Birotor Coaxial Model Estimation using Different Influence Function of Cultural Algorithm

\nThis work investigates the estimation of a coaxial birotor UAV’s model parameters by utilizing four influence function of Cultural Algorithm (CA). The CA is regarded as a strong algorithm that can adapt to a variety of problems. In this case, we are utilizing Situational and Normative knowledge sources, evaluating the efficacy of the proposed techniques is believed to depend on applying these tactics to uncover the coaxial birotor’s autonomous complicated and nonlinear dynamics. The coaxial birotor model’s parameters are retrieved using intelligent CA-(NS), CA-(SD), CA-(SD+NS), and CA-(ND+NS) techniques after the birotor dynamic modeling is defined using the Newton-Euler formalism. Ultimately, simulation results demonstrate the superior efficiency of CA-(SD+NS) in birotor identification parameter optimization.\n

Publication Details

Journal
Springer Link (Chiba Institute of Technology)
Published
2024-12-13
DOI
https://doi.org/10.1051/itmconf/20246901012/pdf
Primary Topic
Educational Robotics and Engineering
Type
article
Field-Weighted Citation Impact
0.00
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article

Birotor Coaxial Model Estimation using Different Influence Function of Cultural Algorithm

Springer Link (Chiba Institute of Technology)
Educational Robotics and Engineering
article

Birotor Coaxial Model Estimation using Different Influence Function of Cultural Algorithm

article en

Abstract

\nThis work investigates the estimation of a coaxial birotor UAV’s model parameters by utilizing four influence function of Cultural Algorithm (CA). The CA is regarded as a strong algorithm that can adapt to a variety of problems. In this case, we are utilizing Situational and Normative knowledge sources, evaluating the efficacy of the proposed techniques is believed to depend on applying these tactics to uncover the coaxial birotor’s autonomous complicated and nonlinear dynamics. The coaxial birotor model’s parameters are retrieved using intelligent CA-(NS), CA-(SD), CA-(SD+NS), and CA-(ND+NS) techniques after the birotor dynamic modeling is defined using the Newton-Euler formalism. Ultimately, simulation results demonstrate the superior efficiency of CA-(SD+NS) in birotor identification parameter optimization.\n

Springer Link (Chiba Institute of Technology)
Openalex Percentile: Top 64%
Educational Robotics and Engineering
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