Ask a New Question

Question

A geosynchronous satellite is one that appears to be fixed in the sky, a condition useful for telecommunications. If such a satellite orbits the earth at an altitude of 33000 km above the earth's surface, what is its centripetal acceleration? The radius of the Earth is about 6370 km.
11 years ago

Answers

r = 33*10^6 + 6.37*10^6

2 pi r = circumference of orbit

v = 2 pi r/(24 h * 3600 s/h)

Ac = v^2/r
11 years ago

Related Questions

A geosynchronous equatorial orbiting satellite orbits 22,300 miles above the equator of Earth. It... a geosynchronous satellite orbits at a distance from earth's center of about 6.6 earth radii and tak... A 600-kg geosynchronous satellite has an orbital radious of 6.6 Earth radii. What gravitational for... Geosynchronous satellites orbit the Earth at an altitude of about 3.58×10^7 m. Given that the Earth'... Geosynchronous communications satellites are placed in a circular orbit that is 3.59 107 m above... A 600-kg geosynchronous satellite has an orbital radius of 6.6 Earth radii. What gravitational force... A geosynchronous satellite is a satellite whose orbital period matches the rotation of the Earth. Ca... A new geosynchronous satellite needs an orbit of 35.7 km . The mass of the Earth is 5.97x 10^24 Kg a... A geosynchronous satellite has an orbital period of 24 hours so that it stays fixed at a point above...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use