As the complexity of multibody system increases, the need for more elegant formulation of the equations of motion becomes an issue of paramount importance. For example, it is desirable to have an explicit representation of the equations of motion that can be manip-ulated at a high-level and in which the kinematic and dynamic parameters of the syste
Recently there has been an increasing interest in time integrators for ordinary dierential equation...
AbstractA systematic theoretical approach is presented, in an effort to provide a complete and illum...
This paper proposes a family of Lie group time integrators for the simulation of flexible multibody ...
International audienceThe book explores the use of Lie groups in the kinematics and dynamics of rigi...
The matrix Lie group approach allows to formulate and solve the equations of motion of a multibody s...
Screw and Lie group theory allows for user-friendly modeling of multibody systems (MBS), and at the ...
This document provides a revision of the notation originally introduced in [20] for describing kinem...
The Euler–Poinaré principle is a reduced Hamilton’s principle under Lie group framework. In this art...
This paper presents a systematic development for finding position, velocity, and acceleration of one...
aime.sagepub.com Dynamical equations of multibody systems on Lie groups Wenjie Yu1,2 and Zhenkuan Pa...
After three decades of computational multibody system (MBS) dynamics, current research is centered a...
In this chapter, the fundamental ingredients related to formulation of the equations of motion for m...
This thesis explores the possibility of a generic algorithm for systems of linked rigid bodies using...
This paper presents the explicit dynamic equations of a mechanical system. The equations are present...
To design and precisely control a manipulator requires developing an efficient dynamic model of the ...
Recently there has been an increasing interest in time integrators for ordinary dierential equation...
AbstractA systematic theoretical approach is presented, in an effort to provide a complete and illum...
This paper proposes a family of Lie group time integrators for the simulation of flexible multibody ...
International audienceThe book explores the use of Lie groups in the kinematics and dynamics of rigi...
The matrix Lie group approach allows to formulate and solve the equations of motion of a multibody s...
Screw and Lie group theory allows for user-friendly modeling of multibody systems (MBS), and at the ...
This document provides a revision of the notation originally introduced in [20] for describing kinem...
The Euler–Poinaré principle is a reduced Hamilton’s principle under Lie group framework. In this art...
This paper presents a systematic development for finding position, velocity, and acceleration of one...
aime.sagepub.com Dynamical equations of multibody systems on Lie groups Wenjie Yu1,2 and Zhenkuan Pa...
After three decades of computational multibody system (MBS) dynamics, current research is centered a...
In this chapter, the fundamental ingredients related to formulation of the equations of motion for m...
This thesis explores the possibility of a generic algorithm for systems of linked rigid bodies using...
This paper presents the explicit dynamic equations of a mechanical system. The equations are present...
To design and precisely control a manipulator requires developing an efficient dynamic model of the ...
Recently there has been an increasing interest in time integrators for ordinary dierential equation...
AbstractA systematic theoretical approach is presented, in an effort to provide a complete and illum...
This paper proposes a family of Lie group time integrators for the simulation of flexible multibody ...