202k views
5 votes
An Earth Satellite Moves in a Circular Orbit

A. Escape Velocity Calculator
B. Orbital Speed Calculator
C. Gravitational Force Calculator
D. Satellite Altitude Calculator

1 Answer

5 votes

Final answer:

The question encompasses the physics concepts of orbital speed and escape velocity necessary for Earth satellites and interplanetary spacecraft, as well as their motion dynamics in space.

Step-by-step explanation:

The question relates to the physics of satellite motion in space, which involves orbital mechanics and gravitational interactions. Specifically, the discussion is about the circular velocity necessary for satellites to maintain an orbit around Earth, the escape speed needed to break free from Earth's gravity, and the orbits of interplanetary spacecraft. Additionally, it touches on centripetal acceleration, gravitational force, and orbital periods.

For a satellite to orbit earth in a circular motion, it requires a specific orbital speed, which is approximately 8 kilometers per second at Earth's surface. To completely escape Earth's gravitational influence, a higher speed of around 11 kilometers per second is needed. The principles governing these motions are rooted in the laws of physics, with important applications for our understanding of satellite behavior and interplanetary travel.

User Sludge
by
8.0k points