Pages that link to "Item:Q2499227"
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The following pages link to Asymmetrical three-DOFs rotational-translational parallel-kinematics mechanisms based on Lie group theory (Q2499227):
Displaying 9 items.
- A simple method to calculate mobility with Jacobian (Q933354) (← links)
- Type synthesis of a class of spatial lower-mobility parallel mechanisms with orthogonal arrangement based on Lie group enumeration (Q987225) (← links)
- Kinematics analysis of a novel parallel manipulator (Q1032262) (← links)
- Triflex II: design and analysis of a self-aligning parallel mechanism with asymmetrical kinematic structure (Q1696212) (← links)
- Asymmetrical 3-dof spherical parallel mechanisms (Q1775830) (← links)
- Kinematics of an asymmetrical three-legged parallel manipulator by means of the screw theory (Q1957271) (← links)
- Position, velocity, and acceleration analyses of a reconfigurable parallel mechanism (hexapod) equipped with a single motor (Q2077474) (← links)
- A Family of Symmetrical Lower-Mobility Parallel Mechanisms with Spherical and Parallel Subchains (Q4452420) (← links)
- Kinematics of a Family of Translational Parallel Mechanisms with Three 4-DOF Legs and Rotary Actuators (Q4452425) (← links)