Electrogravitics systems by Thomas Valone

Author:Thomas Valone [Valone, Thomas]
Language: fra
Format: epub
Tags: Science / Alternative
Published: 2009-11-26T15:43:02+00:00

APPENDIX II

A Quantum Approach To The Existence of Negative Mass and Its Utilization in the Construction of Gravitationally Neutralized Bodies.

Since the overwhelming majority of electrostatic quantum mechanical effects rely for their existence on an interplay of attractive and repulsive forces arising from two types of charge, few if any fruitful results could come from a quantum mechanical investigation of gravity unless there should be two types of mass. The first type, positive mass (hereafter denoted as posimass) retains all the properties attributed to ordinary mass, while the second type, negative mass (hereafter noted as negamass) differs only in that its mass is an inherently negative quantity. By considering the quantum mechanical effects of the existence of these two types of mass, a fruitful theory of gravity will be developed. Theory will explain why negamass has never been observed, and will offer a theoretical foundation to experimental methods of detecting the existence of negamass and utilizing it in the production of gravitationally neutralized bodies.

To achieve these results recourse will be made to Schroedinger's timeindependent equation with the center of mass motion removed. This equation is:

-h2/2u.V2\|/ + V \|/= E \ j f

where all the symbols represent the conventional quantum mechanical quantities. Particular attention will be paid to the reduced mass:

|H =jnijrj2

mi +ni2

where mi and ni2 are the masses of the two interacting bodies. One can approach the first obstacle that any theory of negamass faces, namely the explanation of why negamass has never been observed, by a consideration of how material bodies would be formed if a region of empty space were suddenly filled with many posimass and negamass quanta. To proceed along these lines, one must first understand the nature of the various possible quantum mechanical interactions of posimass and negamass. Inserting the conventional gravitational interaction potential into Schroedinger's equation and solving for the wave function ψ, yields the result that the probability of two posimass quanta being close together is greater than the possibility of their being separated. Hence, there is said to be an attraction between pairs of posimass quanta. By a similar calculation it can be shown that while the potential form is the same, two negamass quanta repel each other. This arises from the fact that the reduced mass term in Schroedinger's equation is negative in this latter case. The type of posimass-negamass interaction is found to depend on the relative sizes of the masses of the interacting posimass and negamass quanta, being repulsive if the mass of the negamass quantum is greater in absolute value than the mass of the posimass quantum, and attractive in the opposite case. If the two masses are equal in absolute value, the reduced mass is infinite and Schroedinger's equation reduces to: ( Υ - Ε ) ψ = 0

Since the solution ψ = 0 is uninteresting physically, it must be concluded that V = E, and hence there is no kinetic energy of relative motion. Thus, highest energy state. Thus, independent of, and in addition to the attractive posimass-posimass

Download

Copyright Disclaimer:
This site does not store any files on its server. We only index and link to content provided by other sites. Please contact the content providers to delete copyright contents if any and email us, we'll remove relevant links or contents immediately.