2-body problem is always stable bahthe trajectory is always one of the three conic sections.
How to proof the stability of the system?
The system is solvable but non-linear, thus an Lyapunov analysis must be adopted.
My rusty mind is not capable of doing it, still thinking... If you have a good Lyapunov function for this, please share it.
My rusty mind is not capable of doing it, still thinking... If you have a good Lyapunov function for this, please share it.
Yeah!