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![]() formation of planets in our galaxy ![]() ![]() formation of planets in our galaxy ![]() ![]() electrical phenomena ![]() ![]() hydrodynamics ![]() ![]() cavitation heaters ![]() ![]() modular wind turbines ![]() ![]() and technological discoveries ![]() ![]() mechanism of rotation of planets ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() | Laws of motion and mutual dependence of the planets of the solar system.The video is dedicated to the new laws of motion and mutual dependence of the planets of the solar system derived from thermodynamic processes occurring in our universe. The new law activity of a material body is in space and new education laws of the planets and galaxies in our universe give us the opportunity to thoroughly understand the mechanism of rotation of planets of the solar system in an elliptical orbit and take a fresh look at this phenomenon of nature. ![]() From a variety of conflicting hypotheses, and the laws of the formation of the planets of the solar system is necessary to highlight the work of Johannes Kepler (1571-1630), who became the first scientific laws of planetary motion. Kepler's work made it possible to generalize the knowledge of the mechanics of that era in the form of laws of dynamics and the law of universal gravitation, formulated by Isaac Newton later. These outstanding thinkers and scientists of the time given in the right direction in the understanding of the processes occurring in our universe. However, scientific thought does not stand still, and brings about changes in the knowledge of these natural phenomena. After the discovery of new laws of planets and galaxies in our universe these scientific assumptions easily confirm new arguments. To illustrate based on the planetary model of the solar system and the interaction of all the planets of the solar system with the sun, according to new laws of planetary formation and galaxies in our universe. For example, the new law of gravity a material body is in space, the solar (or other) system to the central star (the Sun) can determine the gravitational force of the planets of the solar system to the Sun, which can be formulated as follows: The gravitational force of the material body is in space, the solar (or other) system to the central star (the Sun) is the product of the mass of the measured material body module of acceleration of gravity measured by the material body, the diameter of the measured material body, and inversely proportional to the distance from the surface of the Sun to the surface measuring the material body. where: F тсо - the gravitational force of a material body is in space, the solar (or other) system to the central star (the Sun), N Lс - distance from the center of the star (Sun) measured from the surface of a material body, m g и - unit of gravitational acceleration measured material body, m/s² D и - measured diameter of the body of material, m m и - measured weight of the material body, kg. For example, according to the law of gravity a material body is in space, the solar (or other) system to the central star (the Sun), determine the gravitational force of the planet Mercury to the central star (the Sun).
where: F тсо - the gravitational force of a material body is in space, the solar (or other) system to the central star (the Sun), N Lс - distance from the central star (the Sun) to the surface of the planet Mercury = 57910000000 m g и - unit of acceleration of gravity of the planet Mercury = 3,70 m/s² m и - mass of the planet Mercury = 3,330228 ∙ 10 23 kg D и - the diameter of the planet Mercury = 4879400 m. For example, according to the law of gravity a material body is in space, the solar (or other) system to the central star (the Sun), determine the gravitational force of the planet Venus to the central star (the Sun). where: F тсо - the gravitational force of a material body is in space, the solar (or other) system to the central star (the Sun), N Lс - distance from the central star (the Sun) to the surface of the planet Venus = 108000000000 m g и - unit of acceleration of gravity of the planet Venus = 8,87 m/s² m и - mass of the planet Venus = 4,8685 ∙ 10 24 kg D и - the diameter of the planet Venus = 12103000 m. For example, according to the law of gravity a material body is in space, the solar (or other) system to the central star (the Sun) define the gravitational force of the planet Earth, to the central star (the Sun). where: F тсо - the gravitational force of a material body is in space, the solar (or other) system to the central star (the Sun), N Lс - distance from the central star (the Sun) to the surface of the planet Earth = 150000000000 m g и - unit of gravitational acceleration of Planet Earth = 9,80665 m/s² m и - the mass of the planet Earth = 5,9726 ∙ 10 24 kg D и - the diameter of the planet Earth = 12756200 m. For example, according to the law of gravity a material body is in space, the solar (or other) system to the central star (the Sun), determine the gravitational force of the planet Mars to the central star (the Sun). where: F тсо - the gravitational force of a material body is in space, the solar (or other) system to the central star (the Sun), N Lс - distance from the central star (the Sun) to the surface of the planet Mars = 228000000000 m g и - unit of acceleration of gravity of the planet Mars = 3,711 m/s² m и - mass of the planet Mars = 6,4185 ∙ 10 23 kg D и - the diameter of the planet Mars = 6792400 m. For example, according to the law of gravity a material body is in space, the solar (or other) system to the central star (the Sun), define the force of gravity of the dwarf planet Ceres to the central star (the Sun), which is located in the asteroid belt. where: F тсо - the gravitational force of a material body is in space, the solar (or other) system to the central star (the Sun), N Lс - distance from the central star (the Sun) to the surface of the dwarf planet Ceres = 413900000000 m g и - unit of gravitational acceleration dwarf planet Ceres = 0,27 m/s² m и - the mass of the dwarf planet Ceres = 9,43 ∙ 10 20 kg D и - diameter of the dwarf planet Ceres = 974600 m. For example, according to the law of gravity a material body is in space, the solar (or other) system to the central star (the Sun), determine the gravitational force of Jupiter to the central star (the Sun), which refers to the planets gas giants. where: F тсо - the gravitational force of a material body is in space, the solar (or other) system to the central star (the Sun), N Lс - distance from the central star (the Sun) to the surface of the planet Jupiter = 778000000000 m g и - unit of acceleration of gravity of the planet Jupiter = 24,79 m/s² m и - mass of the planet Jupiter = 1,8986 ∙ 10 27 kg D и - the diameter of the planet Jupiter = 142984000 m. For example, according to the law of gravity a material body is in space, the solar (or other) system to the central star (the Sun), determine the gravitational force of the planet Saturn to the central star (the Sun).
where: F тсо - the gravitational force of a material body is in space, the solar (or other) system to the central star (the Sun), N Lс - distance from the central star (the Sun) to the surface of the planet Saturn = 1427000000000 m g и - unit of acceleration of gravity of the planet Saturn = 10,44 m/s² m и - mass of the planet Saturn = 5,6846 ∙ 10 26 kg D и - the diameter of the planet Saturn = 120536000 m. For example, according to the law of gravity a material body is in space, the solar (or other) system to the central star (the Sun), determine the gravitational force of the planet Uranus to the central star (the Sun). where: F тсо - the gravitational force of a material body is in space, the solar (or other) system to the central star (the Sun), N Lс - distance from the central star (the Sun) to the surface of the planet Uranus = 2886000000000 m g и - unit of acceleration of gravity of the planet Uranus = 8,87 m/s² m и - mass of the planet Uranus = 8,6832 ∙ 10 25 kg D и – the diameter of the planet Uranus = 51118000 m. For example, according to the law of gravity a material body is in space, the solar (or other) system to the central star (the Sun), determine the gravitational force of the planet Neptune, the central star (the Sun). where: F тсо - the gravitational force of a material body is in space, the solar (or other) system to the central star (the Sun), N Lс - distance from the central star (the Sun) to the surface of the planet Neptune = 4498000000000 m g и - unit of acceleration of gravity of the planet Neptune = 11,15 m/s² m и - mass of the planet Neptune = 1,0243 ∙ 10 26 kg D и - the diameter of the planet Neptune = 49528000 m. For example, according to the law of gravity a material body is in space, the solar (or other) system to the central star (the Sun), determine the gravitational force of the planet Pluto to a central star (the Sun). where: F тсо - the gravitational force of a material body is in space, the solar (or other) system to the central star (the Sun), N Lс - distance from the central star (the Sun) to the surface of the planet Pluto = 5929000000000 m g и - unit of acceleration of gravity of the planet Pluto = 0,58 m/s² m и - mass of the planet Pluto = 1,305 ∙ 10 22 kg D и – the diameter of the planet Pluto = 2374000 m. ◄|| Previous page ◄|| 1 2 3 4 ||► Next page ||► ◄|| The laws of motion and the mutual dependence of the solar system planets ||► ![]() List of the most relevant scientific discoveries.
![]() The cosmic space is a thermodynamic self-regulating energy system that, in the course of its work, creates not only the substance of outer space, which has its composition, its mass and density, but also the acceleration of the free fall of bodies in space
around all the stars, galaxies and constellations of our universe. The substance of outer space and the acceleration of the free fall of bodies in space closely interacts with the forces of gravity and energy between active and passive material bodies. The field of the discovery of a new law defining the strength of the substance of outer space between the measured material body and the Sun, the discovery of a new law that determines the acceleration modulus free fall of bodies in the space of the solar system, the mechanism of rotation of the planets and galaxies of our Universe by elliptical orbit. The mechanism of the origin of the forces of the planets and galaxies of our Universe moving in an elliptical orbit occurs in the cosmic substance and depends on the degree of activity of material bodies, their density, volume, acceleration of free fall of bodies in space, gravitational forces and energy between active or passive material bodies. When the position of one material body in the space along the
the relation to another material body will change not only the gravitational force of this material body, but also its energy. The new laws give us Possibility of deeper understanding of the mechanism of rotation of planets and galaxies of our Universe in elliptical orbit. New laws of gravitational gravitation.
The basic laws that create the movement of material bodies in an elliptical orbit.
Comments on the properties of gravitational gravitation. ![]()
![]() See the description of new laws and mechanisms for the formation of the planets of the solar system and galaxies of our universe in the description of the application for invention № 2005129781 from 28 September 2005 year ![]() See the description of new laws and mechanisms for the formation of the planets of the solar system and galaxies of our universe in the description of the application for invention № 2005140396 from 26 December 2005 year. ![]() |