Zero Point Energy (ZPE) is a subject of high interest in the scientific world. The Author has devoted time and efforts aimed at contribution in understanding and relationship of ZPE and the gravitational acceleration throughout the Solar System. The depth and power of his theoretical method directs some light onto previously unknown concepts. It is the results of Author's mathematical analytical achievement to demonstrate a circular frequency and ZPE's linear frequency and vortex-like simultaneous rotation. He named the particle ZPE-photon, and shows likely advance along a linear trajectory at the speed of light. The incorporeal ZPE waves are present in the entire Universe space at all temperatures. The fact is related to the left-hand side of Louis de Broglie equation. The Author shows that the analytical magnitudes "g ZPE" gravitational fields and the observed "g" agree with a significant accuracy. The tables list valuable data, substantiation, also the locations of maximums and inflection points found at the distances between observed orbits and the center of the Sun. Therefore, the following conclusion becomes self evident: the intensities of the all surface gravities are dependent upon the angular velocities of all celestial spheres throughout the solar system. Previously studied "Occam razor" now is upgraded to a status of new Scientific Assertion.
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Zero Point Energy (ZPE) is a subject of high interest in the scientific world. The Author has devoted time and efforts aimed at contribution in understanding and relationship of ZPE and the gravitational acceleration throughout the Solar System. The depth and power of his theoretical method directs some light onto previously unknown concepts. It is the results of Author's mathematical analytical achievement to demonstrate a circular frequency and ZPE's linear frequency and vortex-like simultaneous rotation. He named the particle ZPE-photon, and shows likely advance along a linear trajectory at the speed of light. The incorporeal ZPE waves are present in the entire Universe space at all temperatures. The fact is related to the left-hand side of Louis de Broglie equation. The Author shows that the analytical magnitudes "g ZPE" gravitational fields and the observed "g" agree with a significant accuracy. The tables list valuable data, substantiation, also the locations of maximums and inflection points found at the distances between observed orbits and the center of the Sun. Therefore, the following conclusion becomes self evident: the intensities of the all surface gravities are dependent upon the angular velocities of all celestial spheres throughout the solar system. Previously studied "Occam razor" now is upgraded to a status of new Scientific Assertion.
Steven L. Basic holds Master of Science degree in Aerospace engineering from a reputable European University. In his career he worked as a senior stress engineer for the British and American Aerospace industries. The author has published four studies in the Indian Journal for Theoretical Physics concerning the distribution of gravitational acceleration and gravitational mass of planets throughout the solar system. In this Volume 2, the Author re-enforces his assertion concerning a linkage between the gravitation and rotation. Furthermore, he describes and shows in substantial detail the algorithm as well as his theory of Zero Point Energy, the Uncertainty Principle, and Copenhagen Interpretation of Quantum Theory within the Outer Universe. This algorithm he also applies to a worldwide well known 'down to Earth' Over Unity Machine of an Academician, as an open, repeatable, mathematical analysis-numerical example. This machine oscillates for two hours without incorporation of the magnetic levitation bearings, to be developed in the future. The second volume elevates the presented "Occam Razor" toward a scientific assertion. This work is a result of many years of scientific consideration in fundamental physics and mathematical string theory realization.
Les informations fournies dans la section « A propos du livre » peuvent faire référence à une autre édition de ce titre.
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