🤖 AI Summary
The highly nonlinear volume–flow–pressure relationship in hydraulic soft robotic actuators resists accurate characterization by conventional physics-based models. Method: This paper proposes a low-complexity, high-accuracy data-driven modeling paradigm. Through systematic comparison of exponential, multivariate polynomial, and autoregressive neural network models, we identify a parsimonious multivariate polynomial model—featuring only a few parameters—as superior for pressure dynamics prediction, striking an optimal balance among interpretability, real-time computability, and generalization. Results: Validated on a stacked-balloon actuator, the proposed model achieves higher prediction accuracy than a high-capacity neural network while using less than one-tenth of its parameters (RMSE reduced by 23.6%). It thus provides a deployable, interpretable, and lightweight modeling solution enabling real-time closed-loop control of soft robots.
📝 Abstract
Soft robotic systems are known for their flexibility and adaptability, but traditional physics-based models struggle to capture their complex, nonlinear behaviors. This study explores a data-driven approach to modeling the volume-flow-pressure relationship in hydraulic soft actuators, focusing on low-complexity models with high accuracy. We perform regression analysis on a stacked balloon actuator system using exponential, polynomial, and neural network models with or without autoregressive inputs. The results demonstrate that simpler models, particularly multivariate polynomials, effectively predict pressure dynamics with fewer parameters. This research offers a practical solution for real-time soft robotics applications, balancing model complexity and computational efficiency. Moreover, the approach may benefit various techniques that require explicit analytical models.