Invariants for time-dependent potentials: Use of self-similar techniques
Author:
Publisher
Elsevier BV
Subject
Condensed Matter Physics,Statistical and Nonlinear Physics
Reference13 articles.
1. First integrals for one-dimensional particle motion in a non-linear, time-dependent potential field
2. Noether’s theorem, time‐dependent invariants and nonlinear equations of motion
3. A direct construction of first integrals for certain non-linear dynamical systems
4. A direct approach to finding exact invariants for one‐dimensional time‐dependent classical Hamiltonians
5. H.R. Lewis and J. Goedert, Los Alamos preprint LA UR 85 1687.
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1. Dynamical invariants and diffusion of merger substructures in time-dependent gravitational potentials;Monthly Notices of the Royal Astronomical Society;2013-06-18
2. Construction of exact invariants for time dependent classical dynamical systems;International Journal of Theoretical Physics;1998
3. Extension of Giacomini’s results concerning invariants for one‐dimensional time‐dependent potentials;Journal of Mathematical Physics;1996-11
4. Hamiltonian structure and integrability of the stationary Kuramoto–Sivashinsky equation;Journal of Mathematical Physics;1995-03
5. Completely integrable one-dimensional classical and relativistic time-dependent Hamiltonians;Theoretical and Mathematical Physics;1994-06
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