Originally Posted by grahamlthompson:
“Why
The increase or decrease in final velocity is directly proportional to the force produced by the thruster and the time it's applied for and inversely proportional to the satellites mass. Any change in orbital height is entirely automatic. Take a satellite outside the earths atmosphere and accelerate it to 1.91 miles/sec at right angles to the Earths surface in any direction it will assume an altitude of 26199mls from the Earths centre and complete an orbit in 1 sidereal day. It won't be geosynchronous purely because of it's path (It could be pole to pole).
The velocity along its orbit is the only variable in this instance.
An equal and opposite burn will restore it's original velocity of about 1.91 miles/sec so it will return to the Clarke Belt altitude.
All you need to do to bring a satellite down is to speed it up sufficiently so it assumes a lower orbit and clips the Earths atmosphere, the force of friction then slows it down”
We're not talking about clipping the earth's atmosphere to slow it down though.
Your earlier posts states that to speed it up, it will move to a higher orbit, you contradict that in the next post though, by concurring that it's actually a lower altitude.
I think the confusion (on my part here) is that I'm mixing up angular velocity of the body, with speed relative to a fixed point on the earth's surface.
By that I mean, for a given speed relative to a fixed point on the earth, a body at a higher altitude would have a longer arc, and thus would be covering a greater distance, and require more angular velocity, just to maintain the same speed relative to that fixed point.
However, what's really throwing me is the fact that the height of the orbit is automatic. If (as you now accept) a faster speed with respect to a fixed point on the earth requires a lower orbit, how exactly would it happen automatically? This is a genuine question, I'd really like to know.
An object happily orbiting a body is accelerated in a direction at a rightangle to its orbit, such that its angular velocity is increased (ignoring what happens to its relative velocity to a fixed point on the body's surface, since we don't even care whether or not it's traveling in the same direction as the body's rotation). What force would cause it to drop its altitude? Surely its altitude would increase?
Hmmm, and thinking about this point, its relative velocity to a fixed point on the surface would consequently reduce too. *head explodes*