2010
DOI: 10.1002/eqe.1052
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An investigation of the effects of mass distribution on pounding structures

Abstract: The effects of diaphragm mass distribution are investigated for building pounding. Elastic diaphragm-todiaphragm collisions are explained by considering the total momentum over the length of each diaphragm at three critical instants during collision. Expressions for collision force and collision duration are produced, providing additional information about the collision process. Equations for the post collision velocity of each diaphragm are produced and are found to appreciably differ from conventional impact… Show more

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Cited by 43 publications
(38 citation statements)
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“…Such observations triggered the interest of the research community to study the response of seismically excited adjacent buildings interacting and pounding due to insufficient clearance. Specifically, following early works on the topic (Anagnostopoulos 1988, Wolf & Skrikerud 1980, considerable research work has been devoted in recent years to develop practically useful analytical and computational models for the reliable representation of pounding forces (Anagnostopoulos 2004, Jankowski 2005, Muthukumar & DesRoches 2006, Dimitrakopoulos et al 2009, Ye et al2009, Cole et al 2011 to study the effects of these forces to the dynamic response and to the structural integrity of various types of colliding structures (Mouzakis & Papadrakakis 2004, Jankowski 2008, 2009, Mahmoud & Jankowski 2010, Polycarpou & Komodromos 2010, Giaralis & Spanos 2011, as well as to propose strategies to mitigate these effects (Spiliopoulos and Anagnostopoulos 1996,Xu et al 1999, Anagnostopoulos & Karamateas 2008, Lopez-Garcia & Soong, 2009, Polycarpou & Komodromos 2011.…”
Section: Introductionmentioning
confidence: 99%
“…Such observations triggered the interest of the research community to study the response of seismically excited adjacent buildings interacting and pounding due to insufficient clearance. Specifically, following early works on the topic (Anagnostopoulos 1988, Wolf & Skrikerud 1980, considerable research work has been devoted in recent years to develop practically useful analytical and computational models for the reliable representation of pounding forces (Anagnostopoulos 2004, Jankowski 2005, Muthukumar & DesRoches 2006, Dimitrakopoulos et al 2009, Ye et al2009, Cole et al 2011 to study the effects of these forces to the dynamic response and to the structural integrity of various types of colliding structures (Mouzakis & Papadrakakis 2004, Jankowski 2008, 2009, Mahmoud & Jankowski 2010, Polycarpou & Komodromos 2010, Giaralis & Spanos 2011, as well as to propose strategies to mitigate these effects (Spiliopoulos and Anagnostopoulos 1996,Xu et al 1999, Anagnostopoulos & Karamateas 2008, Lopez-Garcia & Soong, 2009, Polycarpou & Komodromos 2011.…”
Section: Introductionmentioning
confidence: 99%
“…Therefore, it is not possible to obtain any exact equivalence between both formulations [Cole et al 2009;Cole et al 2011]. …”
Section: Normal Kelvin-voigt Modelmentioning
confidence: 99%
“…The oscillators are decoupled with their own mass, stiffness and damping, but have the same mass to ensure equal seismic forces and simplify comparison. Thus, impact can only occur between the structures at the floor or, analogously, the bridge deck level (Cole, Dhakal et al 2011). Seismic accelerations at the base of each oscillator are assumed to be the same because they are located very close to each other (Lig Seismic response of two span scale bridge model due to non-uniform ground excitation and varying subsoil conditions).…”
Section: Linear Model and Basic Model Structurementioning
confidence: 99%