Inventors:
Robert Ney - Albuquerque NM, US
John Brainard - Albuquerque NM, US
International Classification:
H02N001/00
Abstract:
One hundred thousand years ago a Caveman observed that a thrown stone always fell to the ground, and postulated that the ground mysteriously attracted the stone. One hundred thousand years later, and 315 years after Sir Isaac Newton published his Gravitational Force Equation, most People and Physicists still believe in this myth. It is well known that charged capacitor plates exhibit significant “attractive” forces between the plates, this invention is just converting this available short linear motion to a continuous circular motion. The Energy for the resulting motion is derived completely from the Cosmic Flux Field; the Electrostatic charge of the Rotor/Stator is not depleted!;The Ney-Brainard-Ney “osmic lux Field Theory”, and an Algorithm for calculating CF Turbine Rotor Torque is presented; they explain most of the mechanism of the “Invisible Forces at a Distance” (Gravitational, Electrostatic, and Magnetic). The Newton/Coulomb form of “Attraction” Force Equations are a great oversimplification of the Fundamental Physical Phenomena; it generally disregards the specific Attenuation/Impact Force of the Cosmic Flux traversing matter, which is the basis of all Cosmic Flux Forces!; The N/C Equation “blows up” to infinity when Centroids overlap and “d” in the denominator is zero. The Cosmic Flux Attenuation/Impact Forces of the Cosmic Flux paths traversing the Stators and Rotor must be Vectorially integrated, this will result in a net torque on the Rotor. In cases of relatively small Spherical mass diameters, at Astronomical distances apart, in Vacuum, of course Newton's approximation is quite accurate. The subject Cosmic Flux Electrostatic Turbine is rejected off hand by “conventional wisdom”, because each element of the Stator is perfectly symmetrical to the Rotor axis “hence no net Force/Torque can exist on the Rotor”. This conventional wisdom completely disregards the Fundamental Physical Phenomena.