Robotics

PID-LRLES controller boosts soft robot swimming accuracy in dynamic flows

Soft robotic fish learns to compensate for changing currents with a repetitive learning algorithm.

Deep Dive

A team of researchers from multiple institutions has introduced a novel control method for soft robotic swimming that significantly improves tracking accuracy under varying flow conditions. The approach augments conventional PID control with a Linear Repetitive Learning Estimation Scheme (PID-LRLES), which generalizes integral action from constant to periodic references while avoiding long-term instability. The controller was tested on a soft robotic swimmer in a recirculating flow tank at five bulk flow speeds ranging from 0 to 32.6 cm/s. Closed-loop experiments used an embedded soft capacitive bending sensor operating at 1 kHz, with controller gains tuned once in static water and held fixed across all conditions. The PID-LRLES tracked the periodic bending-envelope reference more closely than the PID baseline and significantly reduced inter-trial variability, with a paired Wilcoxon signed-rank test p-value of 1.8 × 10⁻⁴ (n=25).

The key insight is that embedded soft proprioception (sensing body deformation) and cycle-to-cycle learning work together: the sensor exposes periodic hydrodynamic bias, while the learning term absorbs it over recent oscillation cycles. This combination reduces flow-dependent control-induced variability, providing an enabling layer for future robophysical studies that aim to isolate the effects of morphology, sensing, and environmental flow on aquatic locomotion. By enabling more consistent and precise control, the PID-LRLES approach opens the door for embodied intelligence research in soft robotics, potentially leading to more robust autonomous underwater vehicles and bio-inspired robotic platforms.

Key Points
  • PID-LRLES reduces tracking error variability by learning from periodic disturbances across 5 flow speeds up to 32.6 cm/s
  • Uses embedded soft capacitive bending sensor at 1 kHz with controller gains fixed from static water tuning
  • Statistically significant improvement: p = 1.8 × 10⁻⁴ (n=25) in paired Wilcoxon signed-rank test

Why It Matters

Enables more reliable soft robot control in real-world aquatic environments, advancing embodied intelligence and autonomous underwater vehicles.

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