1992
DOI: 10.1088/0964-1726/1/4/005
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Active tuned mass damper

Abstract: A new control strategy to improve a tuned mass damper (TMD) is disturbances. The feedback gain of the proposed algorithm is linear to the response acceleration of the primal system and it is optimized in :he frequency domain under a harmonic excitation. According to this method both the feedback gain and the TMD parameters are optimized in the frequency domain and they are expressed in a set of closed form solutions. The performance of the proposed control method is discussed and compared with that of a passiv… Show more

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Cited by 66 publications
(47 citation statements)
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“…Earthquake control, especially when targeting large and extreme ground motions, is relegated to passive control functioning, for instance, by applying interchangeable active and passive modes in HMD [Fujita, 1994;Kitamura et al, 1992;Nakamura et al, 2001;Watakabe et al, 2001] or is simply assumed as part of the energy dissipation role given by the ductility reserve of the lateral force-resistant system, for instance, by anchoring the HMD to the building using brakes [Nishimura et al, 1992]. Considering exclusively the control objectives specified in the articles referred previously, it is noticeable that no AMD (Table 1), HMD (Table 2), or semi-active mass damper (SAMD) [Ikeda, 2009;Spencer and Nagarajaiah, 2003] addresses large earthquake control, while small earthquake target control is met rather by the fact that mass dampers are designed for controlling strong wind-induced forces and consequently they can indeed cope with any similar level of dynamic forces.…”
Section: Preliminary Conclusion Based On the Review Of Full-scale Immentioning
confidence: 99%
“…Earthquake control, especially when targeting large and extreme ground motions, is relegated to passive control functioning, for instance, by applying interchangeable active and passive modes in HMD [Fujita, 1994;Kitamura et al, 1992;Nakamura et al, 2001;Watakabe et al, 2001] or is simply assumed as part of the energy dissipation role given by the ductility reserve of the lateral force-resistant system, for instance, by anchoring the HMD to the building using brakes [Nishimura et al, 1992]. Considering exclusively the control objectives specified in the articles referred previously, it is noticeable that no AMD (Table 1), HMD (Table 2), or semi-active mass damper (SAMD) [Ikeda, 2009;Spencer and Nagarajaiah, 2003] addresses large earthquake control, while small earthquake target control is met rather by the fact that mass dampers are designed for controlling strong wind-induced forces and consequently they can indeed cope with any similar level of dynamic forces.…”
Section: Preliminary Conclusion Based On the Review Of Full-scale Immentioning
confidence: 99%
“…As was shown in [13,[18][19][20][21][22][23][24], the acceleration of the primary structure as the driving force and velocity of the TMD as the active damping force of the HTMD are two essential direct response feedback signals to improve the performance of the HTMD. Also, it was shown in [14] that the displacement and acceleration of the TMD are two feedback signals which can be used for adaptive tuning of the HTMD to deal with the problem of off-tuning of a passive TMD.…”
Section: Control Algorithmmentioning
confidence: 99%
“…The ratio of the total mass of the MAPTMD to the mode-generalized mass of the structure is called the mass ratio, which has the form = n j=1 (m Tj + m tj )=m s (12) The joint use of Equation (12) and related hypotheses above leads to the expression that links and tj .…”
Section: Dmf Of the Main System With Maptmdmentioning
confidence: 99%