Novel Adaptive Intelligent Control Scheme with Self-Evolving Genetic Fuzzy BELBIC for Enhancing the Seismic Resilience of Smart Building Structures

The most crucial aspect of effective control of civil structures is control algorithms. Under severe earthquake disturbances, the modern semiactively controlled civil structures are highly nonlinear, uncertain, and complex nonstationary systems. These structures require real-time (online) robust control actions to maintain their serviceability and reliability characteristics dynamically toward changing conditions, which the controllers with rigid settings cannot adapt to. Advanced computational methods are needed to develop robust, optimized control to achieve this goal. Adaptive intelligent control algorithms have become a viable substitute for conventional model-based control algorithms. One of the most recent developments, known as the brain emotional learning-based intelligent controller (BELBIC), has caught the attention of scientists as a model-free adaptive control system. It possesses appealing capabilities for dealing with nonlinearities and uncertainties in control frameworks. This paper presents a novel tuning method for the optimum design of a standard brain emotional learning (BEL) controller for smart building structures. The principal contribution of the proposed control scheme is the development of an online self-evolving genetic fuzzy BELBIC (OSEF-BELBIC) that learns an inference (decision-making) system by itself. The proposed control scheme benefits offline and online tuning methods equally: the online self-attuned routines Takagi-Sugeno-Kang-fuzzy inference system and the offline fuzzy inference system tuned by the evolutionary genetic algorithm, also known as the floating fuzzy inference system. In this case, the central control unit BELBIC is based on sensory inputs and emotional cues (reward) signals. Besides, a design methodology is also introduced into the reward signal that combines the classical proportional-integral-derivative (PID) and evolutionary fuzzy logic controller. The proposed control methodology can be a promising model-free adaptive intelligent controller in terms of online and offline BELBIC tuning for the response of each floor in parallel to neutralize nonlinearities. The simulation confirms that the proposed controller, compared with the developed fixed and crisp valued offline tuned genetic PID-based BELBIC (GPID-BELBIC), has superior performance in demonstrating high learning abilities to avoid local minima in attenuating seismic responses of the building.

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Publication Details

Journal
ASCE-ASME Journal of Risk and Uncertainty in Engineering Systems Part A Civil Engineering
Published
2025-03-26
DOI
https://doi.org/10.1061/ajrua6.rueng-1464
Citations
5
Primary Topic
Vibration Control and Rheological Fluids
Type
article
Field-Weighted Citation Impact
4.77
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article

Novel Adaptive Intelligent Control Scheme with Self-Evolving Genetic Fuzzy BELBIC for Enhancing the Seismic Resilience of Smart Building Structures

Said Elias, Muhammad Usman Saeed, Peizhen Li
5 citations
ASCE-ASME Journal of Risk and Uncertainty in Engineering Systems Part A Civil Engineering
Vibration Control and Rheological Fluids
4.77
article

Novel Adaptive Intelligent Control Scheme with Self-Evolving Genetic Fuzzy BELBIC for Enhancing the Seismic Resilience of Smart Building Structures

Said Elias, Muhammad Usman Saeed, Peizhen Li
article en
5 citations

Abstract

The most crucial aspect of effective control of civil structures is control algorithms. Under severe earthquake disturbances, the modern semiactively controlled civil structures are highly nonlinear, uncertain, and complex nonstationary systems. These structures require real-time (online) robust control actions to maintain their serviceability and reliability characteristics dynamically toward changing conditions, which the controllers with rigid settings cannot adapt to. Advanced computational methods are needed to develop robust, optimized control to achieve this goal. Adaptive intelligent control algorithms have become a viable substitute for conventional model-based control algorithms. One of the most recent developments, known as the brain emotional learning-based intelligent controller (BELBIC), has caught the attention of scientists as a model-free adaptive control system. It possesses appealing capabilities for dealing with nonlinearities and uncertainties in control frameworks. This paper presents a novel tuning method for the optimum design of a standard brain emotional learning (BEL) controller for smart building structures. The principal contribution of the proposed control scheme is the development of an online self-evolving genetic fuzzy BELBIC (OSEF-BELBIC) that learns an inference (decision-making) system by itself. The proposed control scheme benefits offline and online tuning methods equally: the online self-attuned routines Takagi-Sugeno-Kang-fuzzy inference system and the offline fuzzy inference system tuned by the evolutionary genetic algorithm, also known as the floating fuzzy inference system. In this case, the central control unit BELBIC is based on sensory inputs and emotional cues (reward) signals. Besides, a design methodology is also introduced into the reward signal that combines the classical proportional-integral-derivative (PID) and evolutionary fuzzy logic controller. The proposed control methodology can be a promising model-free adaptive intelligent controller in terms of online and offline BELBIC tuning for the response of each floor in parallel to neutralize nonlinearities. The simulation confirms that the proposed controller, compared with the developed fixed and crisp valued offline tuned genetic PID-based BELBIC (GPID-BELBIC), has superior performance in demonstrating high learning abilities to avoid local minima in attenuating seismic responses of the building.

ASCE-ASME Journal of Risk and Uncertainty in Engineering Systems Part A Civil EngineeringVol. 11(2)
Leibniz University Hannover (DE), Tongji University (CN)
Climate action
Openalex Percentile: Top 6%
Vibration Control and Rheological Fluids
4.77
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