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Vol. 34, No. 8(3), S&M3042

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Vol. 32, No. 8(2), S&M2292

Print: ISSN 0914-4935
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Sensors and Materials
is an international peer-reviewed open access journal to provide a forum for researchers working in multidisciplinary fields of sensing technology.
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Sensors and Materials, Volume 36, Number 1(3) (2024)
Copyright(C) MYU K.K.
pp. 305-322
S&M3520 Research Paper of Special Issue
https://doi.org/10.18494/SAM4649
Published: January 31, 2024

Power-assisted Optimization Model of Heterogeneous Sensor Exoskeleton Devices Based on Swarm Intelligence Algorithm and Dynamics Optimization [PDF]

Mingxian Liu, Xinbo Zhou, and Jing Bao

(Received July 11, 2023; Accepted January 4, 2024)

Keywords: heterogeneous sensor exoskeleton, power-assisted model, workspace optimization, improved Harris Hawks algorithm, sine cosine operator

With the ongoing integration of bionic technology and mechatronics, exoskeleton devices are finding applications in industry, healthcare, and logistics. This study is centered on enhancing the performance of heterogeneous sensor exoskeleton devices by presenting a six-degree-of-freedom upper limb exoskeleton robot model based on the Denavit–Hartenberg (MDH) approach. The model’s accuracy is verified using MATLAB. We construct a multi-objective optimization model that prioritizes workspace expansion. To realize this model, we propose an improved Harris Hawks algorithm (SCA-HHO) based on the sine cosine algorithm. The algorithm’s effectiveness is compared with popular swarm intelligence methods (PSO, AOA, WOA) through cross-sectional simulations. SCA-HHO achieves average improvements of 6.30, 1.48, and 0.88% in objective function values compared with the swarm intelligence algorithms, respectively. This indicates SCA-HHO’s superior suitability for solving the model proposed in this paper.

Corresponding author: Xinbo Zhou


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Cite this article
Mingxian Liu, Xinbo Zhou, and Jing Bao, Power-assisted Optimization Model of Heterogeneous Sensor Exoskeleton Devices Based on Swarm Intelligence Algorithm and Dynamics Optimization, Sens. Mater., Vol. 36, No. 1, 2024, p. 305-322.



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