Joint-Angle Invariance of Jacobian-Based Performance Indices for Serial Robotic Manipulators
This article investigates the joint-angle invariance (JAI) of Jacobian-based performance indices for serial robotic manipulators.
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Key points
- We identify kinematic conditions under which representative performance indices, including manipulability, stiffness, and other Jacobian-derived indices, remain independent of the first and last joint angles.
- This property allows a systematic reduction in the effective configuration-space dimensionality, thereby simplifying the performance evaluation.
- The utility of JAI is demonstrated through two application scenarios: workspace performance map construction and task layout optimization.
- Comparative results show that the proposed JAI-based strategy reduces computational effort and storage requirements without compromising the effectiveness.
Sources (1)
- [1]Joint-Angle Invariance of Jacobian-Based Performance Indices for Serial Robotic ManipulatorsarXiv (AI, ML, NLP, CV, robotics, multi-agent) · Oct 21, 11:04 AM
This article investigates the joint-angle invariance (JAI) of Jacobian-based performance indices for serial robotic manipulators.
We identify kinematic conditions under which representative performance indices, including manipulability, stiffness, and other Jacobian-derived indices, remain independent of the first and last joint angles.
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