## Abstract This investigation is concerned with the seismic response of oneβstory, oneβway asymmetric linear and nonβlinear systems with nonβlinear fluid viscous dampers. The seismic responses are computed for a suite of 20 ground motions developed for the SAC studies and the median values examine
RANDOM SEISMIC RESPONSE ANALYSIS OF ADJACENT BUILDINGS COUPLED WITH NON-LINEAR HYSTERETIC DAMPERS
β Scribed by Y.Q. NI; J.M. KO; Z.G. YING
- Publisher
- Elsevier Science
- Year
- 2001
- Tongue
- English
- Weight
- 400 KB
- Volume
- 246
- Category
- Article
- ISSN
- 0022-460X
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β¦ Synopsis
Coupling adjacent buildings with supplemental damping devices is a practical and e!ective approach to mitigating structural seismic response. This paper is intended to develop a method for analyzing the random seismic response of a structural system consisting of two adjacent buildings interconnected by non-linear hysteretic damping devices. By modelling the buildings as multi-degree-of-freedom elastic structures and representing the hysteretic dampers with the versatile Bouc}Wen (BW) di!erential model, an augmented state di!erential equation is formulated to describe the vibration of the coupled structural system under non-white random seismic excitation. After dealing with the non-linear hysteretic dampers using stochastic linearization technique, a non-linear algebraic Lyapunov equation is derived from which the system mean square response is iteratively solved. The developed method is applicable to the structural system with an arbitrary number of storeys and with connecting dampers at arbitrary storeys. The results of the analysis demonstrate that non-linear hysteretic dampers are e!ective even if they are placed on a few #oor levels. In particular, this type of damping device o!ers a wideband vibration suppression for earthquake attacks with either low-or high-dominant exciting frequencies. Parametric studies also show that optimum damper parameters and numbers exist which minimize the random seismic response.
2001 Academic Press
π SIMILAR VOLUMES
The harmonic analysis of non-linear structures can be equivalently carried out with many di!erent approaches, such as generalised frequency response functions (GFRF) or, more commonly, direct integration methods, Integration techniques provide only approximate results, since the integration procedur