Source-Seeking Approach with Non-Reversing Forward Velocity Regulation via Multi-Sensor Feedback

Source-Seeking in unknown scalar fields is a fundamental problem in robotics with applications in environmental monitoring and disaster response. In this work, we present a source-seeking approach with non-reversing forward velocity regulation by fusing measurement data from multiple sensors within the Stochastic Extremum Seeking (SES) framework. Specifically, a device model with multiple sensors is first constructed, and then a velocity regulation scheme is designed by leveraging the boundedness of the hyperbolic tangent function and the non-negativity of the exponential function to guarantee strictly positive forward velocity. We then evaluate the algorithm both in simulation environments and on the real-world Two-Wheeled Differential Drive Robot platform. The experiments show that our approach not only ensures the forward velocity remains non-negative, aligning with the design expectation, but also accurately locates the source. This work provides new insights into the design of velocity regulation strategies within the SES framework.

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Publication Details

Journal
Mathematics
Published
2026-06-24
DOI
https://doi.org/10.3390/math14132260
Primary Topic
Extremum Seeking Control Systems
Type
article
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Source-Seeking Approach with Non-Reversing Forward Velocity Regulation via Multi-Sensor Feedback

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Source-Seeking Approach with Non-Reversing Forward Velocity Regulation via Multi-Sensor Feedback

G Li, Mingyang Geng, Rui Wu, Wei Zhang, Jinxian Shen, Qianhao Sun
article en

Abstract

Source-Seeking in unknown scalar fields is a fundamental problem in robotics with applications in environmental monitoring and disaster response. In this work, we present a source-seeking approach with non-reversing forward velocity regulation by fusing measurement data from multiple sensors within the Stochastic Extremum Seeking (SES) framework. Specifically, a device model with multiple sensors is first constructed, and then a velocity regulation scheme is designed by leveraging the boundedness of the hyperbolic tangent function and the non-negativity of the exponential function to guarantee strictly positive forward velocity. We then evaluate the algorithm both in simulation environments and on the real-world Two-Wheeled Differential Drive Robot platform. The experiments show that our approach not only ensures the forward velocity remains non-negative, aligning with the design expectation, but also accurately locates the source. This work provides new insights into the design of velocity regulation strategies within the SES framework.

MathematicsVol. 14(13)
National University of Defense Technology (CN), Sichuan University (CN)
Climate action
Openalex Percentile: Top 7%
Extremum Seeking Control Systems
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