Abstract

We present two frameworks for design optimization of a multi-chamber pneumatic-driven soft actuator to optimize its mechanical performance. The design goal is to achieve maximal horizontal motion of the top surface of the actuator with a minimum effect on its vertical motion. The parametric shape and layout of air chambers are optimized individually with the firefly algorithm and a deep reinforcement learning approach using both a model-based formulation and finite element analysis. The presented modeling approach extends the analytical formulations for tapered and thickened cantilever beams connected in a structure with virtual spring elements. The deep reinforcement learning-based approach is combined with both the model- and finite element-based environments to fully explore the design space and for comparison and cross-validation purposes. The two-chamber soft actuator was specifically designed to be integrated as a modular element into a soft robotic pad system used for pressure injury prevention, where local control of planar displacements can be advantageous to mitigate the risk of pressure injuries and blisters by minimizing shear forces at the skin-pad contact. A comparison of the results shows that designs achieved using the deep reinforcement based approach best decouples the horizontal and vertical motions, while producing the necessary displacement for the intended application. The results from optimizations were compared computationally and experimentally to the empirically obtained design in the existing literature to validate the optimized design and methodology.

Highlights

  • Recent developments in soft robotic technologies has enabled a fundamental shift and advancement in robots abilities (Laschi et al, 2016) and shifted paradigms in the domain of human-machineenvironment interactions

  • deep deterministic policy gradient method (DDPG)-based optimization more gradually converges to an optimal reward value with large oscillations in the reward function, due to the Deep reinforcement learning (DRL) agent being updated in batches, and not directly considering the best cost in the process of the agent learning as is done in the firefly algorithm (FA) approach

  • We built Finite Element (FE) computational models in ANSYS and fabricated soft actuators from silicone rubber for both model-based designs, the 8DoF FE DDPG optimization presented in Figure 5, and the empirically designed model from Raeisinezhad et al (2020) with the modification of removing the top chamber for ease of results comparison

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Summary

Introduction

Recent developments in soft robotic technologies has enabled a fundamental shift and advancement in robots abilities (Laschi et al, 2016) and shifted paradigms in the domain of human-machineenvironment interactions. Inherent softness and compliance of soft robots provides advantages over traditional rigid-body robots and actuators due to their unique capabilities to conform, comply, and safely interact with uncertain and dynamic environments (Laschi, 2015). Utilizing these advantages, soft robotic technologies have been successfully deployed in several applications including manufacturing, search and rescue explorations, and biomedical and rehabilitation engineering (Wang and Lida, 2015; Galloway et al, 2016; Hines et al, 2017; Walsh, 2018). Soft robots can exhibit one primary mode of actuation being either linear extensile and contractual, axial and helical torsional, or planar and non-planar flexural bending motions (Marchese et al, 2015; Gorissen et al, 2017)

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