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@proceedings{1083298,
author = {Rossi, Olga and Musilová, Jana},
booktitle = {Winter School Geometry and Physics, 13.1.-19.1.2013, Srní, Czech Republic},
keywords = {inverse variational problem; nonholonomic mechanics},
title = {The nonholonomic inverse variational problem in mechanics},
year = {2013}
}
TY - CONF
ID - 1083298
AU - Rossi, Olga - Musilová, Jana
PY - 2013
TI - The nonholonomic inverse variational problem in mechanics
KW - inverse variational problem
KW - nonholonomic mechanics
N2 - The concept of variationality of nonholonomic systems in mechanics is introduced on the basis of the nonholonomic variational principle. Properties of nonholonomic variational systems subjected to general constraints are studied. It is proved that the constrained variationality is equivalent to the existence of a closed representative of the constrained mechanical system defined as a class of 2-forms directly related to the corresponding constraint equations of motion. An illustrative example is presented.
ER -
ROSSI, Olga a Jana MUSILOVÁ. The nonholonomic inverse variational problem in mechanics. In \textit{Winter School Geometry and Physics, 13.1.-19.1.2013, Srní, Czech Republic}. 2013.
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