Pages that link to "Item:Q4027922"
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The following pages link to A Projection Method Approach to Constrained Dynamic Analysis (Q4027922):
Displaying 15 items.
- Contribution to the projection method of obtaining equations of motion (Q758236) (← links)
- A survey of equations of motion in terms of inertial quasi-velocities for serial manipulators (Q835368) (← links)
- A modified Lagrangian formulation for the dynamic analysis of constrained mechanical systems (Q1116722) (← links)
- On Lagrangian dynamics and its control formulations (Q1294140) (← links)
- A projective criterion for variable partitioning in analyses of constrained mechanical systems (Q1338045) (← links)
- Projection operator approach to general constrained systems (Q1348831) (← links)
- A method for solving the dynamics of multibody systems with rheonomic and nonholonomic constraints (Q1367363) (← links)
- An orthonormal tangent space method for constrained multibody systems (Q1913226) (← links)
- Formulation and solution of a generalized Chebyshev problem. I (Q2212412) (← links)
- The embedded projection method: A general index reduction procedure for constrained system dynamics (Q2459198) (← links)
- A Symbolic Approach to Compute a Null-Space Basis in the Projection Method (Q2799564) (← links)
- Sliding sector control using new equivalent sector control (Q5216424) (← links)
- 1 Projector analysis of dynamic systems on time scales (Q6091232) (← links)
- A projection continuation approach for minimal coordinate set constrained dynamics (Q6097922) (← links)
- Locomotion analysis of self-propelled board by inclined internal mass motion with slider-crank mechanism (Q6169796) (← links)
