Publication | Open Access
Generalized Hamiltonian Dynamics
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Citations
2
References
1950
Year
Hamiltonian DynamicsHamiltonian TheoryEngineeringGeneral FormRelative MeritsDiscrete Dynamical SystemHamiltonian SystemDynamicsLagrangian MethodGeneralized CoordinatesDynamic Systems
Lagrange and Hamilton each formulated dynamics in a general form, one using generalized coordinates and velocities and the other using coordinates and momenta. The study compares the relative merits of the two formulations. The paper begins with an introduction.
1. Introduction. The equations of dynamics were put into a general form by Lagrange, who expressed them in terms of a set of generalized coordinates and velocities. An alternative general form was later given by Hamilton, in terms of coordinates and momenta. Let us consider the relative merits of the two forms.
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