Error Minimization based Stability Preserved Order Abatement Framework for Linear Systems

In this article, a new Honey Badger Algorithm (HBA) has been proposed for Order Abatement (OA) of the High Order System (HOS). Integral Square Error (ISE) has been utilized as an Objective Function for OA to minimize the error between the HOS and Proposed Abated System (AS) to find its unknown coefficients. Two HOS have been tested as an example of the Proposed HBA to demonstrate the efficiency of the Proposed HBA. For OA comparison of HOS and Proposed AS with other recently published AS have been considered in both examples. Various Performance Indices and Time Response parameters are compared by Proposed AS with recently published AS in the literature and these are represented in tabular form. It can be observed from the tested HOS that the Proposed HBA always provides stable AS if the Original/ HOS is stable.

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Published
2024-12-10
DOI
https://doi.org/10.1109/piicon63519.2024.10995074
Citations
1
Primary Topic
Vehicle Dynamics and Control Systems
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article
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0.20
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article

Error Minimization based Stability Preserved Order Abatement Framework for Linear Systems

Girish Parmar, Afzal Sikander, M. L. Meena, Priyajit Dash
1 citations
Vehicle Dynamics and Control Systems
0.20
article

Error Minimization based Stability Preserved Order Abatement Framework for Linear Systems

Girish Parmar, Afzal Sikander, M. L. Meena, Priyajit Dash
article en
1 citations

Abstract

In this article, a new Honey Badger Algorithm (HBA) has been proposed for Order Abatement (OA) of the High Order System (HOS). Integral Square Error (ISE) has been utilized as an Objective Function for OA to minimize the error between the HOS and Proposed Abated System (AS) to find its unknown coefficients. Two HOS have been tested as an example of the Proposed HBA to demonstrate the efficiency of the Proposed HBA. For OA comparison of HOS and Proposed AS with other recently published AS have been considered in both examples. Various Performance Indices and Time Response parameters are compared by Proposed AS with recently published AS in the literature and these are represented in tabular form. It can be observed from the tested HOS that the Proposed HBA always provides stable AS if the Original/ HOS is stable.

Rajasthan Technical University (IN), Dr. B. R. Ambedkar National Institute of Technology Jalandhar (IN)
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Openalex Percentile: Top 45%
Vehicle Dynamics and Control Systems
0.20
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Error Minimization based Stability Preserved Order Abatement Framework for Linear Systems — Girish Parmar, Afzal Sikander, et al. · (2024) | TGRS Research Map | TGRS