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Quote from: Yusup Hizirov on 02/06/2020 21:05:41Quote from: Kryptid on 02/06/2020 20:43:48Planets that are sufficiently close to their stars are thought to be. You have evidence that planets revolve around stars. Give me a link.Trolling or stupidity?
Quote from: Kryptid on 02/06/2020 20:43:48Planets that are sufficiently close to their stars are thought to be. You have evidence that planets revolve around stars. Give me a link.
Planets that are sufficiently close to their stars are thought to be.
The mechanics of rotation of cyclones, anticyclones, cycles and galaxies, one and the same. This can be easily verified by comparing these two pictures.
If the stars circled around the center of the galaxy with such huge speeds, then the stars that are on the periphery of the galaxy flew out of their orbits, because the farther away from the core the star, the greater the orbital speed of the star.
This suggests that in the center of cyclones, anticyclones and galaxies, there is not mass, which should create gravity, but the eye of the storm. https://en.m.wikipedia.org/wiki/Eye_(cyclone) https://life.ru/p/907112
There are no answers to the following questions:1. In the solar system, all eight planets revolve around the sun in the same plane.a) And the stars, rotating around the nucleus of the galaxy, form dozens of planes.b) What force is involved in the formation of the lenticular form of the galaxy?c) Within the laws of celestial mechanics, stars should revolve around the core of the galaxy, in only one plane, similar to the planets of the solar system.2. The statement that globular star clusters are satellites of galaxies and rotate in very elongated orbits at a speed of ≈ 200 km / s also goes beyond celestial mechanics. https://images.app.goo.gl/goz9RPyJb3QqMxEZ7a) If spherical star clusters revolved around the galaxy, then spherical star clusters had the shape of a disk. https://en.m.wikipedia.org/wiki/Galaxyb) Is it possible for Saturn and its satellites to revolve around the Sun in the form of a globular cluster?3. In globular star clusters,there is no orbital rotation of stars.a) Then what forces form a globular cluster of stars, if it is not levitation?4. If globular star clusters are satellites of galaxies, then globular star clusters, like all planet satellites, must possess all the signs of satellites: axis of rotation, libration, etc. https://en.m.wikipedia.org/wiki/Globular_cluster
Galaxies, cyclones and cycles, are a single slowly rotating "monolith" that rotates like a gas tank cover and does not obey the law of universal gravitation.
Quote from: Yusup Hizirov on 04/06/2020 12:28:39Galaxies, cyclones and cycles, are a single slowly rotating "monolith" that rotates like a gas tank cover and does not obey the law of universal gravitation.You missed this question.
Everything is relative!!!Blah, blah, blah
Everything is relative!!!The mechanics of rotation of cyclones, anticyclones, cycles and galaxies, one and the same. This can be easily verified by comparing these two pictures. https://images.app.goo.gl/zLQoi7Ht9LgyfNog9 https://images.app.goo.gl/236YjBU99CywjA1y8If the stars circled around the center of the galaxy with such huge speeds, then the stars that are on the periphery of the galaxy would fly out of their orbits, because the farther away from the nucleus the star, the greater the orbital speed of the star.And in the solar system, the opposite is true, the farther away from the Sun the planet is, the lower the planet’s orbital speed. https://en.m.wikipedia.org/wiki/Galaxy_rotation_curveThis suggests that in the center of cyclones, anticyclones and galaxies, there is not mass, which should create gravity, but the eye of the storm. https://en.m.wikipedia.org/wiki/Eye_(cyclone) https://life.ru/p/907112Galaxies, cyclones and cycles, are a single slowly rotating "monolith" that rotates like a gas tank cover and does not obey the law of universal gravitation.Black holes leave their galaxies. https://news.rambler.ru/scitech/43938566-astronomy-pokazali-kak-chernye-dyry-pokidayut-svoi-galaktiki/ //www.youtube.com/watch?v=pnbJEg9r1o8Astronomers accidentally discovered a strange star escaping from the Milky Way.https://in-space.ru/astronomy-sluchajno-obnaruzhili-strannuyu-zvezdu-ubegayushhuyu-iz-mlechnogo-puti/ //www.youtube.com/watch?v=f_w6JprsXK8The black hole spawned a unique kind of planet. https://m.lenta.ru/news/2020/04/27/hole/amp/Regeneration of cyclones. https://slide-share.ru/regeneraciya-anticiklonov-28872The mechanism of formation of cyclones, anticyclones, whirlpools and galaxies is similar."The laws of nature are universal." Lao Tzu. The statement that the entire star rotates around the center of the galaxy with the same angular velocities goes beyond the laws of celestial mechanics.In the solar system, the angular velocity of Neptune is hundreds of times less than that of Mercury. https://images.app.goo.gl/xWiXQTMfThVTsEy66
The solar Coriolis effect is involved in the formation of the ellipse of the moon.When the Moon, rotating around the Earth in the fourth phase, approaches the Sun at a speed of 1 km / s, and in the second phase it moves away from the Sun at a speed of 1 km / s, the Coriolis Solar Force stretches the Moon’s orbit along the Earth’s orbit, due to which an ellipse of the Moon is formed.//www.youtube.com/watch?v=OZIB_leg75QWhen the moon is in the phase of the new moon and the full moon, the solar Coriolis effect does not affect the orbit of the moon, because in these phases the moon does not approach and does not move away from the sun.The lunar ellipse can be mathematically expressed (but not calculated) using the following formula. E = Vz / VlWhere Vz - Orbital angular velocity of the Earth.Vl - Orbital angular velocity of the moon.
Quote from: Yusup Hizirov on 23/02/2020 11:49:26The solar Coriolis effect is involved in the formation of the ellipse of the moon.When the Moon, rotating around the Earth in the fourth phase, approaches the Sun at a speed of 1 km / s, and in the second phase it moves away from the Sun at a speed of 1 km / s, the Coriolis Solar Force stretches the Moon’s orbit along the Earth’s orbit, due to which an ellipse of the Moon is formed.//www.youtube.com/watch?v=OZIB_leg75QWhen the moon is in the phase of the new moon and the full moon, the solar Coriolis effect does not affect the orbit of the moon, because in these phases the moon does not approach and does not move away from the sun.The lunar ellipse can be mathematically expressed (but not calculated) using the following formula. E = Vz / VlWhere Vz - Orbital angular velocity of the Earth.Vl - Orbital angular velocity of the moon.The solar Coriolis effect stretches the orbit of the Earth’s artificial satellites along the Earth’s orbit.
The Earth’s orbital speed is 30 degrees per month.The orbital speed of the moon is 360 degrees per month.E = 30/360 = 0.083
Quote from: Yusup Hizirov on 18/06/2020 22:21:11The Earth’s orbital speed is 30 degrees per month.The orbital speed of the moon is 360 degrees per month.E = 30/360 = 0.083You know that's the wrong answer, don't you?
The eccentricity of the orbit of the moon can be calculated by the following formula. E = Vz / VlWhere Vz - Orbital velocity of the Earth.Vl - Orbital velocity of the moon.
Quote from: Kryptid on 19/06/2020 14:26:30Quote from: Yusup Hizirov on 18/06/2020 22:21:11The Earth’s orbital speed is 30 degrees per month.The orbital speed of the moon is 360 degrees per month.E = 30/360 = 0.083You know that's the wrong answer, don't you?It's not just that it's the wrong answer (the right answer is nearer to 1/13 than 1/12), but it's the wrong answer to the wrong question.
Quote from: Yusup Hizirov on 18/06/2020 22:21:11The eccentricity of the orbit of the moon can be calculated by the following formula. E = Vz / VlWhere Vz - Orbital velocity of the Earth.Vl - Orbital velocity of the moon.No, it isn't.And there's no reason to imagine that it would be.The right answer is about 0.0549.
With that in mind, why don't we see how well your equation works for another planet?
The solar power of Coriolis participates in the formation of the ellipse of the moon.When the Moon revolving around the Earth in the fourth quarter approaches the Sun at a speed of 1 km / s, and in the second quarter moves away from the Sun at a speed of 1 km / s, the Coriolis Solar Force stretches the moon’s orbit along the Earth’s orbit, which forms an ellipse of the Moon.When the moon is in the phase of the new moon and the full moon, the Coriolis solar power does not affect the orbit of the moon, because in these phases, the moon does not approach or move away from the sun.http://www.sat.belastro.net/glava2/glava2.php#p1.2.chttps://en.m.wikipedia.org/wiki/Orbital_eccentricityThe eccentricity of the orbit of the moon can be calculated by the following formula. E = Vz / Vl.Where Vz - Orbital velocity of the Earth.Vl - Orbital velocity of the moon. The Earth’s orbital speed is 30 degrees per month.The orbital speed of the moon is 360 degrees per month.E = 30/360 = 0.083
The eccentricity of the orbit of the geostationary satellites can be calculated by the following formula. E = Vz / Vi
Quote from: Yusup Hizirov on 18/06/2020 22:21:11The Earth’s orbital speed is 30 degrees per month.The orbital speed of the moon is 360 degrees per month.E = 30/360 = 0.083Your definition of a month appears to be exactly one-twelfth of a year (so 30.4375 days). With that in mind, why don't we see how well your equation works for another planet?Mars' orbital period is 686.971 days (22.57 months), so each month it moves 360/22.57 = 15.95 degrees. Its satellite Phobos completes an orbit every 0.319 days (0.01048 months), so each month it moves 360/0.01048 = 34,351.15 degrees. So using your equation, the predicted eccentricity of Phobos' orbit is 34,351.15/15.95 = 2,153.68. That is an impossibly high eccentricity and is over 142,000 times larger than its actual orbital eccentricity.We can safely say that your equation is solidly falsified.
Check your calculations.
The eccentricity of the orbit of the geostationary satellites can be calculated by the following formula. E = Vz / ViWhere Vz - Orbital velocity of the Earth.Vi - orbital velocity of the satellite.