- #1
LagrangeEuler
- 717
- 20
In central motion we have criteria for stability. For function of force [tex]f(r)[/tex]
we have stability if
[tex]f'(r)+\frac{3}{r}>0[/tex]
This is stability in what sence? Do I have then periodic orbits or what? Is it in some connection with calculations of Lyapunov exponent? Thanks for the answer.
we have stability if
[tex]f'(r)+\frac{3}{r}>0[/tex]
This is stability in what sence? Do I have then periodic orbits or what? Is it in some connection with calculations of Lyapunov exponent? Thanks for the answer.