2001
DOI: 10.1002/tal.168
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Semi‐active friction system with amplifying braces for control of MDOF structures

Abstract: The development and applications of a semi-active friction damping system with amplifying braces is studied. A system of dampers and braces, defined as the friction damping system with amplifying braces (FDSAB) is considered. Active control theory with velocity and acceleration feedback is used to obtain the control forces in the proposed system. The system can be used efficiently to enhance the damping of a structure and improving its response. The efficiency of the proposed system is demonstrated by the nume… Show more

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Cited by 9 publications
(9 citation statements)
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“…where G feedb is the optimal feedback gain matrix, depending on damper distribution, defined by matrix B and performance index J, given in Eqn (2);d t ð Þ is the optimal estimation of the structure's state vec- Figure 1. Amplifier's scheme (following Gluck and Ribakov [25,27]). tor d(t), generated by Kalman filter algorithm using the floors' accelerations y m (t).…”
Section: Effective Damper Locationsmentioning
confidence: 99%
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“…where G feedb is the optimal feedback gain matrix, depending on damper distribution, defined by matrix B and performance index J, given in Eqn (2);d t ð Þ is the optimal estimation of the structure's state vec- Figure 1. Amplifier's scheme (following Gluck and Ribakov [25,27]). tor d(t), generated by Kalman filter algorithm using the floors' accelerations y m (t).…”
Section: Effective Damper Locationsmentioning
confidence: 99%
“…To implement this equation, semiactive MR dampers are used in the frame of this study. Connecting damping devices to amplifiers allows further energy saving [25].The properties of MR dampers, placed at each floor, are controlled in real time during the earthquake. The properties are updated, based on analyzing the response of the structure, so that the forces, developed in semiactive MR dampers, are as close as possible to those obtained according to Eqn (4).…”
mentioning
confidence: 99%
“…In devices from the second group, the influence of electric or magnetic field on properties of fluids or solids is employed to change the damping forces. The first group includes a variable stiffness system (Kobori et al , 1993), a semi‐active hydraulic damper (Kurata et al , 1999), semi‐active friction dampers (Ferri and Heck, 1992; Gluck and Ribakov, 2001) and others. The second group of semi‐active controlled device includes electrorheological (Makris et al , 1996) or magnetorheological (MR) devices (Spencer et al , 1997) and semi‐active variable friction (VF) dampers with piezoelectric actuators (Chen and Chen, 2000).…”
Section: Introductionmentioning
confidence: 99%
“…Gluck and Ribakov. (2001) used amplifying devices and instantaneous control theory for increasing the efficiency of a damping system with VF. In order to overcome time delay in the control system, a predictive algorithm combined with instantaneous control (Gluck et al , 2000a) or a method developed from predictive and modal control (Lu 2004) may be used.…”
Section: Introductionmentioning
confidence: 99%
“…Later, a design procedure was proposed to determine appropriate arm sizes while considering the desired amplification factor and allowable deflection . Another amplification system is the amplifying brace . This system has been shown to work well with a number of different supplemental damping devices .…”
Section: Introductionmentioning
confidence: 99%