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Advanced Physics Homework Help
General Form of Canonical Transformations
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[QUOTE="kolawoletech, post: 5440288, member: 590689"] [h2]Homework Statement [/h2] How do I go about finding the most general form of the canonical transformation of the form Q = f(q) + g(p) P = c[f(q) + h(p)] where f,g and h are differential functions and c is a constant not equal to zero. Where (Q,P) and (q,p) represent the generalised cordinates and conjugate momentum in the new and old system [h2]Homework Equations[/h2] {Q,Q}={P,P}=0 {Q,P}=1 [h2]The Attempt at a Solution[/h2] I arrived at a function c.f'(q)[h'(p)-g'(p)]=1 I don't know how to get further to prove canonicity [/QUOTE]
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General Form of Canonical Transformations
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