Recent content by kamil600

Yes, I tried prove it using hamiltonian equations (which are partial derivatives of hamiltonian), but always it let me to equations which I can't solve. If the quickes way to prove it is canonical transformation maby someone can tell me how to prove this problem using it.

It might be good idea, but do you have any other clues how to solve it without canonical transformation?

Have you got any clues how to prove q2=Acos(q2)+Bsin(q2)+C using hamiltonian H =(1/2)*(p12 q14 + p22 q22 - 2aq1) , where a,A,B,C=const. I've tried to solve hamiltonian eqations what let me to equations which I can't solved. How you got any ideas solving this problem?