2022
DOI: 10.1089/soro.2020.0056
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Mechanics and Morphological Compensation Strategy for Trimmed Soft Whisker Sensor

Abstract: Recent studies have been inspired by natural whiskers for a proposal of tactile sensing system to augment the sensory ability of autonomous robots. In this study, we propose a novel artificial soft whisker sensor that is not only flexible but also adapts and compensates for being trimmed or broken during operation. In this morphological compensation designed from an analytical model of the whisker, our sensing device actively adjusts its morphology to regain sensitivity close to that of its original form (befo… Show more

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Cited by 10 publications
(14 citation statements)
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“…A comprehensive understanding of the correlation between sensor morphology (both geometrical and material aspects) and the robotic device outcome is crucial to establishing a proper tactic for damage compensation. In this regard, we previously introduced an analytical model that estimates the strain gauge output for a wide range of contact conditions and morphology states [1]. Based on this, an optimized whisker's layout (upon pressure Q) equivalent to the desired sensitivity is chosen to perform the tactile compensation task.…”
Section: B Analytical Foundationmentioning
confidence: 99%
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“…A comprehensive understanding of the correlation between sensor morphology (both geometrical and material aspects) and the robotic device outcome is crucial to establishing a proper tactic for damage compensation. In this regard, we previously introduced an analytical model that estimates the strain gauge output for a wide range of contact conditions and morphology states [1]. Based on this, an optimized whisker's layout (upon pressure Q) equivalent to the desired sensitivity is chosen to perform the tactile compensation task.…”
Section: B Analytical Foundationmentioning
confidence: 99%
“…2) at each equilibrium state of the whisker body. Its expression can be fully reviewed in [1]. In the meantime, the second law is used to describe body's deflection δ by assessing the strain energy stored in each whisker body's region and applying superposition principle in beam deflection:…”
Section: B Analytical Foundationmentioning
confidence: 99%
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