Liouville dynamical system
id:
liouville-dynamical-system-195-678850
title:
Liouville dynamical system
text:
In classical mechanics, a Liouville dynamical system is an exactly solvable dynamical system in which the kinetic energy T and potential energy V can be expressed in terms of the s generalized coordinates q as follows: The solution of this system consists of a set of separably integrable equations where E = T + V is the conserved energy and the γ s are constants. As described below, the variables have been changed from qs to φs, and the functions us and ws substituted by their counterparts χs an
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https://en.wikipedia.org/wiki/Liouville_dynamical_system
date created:
date modified:
2024-03-14T11:35:12Z
main entity:
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