Cosmic Wireless Power Transfer System and the Equation for Everything

Author(s)
Greg Poole
Affiliation
Industrial Tests, Inc., Rocklin, CA, USA.

ABSTRACT

By representing the Earth as a rotating spherical antenna several historic and scientific breakthroughs are achieved. Visualizing the Sun as a transmitter and the planets as receivers the solar system can be represented as a long wave radio system operating at Tremendously Low Frequency (TLF). Results again confirm that the “near-field” is Tesla’s “dynamic gravity”, better known to engineers as dynamic braking or to physicists as centripetal acceleration, or simply (g). Timewave theory is invented, and the relationship of reflected timewaves and time travel explored. A new law of the Sun is proposed as well as the merging of Einstein’s equation with acoustics and cosmic superstring theory. A new law of cosmic efficiency is also proposed that equates vibratory force and pressure with volume acceleration of the solar system. Lorentz force is broken down into centripetal and gravitational waves. Ten-dimensional cosmic superstring theory is espoused versus the aging three-dimensional Maxwellian model. Spherical antenna patterns for planets are presented and flux transfer frequency is calculated using distance to planets as wavelengths. The galactic grid operates at a Schumann Resonance of 7.83 Hz, which is derived from the science of dark energy and dark matter. The Sun and the planets are tuned to transmit and receive electrical power like resonating Tesla coils. The Earth’s stator winding has been modeled as a toroid tesla coil and the armature as a spherical armature. The equation for everything is born.

KEYWORDS
Cosmic Efficiency, Equation for Everything, Flux Transfer Events, Inductive Coupling, Spherical Antenna, Time Wave, Velocity-Energy Equivalence, Wireless Power Transfer

Introduction

Benjamin Franklin harnessed the cosmic power of lightning with his kite experiment in 1751 and documented several observations regarding the nature of electricity [1] [2] . Over the next century Frederick Gauss, André-Marie Ampère, and Michael Faraday made important discoveries and wrote the basic equations of electricity and electromagnetism [3] [4] [5] .

In 1856, Maxwell published his first paper On Faraday’s Lines of Force [6] in which he compared the behavior of the lines of force to the flow of a liquid and derived equation that represented electric and magnetic effects. His second paper, in 1862, On Physical Lines of Force [7] was mainly concerned with constructing a mechanical model for the medium (known as the ether) that would account for the electrical and magnetic effects. Using this model, he considered the electromagnetic wave and found that its speed would be equal to the ratio of the value for an electric current measured in electrostatic units to the value of the same current measured in electromagnetic units. In 1864, James Clerk Maxwell provided a mathematical explanation with, “A Dynamical Theory of the Electromagnetic Field” [8] , establishing a theory that unified electrostatic and magnetism to electromagnetism, predicting the existence of electromagnetic waves as the “wireless” carrier of electromagnetic energy. Maxwell read a memoir before the Royal Society in which the mechanical model was stripped away and just the electrical equations remained. It is interesting to note that Maxwell included a slightly different version of the Lorentz force as one of his early quaternion equations, but it is clearly recognizable [9] . He wanted to present the predictions of his theory about reflection and refraction of electromagnetic waves, but the requirements of his mechanical model kept him from finding the correct boundary conditions, so he never did incorporate this calculation [10]

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