The discussion revolves around the relationship between changes in speed and their effects on the size of an orbit, specifically in the context of a hypothetical teleporting asteroid orbiting the sun. Participants explore theoretical scenarios involving teleportation, velocity changes, and their implications on orbital mechanics, including conservation of angular momentum and Kepler's laws.
Participants do not reach a consensus on the use of teleportation as a valid method for exploring orbital changes, with some favoring more realistic scenarios. There are competing views on the implications of speed changes on orbit size and the interpretation of Kepler's laws, indicating that the discussion remains unresolved.
Some limitations include the dependence on hypothetical scenarios and the challenge of isolating variables in orbital mechanics. The discussion also highlights the complexity of applying theoretical concepts to practical situations without clear experimental setups.
This discussion may be of interest to those exploring orbital mechanics, physics enthusiasts, and individuals looking for insights into the effects of speed and distance on orbits, as well as users of space simulation games.
Yes.syfry said:Looked up tangential and radial but had difficulty interpreting the definitions.
Does tangent mean the new orbit would (barely) touch the old orbit's boundary?
Yes.syfry said:And does radial mean in direction that's perpendicular to a curve? (like spokes on a wheel)