Gravitation and the Unified Nature of All Kinds of Motion in Non-Empty Space (Part 1)  

作　　者：Yuri N. Ivanov Anton V. Pinchuk Yuri N. Ivanov;Anton V. Pinchuk(Institute of Rhythmodynamics, Moscow, Russia;AE Space Ltd., Oakville, Canada)

机构地区：[1]Institute of Rhythmodynamics, Moscow, Russia [2]AE Space Ltd., Oakville, Canada

出　　处：《Journal of High Energy Physics, Gravitation and Cosmology》2024年第4期1918-1932,共15页高能物理（英文）

摘　　要：The presented work examines the mechanism and conditions of self-motion in bodies as systems of interacting elements. It is shown how the oscillation parameters of these elements determine the mode of motion of the system (body). In this case, the motion is considered as a consequence of symmetry breaking of forces in the systems themselves, and not as a reaction of individual elements to external influences. It is shown that such a violation takes place both in the gravitational field and when the system moves by inertia. Examples of the influence of changes in phase (φ) and frequency (f) parameters of the system elements on the velocity mode of its motion in space are considered. The identity of the causes of self-motion is revealed both in the case of gravitation and inertial motion.The presented work examines the mechanism and conditions of self-motion in bodies as systems of interacting elements. It is shown how the oscillation parameters of these elements determine the mode of motion of the system (body). In this case, the motion is considered as a consequence of symmetry breaking of forces in the systems themselves, and not as a reaction of individual elements to external influences. It is shown that such a violation takes place both in the gravitational field and when the system moves by inertia. Examples of the influence of changes in phase (φ) and frequency (f) parameters of the system elements on the velocity mode of its motion in space are considered. The identity of the causes of self-motion is revealed both in the case of gravitation and inertial motion.

关 键 词：GRAVITATION SELF-MOTION Phase Frequency Time Rate Standing Wave Potential Well Standing Wave Node MOMENTUM Quantity of Motion 

分 类 号：O17[理学—数学]