MDIR: A Task-Manifold Impedance Retargeting Method for Contact-Rich Teleoperation

📅 2026-07-31
📈 Citations: 0
Influential: 0
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🤖 AI Summary
Fixed Cartesian impedance control struggles to balance task performance and safety in contact-intensive teleoperation, as its gains concurrently govern task progression, contact support, and force/impact characteristics. This work proposes a Controller-to-Manifold impedance redirection method (C2M) based on a single demonstration, which decomposes the task into a manifold component and a passive residual model to generate variable impedance commands while preserving the semantic content of the demonstrated trajectory. Integrated with Manifold-constrained Parameter Optimization (MPO), the approach substantially reduces force peaks, impulse, force variability, and controller energy consumption. Fifteen closed-loop experiments on a Franka Panda platform demonstrate successful completion of all tasks, with all four aggressiveness metrics significantly outperforming those of the original fixed-impedance strategy.
📝 Abstract
Fixed Cartesian impedance makes contact-rich teleoperation demonstrations practical, but gains that secure progress and contact support also determine impact and force variability. We study single-demonstration controller-to-controller impedance retargeting. Given one fixed Cartesian impedance command sequence {K0, D0, xcmd}, Manifold-Decomposed Impedance Retargeting (MDIR) deterministically reparameterizes the recorded controller into an executable task-channel variable-impedance command. MDIR targets this local retargeting problem by preserving projected task-channel responses near the demonstrated trajectory. It represents the source response in operational work, exertion, and support channels with a passive residual complement under a control-chain metric, computes an executable Cartesian-to-Manifold Retargeting (C2M) baseline, and applies Manifold-Constrained Parameter Optimization (MPO) to select a feasible representative with lower wrist-force peaks, impulse, force variability, and nominal controller power. Across planar wiping, pick-and-place, and pushing on a Franka Panda, the full MDIR controller passes Task Check in all 15 closed-loop executions and reduces all four aggressiveness metrics relative to the fixed-impedance demonstrations.
Problem

Research questions and friction points this paper is trying to address.

impedance retargeting
contact-rich teleoperation
variable impedance control
task-manifold
force variability
Innovation

Methods, ideas, or system contributions that make the work stand out.

impedance retargeting
task manifold
contact-rich teleoperation
variable impedance control
manifold-constrained optimization
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