生成单向运动的分散分布式参数调整模型

IF 0.7 4区 数学 Q3 MATHEMATICS, APPLIED Japan Journal of Industrial and Applied Mathematics Pub Date : 2024-04-04 DOI:10.1007/s13160-024-00653-7
Takumi Horita, Kei-Ichi Ueda
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引用次数: 0

摘要

本研究提出了一种用于蠕动运动系统自动参数控制的模块。该模块由两组振荡器组成,分别负责控制周期性伸缩运动的相位和地面施加的摩擦力。参数控制算法在每个模块中独立运行,参数通过应用于每个模块中元素的选择算法进行更新。蠕动运动系统的体节中配备了所提出的模块,可进行自主参数控制,从而实现稳定的单向运动。因此,该系统可以适应各种环境变化。由于模块之间互不影响,该系统就像一个分散的分布式系统,因此可扩展到多个体节。
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Decentralized distributed parameter tuning model to generate unidirectional movements

This study proposes a module designed for the automatic parameter control of peristaltic locomotion systems. The module comprises two populations of oscillators, each responsible for controlling the phase of periodic elongation–contraction motion and the friction force exerted by the ground, respectively. The parameter control algorithm operates independently in each module, with parameters updated through a selection algorithm applied to the elements in each module. Peristaltic locomotion systems, equipped with the proposed modules in the body segments, exhibit autonomous parameter controls, resulting in stable unidirectional locomotion. Consequently, the system can adapt to various environmental changes. Because the modules do not interact with each other, the system acts as a decentralized distributed system; thus, it is scalable to several body segments.

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来源期刊
CiteScore
1.50
自引率
11.10%
发文量
56
审稿时长
>12 weeks
期刊介绍: Japan Journal of Industrial and Applied Mathematics (JJIAM) is intended to provide an international forum for the expression of new ideas, as well as a site for the presentation of original research in various fields of the mathematical sciences. Consequently the most welcome types of articles are those which provide new insights into and methods for mathematical structures of various phenomena in the natural, social and industrial sciences, those which link real-world phenomena and mathematics through modeling and analysis, and those which impact the development of the mathematical sciences. The scope of the journal covers applied mathematical analysis, computational techniques and industrial mathematics.
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