A coordinate-free version of the approach to mechanical systems with non-ideal restrictions developed by Udwadia (2002) and Udwadia and Kalaba (2002) in a series of articles is introduced. Some of its properties are then reinterpreted in a general geometric setting in terms of orthogonal projections. A geometric view of other aspects of constrained systems, inspired by their insight, is also presented.Facultad de Ciencias Exacta
An improved method which facilitates the generation of equations of motion for constrained systems h...
We revisit the problem of the linear response of a constrained mechanical system. In doing so, we sh...
2012-04-30This dissertation develops in a unified manner a new and simple approach for the modeling ...
A coordinate-free version of the approach to mechanical systems with non-ideal restrictions develope...
A coordinate-free version of the approach to mechanical systems with non-ideal restrictions develope...
AbstractUdwadia and Kalaba have obtained explicit equations for the motion of discrete mechanical sy...
AbstractThis paper deals with the foundations of analytical dynamics. It obtains the explicit equati...
summary:A unified geometric approach to nonholonomic constrained mechanical systems is applied to se...
summary:A unified geometric approach to nonholonomic constrained mechanical systems is applied to se...
In their paper “A new perspective on constrained motion” F. E. Udwadia and R. E. Kalaba offered a ne...
When a mechanical system is subject to constraints its motion is in some way restricted. In accorda...
The article devotes to the construction of equations of motion of constrained mechanical systems. Th...
A geometrical formalism for nonlinear nonholonomic Lagrangian systems is developed. The solution of ...
summary:A unified geometric approach to nonholonomic constrained mechanical systems is applied to se...
In the paper a new method to consider a mechanical system with non-ideal constraints is presented. I...
An improved method which facilitates the generation of equations of motion for constrained systems h...
We revisit the problem of the linear response of a constrained mechanical system. In doing so, we sh...
2012-04-30This dissertation develops in a unified manner a new and simple approach for the modeling ...
A coordinate-free version of the approach to mechanical systems with non-ideal restrictions develope...
A coordinate-free version of the approach to mechanical systems with non-ideal restrictions develope...
AbstractUdwadia and Kalaba have obtained explicit equations for the motion of discrete mechanical sy...
AbstractThis paper deals with the foundations of analytical dynamics. It obtains the explicit equati...
summary:A unified geometric approach to nonholonomic constrained mechanical systems is applied to se...
summary:A unified geometric approach to nonholonomic constrained mechanical systems is applied to se...
In their paper “A new perspective on constrained motion” F. E. Udwadia and R. E. Kalaba offered a ne...
When a mechanical system is subject to constraints its motion is in some way restricted. In accorda...
The article devotes to the construction of equations of motion of constrained mechanical systems. Th...
A geometrical formalism for nonlinear nonholonomic Lagrangian systems is developed. The solution of ...
summary:A unified geometric approach to nonholonomic constrained mechanical systems is applied to se...
In the paper a new method to consider a mechanical system with non-ideal constraints is presented. I...
An improved method which facilitates the generation of equations of motion for constrained systems h...
We revisit the problem of the linear response of a constrained mechanical system. In doing so, we sh...
2012-04-30This dissertation develops in a unified manner a new and simple approach for the modeling ...