ROOct 4, 2021

Design and Characterization of a 3D-printed Pneumatically-driven Bistable Valve with Tunable Characteristics

arXiv:2110.01743v113 citations
Originality Incremental advance
AI Analysis

This addresses the need for electronics-free, consistent valves in pneumatic soft robots, though it is incremental as it builds on existing soft valve designs with improved tunability and fabrication.

The paper tackles the problem of rigid valves limiting compliance in soft robots by designing a 3D-printed pneumatically-driven bistable valve with tunable characteristics, achieving a critical pressure range from 15.3 to 65.2 kPa and a response time ≤1.8 s.

Although research studies in pneumatic soft robots develop rapidly, most pneumatic actuators are still controlled by rigid valves and conventional electronics. The existence of these rigid, electronic components sacrifices the compliance and adaptability of soft robots.} Current electronics-free valve designs based on soft materials are facing challenges in behaviour consistency, design flexibility, and fabrication complexity. Taking advantages of soft material 3D printing, this paper presents a new design of a bi-stable pneumatic valve, which utilises two soft, pneumatically-driven, and symmetrically-oriented conical shells with structural bistability to stabilise and regulate the airflow. The critical pressure required to operate the valve can be adjusted by changing the design features of the soft bi-stable structure. Multi-material printing simplifies the valve fabrication, enhances the flexibility in design feature optimisations, and improves the system repeatability. In this work, both a theoretical model and physical experiments are introduced to examine the relationships between the critical operating pressure and the key design features. Results with valve characteristic tuning via material stiffness changing show better effectiveness compared to the change of geometry design features (demonstrated largest tunable critical pressure range from 15.3 to 65.2 kPa and fastest response time $\leq$ 1.8 s.

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