Ed Quanta
- 296
- 0
Why is it that if an orbiting space station is observed to remain always vertically above the same point on Earth then the observer must be on the equator of Earth?
The discussion revolves around the conditions under which an orbiting space station can appear to remain vertically above the same point on Earth. It explores concepts related to orbital mechanics, specifically geosynchronous and geostationary orbits, and the implications for observers located at different latitudes.
Participants express disagreement regarding the conditions for a space station to appear stationary above a point on Earth. Some maintain that equatorial positioning is necessary, while others propose that this is not a strict requirement, leading to an unresolved discussion.
There are unresolved assumptions regarding the definitions of geosynchronous and geostationary orbits, as well as the implications of angular velocity in relation to Earth's rotation.
Ed Quanta said:Why is it that if an orbiting space station is observed to remain always vertically above the same point on Earth then the observer must be on the equator of Earth?
I am not sure what this person is talking about. There's some misleading info here.cigster said:The thesis is wrong. The orbit of the space station will always around the core of the Earth but not neccesarily around the equator. You will see the space station always above you if it has the same angular velocity as the Earth. For example telecommunication satellites work like this. They are put into orbit by high powered rockets so that they have angular velocity the same as that of the Earth.
In order for the space station to remain vertically above the same point on the Earth (this is a given condition), the space station must be in an equatorial geosynchronous orbit (i.e., a geostationary orbit). There are no other orbits that satisfy this given condition.cigster said:The thesis is wrong. The orbit of the space station will always around the core of the Earth but not neccesarily around the equator.