The Fractal Type Orbital Equation

Feed: Dr. Myron Evans
Posted on: Thursday, April 26, 2012 7:14 AM
Author: metric345
Subject: The Fractal Type Orbital Equation

This is

dr / d theta = (x epsilon / alpha) r squared sin (x theta)

This simple equation produces a fractal like result and so it produces an essentially infinite number of new conical sections. The Newtonian result is x = 1, and the precessing elliptical orbits (of any kind) are obtained with x close to unity. When x is allowed to vary the fractals appear. The equation can describe all known orbits and predicts an infinite variety of new orbits. It is obtained simply by differentiating:

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

the precessing, or fractal, conical sections. Einsteinain general relativity does not even work for epsilon about one, and fails completely to produce the fractals. Standard model dogmatists are now completely exposed to heavy criticism if they continue to ignore the refutations of EGR. That includes Hawking and Penrose and all the big names whose work is totally wrong in so many ways.

View article…

Comments are closed.