- #1
JVanUW
- 24
- 0
This isn't homework but I'm interested.
So I have the langevin equation dy/dt = -dV/dy +η(t)
where V(y) = -by^3/3 + ζy
how can I turn this into a fokker-planck equation?
What I'm getting is
x' = -u(bx^2+ζ) + η(t)
Which I don't know how to solve in closed form.
Any ideas/suggestions?
Thanks!
So I have the langevin equation dy/dt = -dV/dy +η(t)
where V(y) = -by^3/3 + ζy
how can I turn this into a fokker-planck equation?
What I'm getting is
x' = -u(bx^2+ζ) + η(t)
Which I don't know how to solve in closed form.
Any ideas/suggestions?
Thanks!
Last edited: