[PDF.37du] Higher order derivatives, Lagrangians, Hamiltonians and non-canonical symplectic structures

Higher order derivatives, Lagrangians, Hamiltonians and non-canonical symplectic structures

[PDF.uc47] Higher order derivatives, Lagrangians, Hamiltonians and non-canonical symplectic structures

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 |  2016-12-05 | Original language:English |  11.00 x.11 x8.50l, | File type: PDF | 41 pages

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In the present book the equations of motion are obtained for Lagrangians with higher order derivatives, we used some variables and we wrote a Hamiltonian with a canonical symplectic structure. We can use some constants of motion as Hamiltonians, but we must use non-canonical symplectic structures if we want to obtain the same equations of motion, we did the Lagrangian formalisms for all the Hamiltonians, the difference between Lagrangians is not a total derivative.

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