Pages that link to "Item:Q538524"
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The following pages link to Optimal trajectory planning with the dynamic load carrying capacity of a flexible cable-suspended manipulator (Q538524):
Displaying 9 items.
- Trajectory planning of parallel kinematic manipulators for the maximum dynamic load-carrying capacity (Q310526) (← links)
- Computing the lowest equilibrium pose of a cable-suspended rigid body (Q402228) (← links)
- Formulation and numerical solution of robot manipulators in point-to-point motion with maximum load carrying capacity (Q532298) (← links)
- Dynamic load carrying capacity of flexible cable suspended robot: Robust feedback linearization control approach (Q614955) (← links)
- Synthesis of cable driven robots' dynamic motion with maximum load carrying capacities: iterative linear programming approach (Q711367) (← links)
- Planning of dynamically feasible trajectories for translational, planar, and underconstrained cable-driven robots (Q741835) (← links)
- A new methodology for solving trajectory planning and dynamic load-carrying capacity of a robot manipulator (Q1792661) (← links)
- Optimal motion planning of non-linear dynamic systems in the presence of obstacles and moving boundaries using SDRE: application on cable-suspended robot (Q2259612) (← links)
- Dynamics and flatness-based control of a kinematically undetermined cable suspension manipulator (Q2507551) (← links)