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An optimal nonlinear fractional order controller for passive/active base isolation building equipped with friction-tuned mass dampers

Abstract

This paper presents an optimal nonlinear fractional-order controller (ONFOC) designed to reduce the seismic responses of tall buildings equipped with a base-isolation (BI) system and friction-tuned mass dampers (FTMDs). The parameters for the BI and FTMD systems, as well as their combinations (BI-FTMD and active BI-FTMD or ABI-FTMD), were optimized separately using a multi-objective quantum-inspired seagull optimization algorithm (MOQSOA). The seismic performances of the BI, FTMD, BI-FTMD, and ABI-FTMD systems for a 15-storey building subjected to two far-field (Loma Prieta and Landers) and two near-fields (Tabas and Northridge) earthquakes were evaluated. The results indicated that structures with BI, FTMD, BI-FTMD, and ABI-FTMD systems outperformed the uncontrolled structure in reducing structural responses during the design earthquakes (Loma Prieta and Tabas). However, under validation earthquakes (Landers and Northridge), the peak acceleration of the building with the FTMD system was worse than that of the uncontrolled structure during the near-field Northridge earthquake. To address this issue, we proposed a combination of the active BI system and the FTMD system. Time history analysis results demonstrated that for the building equipped with the ABI-FTMD system, the peak displacement, peak acceleration, and peak inter-storey drift were reduced by approximately 60%, 64%, and 78%, respectively, as compared to the uncontrolled structure.

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Category:
Articles
Type:
artykuły w czasopismach
Published in:
Communications in Nonlinear Science and Numerical Simulation
ISSN: 1007-5704
Language:
English
Publication year:
2025
Bibliographic description:
Akbari M., Zamani A., Seifi M., Pantò B., Falborski T., Jankowski R.: An optimal nonlinear fractional order controller for passive/active base isolation building equipped with friction-tuned mass dampers// Communications in Nonlinear Science and Numerical Simulation -,iss. 108405 (2025), s.108405-
DOI:
Digital Object Identifier (open in new tab) 10.1016/j.cnsns.2024.108405
Sources of funding:
  • Free publication
Verified by:
Gdańsk University of Technology

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