- #1
jorgext
- 8
- 0
Dear colleagues,
I have the following question in my head:
Give two canonical coordinates P, Q, and a corresponding set of equations of motions, not necessary solved.
Is it possible to find analytically the action S and response Rfunctions of the system, which satisfy the relations:
\dfrac{\delta S}{\delta Q}=\dfrac{\delta R}{\delta \dot Q}
\dfrac{\delta S}{\delta P}=\dfrac{\delta P}{\delta \dot P}
Or this is just imagination?
Best Regards,
Jorge.
I have the following question in my head:
Give two canonical coordinates P, Q, and a corresponding set of equations of motions, not necessary solved.
Is it possible to find analytically the action S and response Rfunctions of the system, which satisfy the relations:
\dfrac{\delta S}{\delta Q}=\dfrac{\delta R}{\delta \dot Q}
\dfrac{\delta S}{\delta P}=\dfrac{\delta P}{\delta \dot P}
Or this is just imagination?
Best Regards,
Jorge.
