Position versus Momentum Projections for Constrained Hamiltonian
Systems
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Reference: Numerical Algorithms, 19 (1998) 223-234 |
Description: The results of
[16,
113]
indicate that for the
numerical
integration of constrained Hamiltonian systems preservation of the
momentum constraints is more important than preservation of the
position constraints. This article provides further evidence for this
effect and studies it from the point of view of projection methods
applied to the classical equations of motion. It is shown that, in
contrast to position projections, momentum projections are canonical
transformations and lead to lower error growth rates. |
Compressed Postscript File: (60 kB)
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