A tuning algorithm for a sliding mode controller of buildings with ATMD

•A tuning algorithm for a sliding mode vibration control of buildings is proposed.•The tuned controller can minimize the top floor displacement or the control force.•A desired transient and frequency response of the closed-loop system is guaranteed.•Experimental results validate the effectiveness of...

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Veröffentlicht in:Mechanical systems and signal processing 2021-06, Vol.154, p.107539, Article 107539
Hauptverfasser: Concha, Antonio, Thenozhi, Suresh, Betancourt, Ramón J., Gadi, S.K.
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Sprache:eng
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Zusammenfassung:•A tuning algorithm for a sliding mode vibration control of buildings is proposed.•The tuned controller can minimize the top floor displacement or the control force.•A desired transient and frequency response of the closed-loop system is guaranteed.•Experimental results validate the effectiveness of the proposed tuning algorithm. This paper proposes an automatic tuning algorithm for a sliding mode controller (SMC) based on the Ackermann’s formula, that attenuates the structural vibrations of a seismically excited building equipped with an Active Tuned Mass Damper (ATMD) mounted on its top floor. The switching gain and sliding surface of the SMC are designed through the proposed tuning algorithm to suppress the structural vibrations by minimizing either the top floor displacement or the control force applied to the ATMD. Moreover, the tuning algorithm selects the SMC parameters to guarantee the following closed-loop characteristics: (1) the transient responses of the structure and the ATMD are sufficiently fast and damped; and (2) the control force, as well as the displacements and velocities of the building and ATMD are within acceptable limits under the frequency band of the earthquake excitation. The proposed SMC shows robustness against the unmodeled dynamics such as the friction of the damper. Experimental results on a reduced scale structure permits demonstrating the efficiency of the tuning algorithm for the SMC, which is compared with the traditional Linear Quadratic Regulator (LQR) and with the Optimal Sliding Mode Controller (OSMC).
ISSN:0888-3270
1096-1216
DOI:10.1016/j.ymssp.2020.107539