Abstract

In this study, the music-inspired Harmony Search (HS) algorithm is modified for the optimization of active tuned mass dampers (ATMDs). The modification of HS includes the consideration of the best solution with a defined probability and updating of algorithm parameters such as harmony memory, considering rate and pitch adjusting rate. The design variables include all the mechanical properties of ATMD, such as the mass, stiffness and damping coefficient, and the active controller parameters of the proposed proportional–integral–derivative (PID) type controllers. In the optimization process, the analysis of an ATMD implemented structure is done using the generated Matlab Simulink block diagram. The PID controllers were optimized for velocity feedback control, and the objective of the optimization is the minimization of the top story displacement by using the limitation of the stroke capacity of ATMD. The optimum results are presented for different cases of the stroke capacity limit of ATMD. According to the results, the method is effective in reducing the maximum displacement of the structure by 53.71%, while a passive TMD can only reduce it by 31.22%.

Highlights

  • Structural responses to earthquakes, winds, traffic, and other dynamic forces can endanger structural safety and disrupt comfort

  • This study considers shear building modelwas withperformed an active tuned mass dampers (ATMDs) positioned on the topSimulink story

  • The metaheuristic algorithm called harmony search is successfully modified to optimize the physical parameters of a mass damper the controller gains

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Summary

Introduction

Structural responses to earthquakes, winds, traffic, and other dynamic forces can endanger structural safety and disrupt comfort. Mackriell et al positioned ATMDs atop two tall structures to provide first-mode vibration control for wind effects, and found that the control algorithm using acceleration feedback was successful in reducing structural responses [5]. Shariatmadar and Meshkat Razavi suggested using fuzzy logic control (FLC) and particle swarm optimization (PSO) to reduce vibrations in a structure experiencing an earthquake [25].Soleymani and Khodadadi suggested using a “multi-objective adaptive genetic-fuzzy” controller to control tall structures exposed to high earthquake activity and repeated wind load by ATMD [26].

The of Structures withresponses
A structural model with
The Modification of Harmony Search Algorithm
Numerical Examples
Time history displacement topofstory of the structure critical
Conclusions
Findings
The reduction forTMD
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