the attached and by the eccentricity epsilon = root 2 to give firstly the rectangular hyperbola eq. (29) from the conic section (15). The importance of this transformation is that orbits of the solar system can be transformed into galactic orbits starting with the same general conical section law. The next step is to introduce the precession factor x. So this simple theory not only describes all known orbits but predicts many new types of orbit. So hyperbolic spiral orbits are generated by hyperbolic orbits via eq. (40), which appears to be new to mathematics as well as physics. The same transfromation (40) transforms the solar system force law into a galactic force law. Yet again and in yet another way, the paraphenalia of the standard cosmology is rendered obsolete and useless.

a216thpapernotes9.pdf

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