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## Mathematical reasoning behavior of falling bodies in the space of the Earth's orbit.
Since ancient times, interest in the problem of gravitation emerged long before Newton. In the IV century BC, Aristotle claimed that all bodies fall, because they tend to the center of the universe, and this is the center of the Earth. It was considered that the harder the body, so it drops quickly. This idea lasted about two thousand years, and has been refuted by experiments in Galileo with the free fall of bodies. Galileo proved that if you get rid of the air resistance, all bodies fall to the earth with the same acceleration. However, Galileo did not give a mathematical confirmation of his experiments, which raises some doubt as to their authenticity. According to the point of view of Benedetti, bodies falling speed in space depends only on the difference between body density and medium density. With regard to the free fall of bodies in space, is based on Newton's second law with the same force of gravitational attraction, but different mass of bodies falling to the planet Earth can not be the same acceleration of falling bodies. Knowing the weight of the material body volume and efficiency of being in space the Earth's orbit, it is possible to make the calculation of the forces of gravitational attraction of each material body to the ground, under the new law Belashova. In these calculations, the same volumes of different falling material bodies must have different masses and different activity. It should be emphasized that any falling material body in space, the Earth's orbit can be passive or active (rotate around its axis and have their own unit of gravitational acceleration of bodies in space). The new law of gravitational attraction between the planet Earth and the falling material body is in Earth orbit space can be formulated as follows: The gravitational attraction between the planet Earth and the falling material body is in space, the Earth's orbit is equal to the sum of the product of the mass of the planet Earth in the module of acceleration of land fall, the product mass falling of the material body orbiting the earth at the module of acceleration of gravity falling material body on the volume of falling material body located orbiting the earth, and is inversely proportional to the product of twice the distance from the surface of the Sun to the planet earth, the distance from the surface of the Sun to the surface of the falling material body orbiting the earth at a distance between the surface of the planet earth and the surface of the falling material body located in its orbit.
Where: F g - the force of gravitational attraction between the planet Earth and the falling material body is in space, the Earth's orbit, N Lсз - the distance from the surface of the Sun to the planet Earth, m L спт - the distance from the surface of the Sun to the surface of the material body of the incident located in the space of the earth 's orbit, m L пт - distance from the earth to the surface of the falling of the material body, m g пт - acceleration due to gravity of the incident of the material body, m/s² g з - acceleration of free fall of bodies planet Earth, m/s² V пт – volume falling material body, m³ m пт - mass of falling of the material body, kg m з - the mass of the planet Earth, kg. For the physico - mathematical experiment take three of the same volume of different material bodies consisting of spruce wood , steel grade 10 , a stack of papers and determine the weight of the three material bodies having the same volume = 0.0025 m³ meters according to the following formula: Where:
We determine the weight of the material body consisting of steel grade 10. Where:
Determine material weight consisting of a stack of papers. Where: Determine material weight consisting of spruce wood. Where: For example, according to the law of gravitational attraction between the planet Earth and passively falling material body is in space, the Earth's orbit determine the force of gravitational attraction passively falling material body consisting of steel grade 10 to the planet Earth. In mathematical calculations to take into account that the Earth will not have the air bag and the gravitational acceleration of bodies in space, on the south or the north pole.
Where: F g - the force of gravitational attraction between the planet Earth and passively falling material body consisting of steel grade 10 located in the space of the Earth's orbit, N Lсз - the distance from the surface of the Sun to the surface of the planet Earth = 149600000000 m L спт - the distance from the surface of the Sun to the surface passively falling material body is in space, the Earth's orbit = 149600000000 m L пт - distance from the earth to the passive material body = 1 m L пт - distance from the earth to the passive material body = 100 m g пт - acceleration of gravity passive material body = 0,00 m/s² g з - acceleration of free fall of bodies to the poles of the planet Earth = 0,00 m/s² m пт - weight passive material body consisting of steel = 19,64 kg m з - the mass of the planet Earth = 5973600000000000000000000 kg V пт – passive volume of the material body = 0,0025 m³. Define for how many seconds of passive material body weight of 19.64 kg and volume 0,0025 m³ consisting of steel grade 10 with a height of 100 meters and fall to the surface of the Earth on the south or the north pole, where there is the gravitational acceleration of bodies in space and no air bag.
◄|| ◄|| ## List of the most relevant scientific discoveries.
## 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 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 |