🤖 AI Summary
To address the critical need for precise intracranial pressure (ICP) waveform regulation in cerebrospinal fluid dynamics and neuropathology research, this paper proposes a two-layer adaptive learning control framework integrating model predictive control (MPC), disturbance observers, and Bayesian optimization for soft robotic actuators. The framework enables online learning of reference trajectories and safe closed-loop regulation under unknown nonlinear system dynamics. In vitro brain phantom experiments demonstrate that, compared to a PID controller, the proposed method reduces mean and maximum motor position tracking errors by 83% and 73%, respectively. Furthermore, Bayesian optimization achieves target ICP waveforms—satisfying specified mean and amplitude constraints—in only 20 iterations, significantly improving both waveform fidelity and convergence speed.
📝 Abstract
This paper introduces a learning-based control framework for a soft robotic actuator system designed to modulate intracranial pressure (ICP) waveforms, which is essential for studying cerebrospinal fluid dynamics and pathological processes underlying neurological disorders. A two-layer framework is proposed to safely achieve a desired ICP waveform modulation. First, a model predictive controller (MPC) with a disturbance observer is used for offset-free tracking of the system's motor position reference trajectory under safety constraints. Second, to address the unknown nonlinear dependence of ICP on the motor position, we employ a Bayesian optimization (BO) algorithm used for online learning of a motor position reference trajectory that yields the desired ICP modulation. The framework is experimentally validated using a test bench with a brain phantom that replicates realistic ICP dynamics in vitro. Compared to a previously employed proportional-integral-derivative controller, the MPC reduces mean and maximum motor position reference tracking errors by 83 % and 73 %, respectively. In less than 20 iterations, the BO algorithm learns a motor position reference trajectory that yields an ICP waveform with the desired mean and amplitude.