2011
DOI: 10.1002/stc.490
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Closed-form equations for coupling linear structures using stiffness and damping elements

Abstract: SUMMARY Larger and more flexible structures are being constructed. As a result, there is an increasing need for more effective, efficient, and innovative displacement control strategies. One such method is the idea of connecting adjacent structures. This control method has the merit of generating sufficient control forces under low frequencies, a property that is necessary for minimizing the displacement response of high‐rise structures. In the present work, closed‐form equations are derived for solving the vi… Show more

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Cited by 37 publications
(22 citation statements)
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“…Over the last years, a significant research effort has been made in this field. Recent works on the seismic response of adjacent structures include nonlinear dynamical models for pounding events [2][3][4][5], stochastic assessment of pounding risk [6], structural analysis of large buildings connected by sky-bridge links [7], seismic response of adjacent nonstructural components [8], and reduced-order models for the study of the analytical characteristics of linked structures [9][10][11][12]. Also, a wide variety of control strategies has been recently proposed, including passive linking systems with viscous and viscoelastic elements [13][14][15][16][17][18], nonlinear linking dampers [19,20], semiactive magnetorheological linking dampers [21][22][23], shared Tuned-Mass-Dampers [24][25][26], and active linking devices [27,28].…”
Section: Introductionmentioning
confidence: 99%
“…Over the last years, a significant research effort has been made in this field. Recent works on the seismic response of adjacent structures include nonlinear dynamical models for pounding events [2][3][4][5], stochastic assessment of pounding risk [6], structural analysis of large buildings connected by sky-bridge links [7], seismic response of adjacent nonstructural components [8], and reduced-order models for the study of the analytical characteristics of linked structures [9][10][11][12]. Also, a wide variety of control strategies has been recently proposed, including passive linking systems with viscous and viscoelastic elements [13][14][15][16][17][18], nonlinear linking dampers [19,20], semiactive magnetorheological linking dampers [21][22][23], shared Tuned-Mass-Dampers [24][25][26], and active linking devices [27,28].…”
Section: Introductionmentioning
confidence: 99%
“…The isolation bearings are installed between the sky corridor and top of the towers. According to Richardson et al the adjacent towers can be simplified as an SDOF structure, which is characterized by mass m i , stiffness k i , and damping c i . The natural frequency and viscous damping ratios of the towers are ωi=kimi and ξi=ci2kimi, respectively.…”
Section: Simplified Analysis Modelmentioning
confidence: 99%
“…Many experimental and analytical studies have proven that the introduction of damping devices between adjacent buildings provides an efficient mean for improving the seismic performance of the two systems. The behavior of adjacent structures linked by rigid, active, or passive control devices (Soong and Spencer, 2002;Christopoulos and Filiatrault, 2006;Takewaki, 2009) has been object of study of many papers in the last decades Ni et al, 2001;Kim et al, 2006;Cimellaro and Lopez-Garcia, 2007;Roh et al, 2011;Richardson and Walsh, 2012;Tubaldi et al, 2014;Tubaldi, 2015). These studies have shown that the interaction between two systems with different dynamic properties through the connecting devices allows to reduce the structural seismic responses in terms of displacements and accelerations with respect to the unconnected case.…”
Section: Introductionmentioning
confidence: 99%