Pages that link to "Item:Q941678"
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The following pages link to A Lie group formulation of Kane's equations for multibody systems (Q941678):
Displaying 12 items.
- Sensitivity analysis for multibody systems formulated on a Lie group (Q399918) (← links)
- From Neweul to Neweul-M\(^{2}\): symbolical equations of motion for multibody system analysis and synthesis (Q606921) (← links)
- The d'Alembert-Lagrange equation exploited on a Riemannian manifold (Q633307) (← links)
- Lie group variational integrators for the full body problem in orbital mechanics (Q885661) (← links)
- Screw and Lie group theory in multibody kinematics. Motion representation and recursive kinematics of tree-topology systems (Q1639973) (← links)
- Screw and Lie group theory in multibody dynamics (Q1703047) (← links)
- A Lie-group formulation of kinematics and dynamics of constrained MBS and its application to analytical mechanics (Q1810797) (← links)
- Equations of motion of a multibody system and Lie groups (Q1892039) (← links)
- Applications of Lie group theory to the modeling and control of multibody systems (Q1976259) (← links)
- Kane's formalism and Lie group theory (Q1976792) (← links)
- Formulation of the Governing Equations of Motion of Dynamic Systems on a Principal Bundle (Q5121763) (← links)
- Relative kinematics exploited in Kane's approach to describe multibody systems in relative motion (Q5942639) (← links)
