The paper presents a novel approach to jerk-constrained time-optimal trajectory planning (TOTP) for industrial manipulators. Jerk-constrained trajectories offer several advantages, including increased energy efficiency, durability, and safety, by ensuring smooth motion profiles.
The key challenge in jerk-constrained TOTP is the non-convex formulation arising from the inclusion of third-order constraints. The authors address this by leveraging convexity within the proposed formulation to form conservative inequality constraints. They then obtain the desired trajectories by solving an n-dimensional Sequential Linear Program (SLP) iteratively until convergence.
The authors evaluate the performance of the proposed approach on a real robot in terms of peak power, torque efficiency, and tracking capability, and compare it to trajectories generated without jerk limits. The results demonstrate that imposing jerk limits significantly reduces peak power, enhances energy efficiency, and improves tracking performance.
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