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Triple Axial Vectors

Triple Axial Vectors

Triple Axial Vectors
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"A wrist exerciser based on a mechanical gyroscope has one axis of rotation per cycle, which can move in suspension. The idea is to create the rotation of a levitating spherical rotor with magnets in a vacuum and create full revolutions around three axes per cycle. This is a characteristic motion, at which the poles of the rotor describe the likeness of a Maltese cross, and the rotor rotates around the emerging fourth axis. For the realization of such rotation, a necessary and sufficient condition is the creation of angular movements of rotor points on the equator and two meridians on laws of sine and/or cosine with constant frequency and phase difference. Such oscillations of rotor points are coherent in space and in time of cycle. Coherence always leads to a stationary interference pattern. In our case, this pattern consists of six identical stationary patterns from voids and acceleration nodes of each rotor point. Coherent oscillations lead to properties such as superfluidity and superconductivity, and in a solid physical body, they are known to lead to superstability. Thus, by holding the direction of rotation of the rotor around one axis, around the other two axes the rotor will rotate itself. The EMF is doubled. It is assumed that superstability allows converting zero-point energy into electrical energy due to the fact that the point trajectories of a rotor with magnets rotating around three axes per cycle are twice as large as the point trajectories when the rotor rotates around one axis." [Alex Isakov]

See Also



4.1 - Triple Vectors
Created by Dale Pond. Last Modification: Friday August 16, 2024 06:11:19 MDT by Dale Pond.