A geosynchronous orbit is a circular orbit that lies on the Earth's equatorial plane and follow the direction of the Earth's rotation in the period equal to the Earth's rotational period (one sidereal day) and thus it appears motionless, at a fixed position in the sky, to ground observers. h = Height of the artificial satellite G = Constant of gravitation (6.67*10-11) M = Mass of the planet T = Rotational period of the planet R = Radius of the planet The geosynchronous orbit (synchronous orbit of the Earth) is at an altitude of 35,796 km (≈ 36,000 km) and has a semi-major axis of 42,167 km. Because the radius and period are related, you can use physics to calculate one if you know the other. Then A FBD. A geosynchronous orbit is an orbit at a height of 35,786 km (22,000 mi) above sea level on the Earth. This video shows the calculation of the altitude of a geosynchronous satellite. The geostationary orbit is the most common type of geosynchronous orbit. I know the Geostationary orbit for Kerbin is 2,868.400 but have no idea about all the others. A geosynchronous or, more specifically, geostationary orbit is an orbit where your orbital period is equal to that of the gravitational body's "day" (specifically the sidereal time or sidereal rotation period), so you remain in the same spot over the planet consistently.Also the gravitational force and the centripetal force needs to be equal, which is the case for any circular orbit. To plot orbiting satellites and paths on a flat, static map would create quite a mess.

For a geosynchronous orbit, the orbit has to take 24 hours instead of 90 minutes, because the earth takes 24 hours to spin. Because the radius and period are related, you can use physics to calculate one if you know the other. Justify your answers. A virtual globe allows us to plot satellites along with their height for a … Use The FBD. Robert Frost correctly points out that, ignoring earth we would get a distance of 88,441km which is not a stable orbit when we go back to not ignoring Earth. Given #"Radius of the Earth"(R) =6.38 xx 10^6# m Thank you to Dan Burns and Christopher Becke for the correction! Geostationary orbit is a special case of geosynchronous orbit. A geosynchronous orbit simply has the same 24 hour period as the Earth, however, it is inclined relative to the equator and traces out an ellipse in the sky as seen from the Earth. At this height, the orbit takes 24 hours, so it is in sync with the land on Earth (the 'geo' part of geosynchronous). From earth, they would seem drifting in westerly direction. A geosynchronous orbit simply has the same 24 hour period as the Earth, however, it is inclined relative to the equator and traces out an ellipse in the sky as seen from the Earth. A geostationary orbit (also known as a geostationary Earth orbit, geosynchronous equatorial orbit, or simply GEO) is a circular orbit located at an altitude of 35,786 kilometers (22,236 miles) above the surface of Earth with zero inclination to the equatorial plane. Geostationary orbit is a special case of geosynchronous orbit. Im trying to set up a Geostationary Relay Network. (Sorry they are incorrectly identified as the same in the video.) Given #"Radius of the Earth"(R) =6.38 xx 10^6# m A geosynchronous orbit (sometimes abbreviated GSO) is an orbit around the Earth with an orbital period of one sidereal day (approximately 23 hours 56 minutes and 4 seconds), matching the Earth's sidereal rotation period. A geosynchronous orbit is a circular orbit that lies on the Earth's equatorial plane and follow the direction of the Earth's rotation in the period equal to the Earth's rotational period (one sidereal day) and thus it appears motionless, at a fixed position in the sky, to ground observers.
Hello everybody, I was wondering if there is a list of Geostationary orbits for Mun and all the other planets?