Machine Learning-Guided Design of Non-Reciprocal and Asymmetric Elastic Chiral Metamaterials
Lingxiao Yuan, Emma Lejeune, Harold S. Park

TL;DR
This paper uses machine learning, specifically Bayesian optimization, to design chiral metamaterials with simultaneous high non-reciprocity and elastic asymmetry, revealing mechanisms behind their unique properties.
Contribution
It introduces a machine learning framework for optimizing passive chiral metamaterials to achieve both non-reciprocity and elastic asymmetry, a previously open challenge.
Findings
Chiral metamaterials can exhibit multiple contact states under loading.
ML-based optimization identifies designs with high non-reciprocity and stiffness asymmetry.
Design insights reveal contact state variability as key to properties.
Abstract
There has been significant recent interest in the mechanics community to design structures that can either violate reciprocity, or exhibit elastic asymmetry or odd elasticity. While these properties are highly desirable to enable mechanical metamaterials to exhibit novel wave propagation phenomena, it remains an open question as to how to design passive structures that exhibit both significant non-reciprocity and elastic asymmetry. In this paper, we first define several design spaces for chiral metamaterials leveraging specific design parameters, including the ligament contact angles, the ligament shape, and circle radius. Having defined the design spaces, we then leverage machine learning approaches, and specifically Bayesian optimization, to determine optimally performing designs within each design space satisfying maximal non-reciprocity or stiffness asymmetry. Finally, we perform…
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Taxonomy
TopicsEngineering Applied Research · Cellular and Composite Structures · Civil and Geotechnical Engineering Research
