Frequency-response analysis of shear vibration of long structures due to surface excitation

被引:0
作者
Chakraborty, S.K. [1 ]
Sarkar, S.K. [2 ]
Bhattacharya, S.P. [3 ]
机构
[1] Department of Applied Mathematics, Birla Institute of Technology, Mesra
[2] Indian Railway Institute of Mechanical and Electrical Engineering
[3] Department of Architecture, Birla Institute of Technology, Mesra
来源
International Journal of Acoustics and Vibrations | 2007年 / 12卷 / 03期
关键词
25;
D O I
10.20855/ijav.2007.12.3212
中图分类号
学科分类号
摘要
The article presents a qualitative and quantitative analysis of the dynamic response of long structures, such as long and high-rise building. A two-dimensional linear model of a building is devised. In this model, the building is represented as a constrained anisotropic plate subjected to base excitation. Consequently, the displacement of the plate is governed by a 2D wave equation with corresponding boundary conditions. The dynamic response of the system, due to base excitation, is being analysed by expanding the displacements in terms of the corresponding eigenfunctions. Also, an analytical expression describing the building motion of translational type is presented. Further analysis is then conducted to determine the response to rotation at the base of the building. The investigation reveals the existence of wave passage effect during the dynamic response of the structure under the optimum conditions on frequencies (low or high) for proper analysis of the resulting deformation of the foundation.
引用
收藏
页码:109 / 115
页数:6
相关论文
共 22 条
[1]  
Tzenov L., Boncheva H., Dlgi v plan sgardi s ogled sezimichnoto in osiguriavanic, Bulgarian Academy of Sciences, Bulgarian Geophys, J., Sofia, 4, pp. 61-67, (1979)
[2]  
Tzenov L., Vliane na dlzinata na konstruktsiite vrhu natovaranic, Bulgarian Academy of Sciences, Theoret. and Appl. Mech, Sofia, 17, pp. 97-105, (1981)
[3]  
Krivelev V.A., Wave processes in structures during seismic interactions, Nauka, (1987)
[4]  
Hanks T.C., McGuire R.K., The character of high-frequency strong ground motion, Bull. Seism. Soc. Am, 71, 6, pp. 2071-2095, (1981)
[5]  
Trifunac M.D., Ivanovic S.S., Todorovska M.I., Apparent periods of a building, Part I: Fourier analysis, J. Structural Engg., ASCE, 127, 5, pp. 517-526, (2001)
[6]  
Trifunac M.D., Ivanovic S.S., Todorovska M.I., Apparent periods of a building, Part II: Time-frequncy analysis, J. Structural Engg., ASCE, 127, 5, pp. 527-537, (2001)
[7]  
Chandler A.M., Et al., Shear wave velocity modelling in crustal rock for seismic hazard analysis, Soil Dyn. and Earthquake Engg, 25, 2, pp. 167-185, (2005)
[8]  
Stathopoulus K.G., Anagnostopoulos S.A., Inelastic torsion of multi-storey buildings under earthquake excitations, Earthquake Engg. and Structural Dyn, 34, 12, pp. 1449-1465, (2005)
[9]  
Nicholls H.R., Johnson C.F., Duvall W.I., Blasting vibrations and their effects on structures, Bulletin, 656, (1971)
[10]  
Dowding C.H., Blast vibration monitoring and control, (1985)