基础-结构耦合系统受地震作用的非线性振动
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摘要
以基础-结构耦合系统受地震作用的动力学方程为基础,考虑系统的固有特性和地震激励特征,研究基础-结构耦合系统受地震作用的组合共振问题。利用非线性振动的多尺度法,求得系统三频率组合共振的响应曲线,并分别进行数值计算。分析阻尼系数、地基参数、非线性因子和小参数等对共振的影响。计算结果可用于基础-结构耦合系统的动力设计。
Based on dynamic equations of foundation structure coupled system to deal with combine resonance of foundation structure coupled system subjected to seismic excitation.Considering the nature characteristics and the seismic excitation of the system,by means of the method of multiple scales for nonlinear vibrations,the amplitude frequency response curve of combine resonance consists of three frequencies is obtained and numerical analysis is carried out.The influences of damping,foundation parameters,nonlinear factor,and small parameter on the system are analyzed.The results can be used for dynamical design of foundation structure coupled system.
引文
[1]张克绪,谢君裴.土动力学[M].北京:地震出版社,1989:56-75.
    [2]Constantinou M C,Keneifati M.Dynamics of soil-base-isolated structure system[J].Joural of StructuralEngineering,1988,114(1):211-221.
    [3]Stewart J,Fanves G.System identification for evalua-ting soil-structure interaction effects in buildings fromstrong motion recordings[J].Earthquakes Engineeringand Structure Dynamics,1998,27(8):869-895.
    [4]房营光.非线性地基-结构系统的地震共振突变分析[J].岩石力学与工程学报,2004,23(9):1509-1514.
    [5]房营光,曹洪.地基-结构系统地震响应的突变模型分析[J].岩土力学,2003,24(5):729-732.
    [6]许强,黄润秋.地震作用下结构非线性响应的突变分析[J].岩土工程学报,1997,19(4):25-29.
    [7]Nayfeh A H,Mook D T.Nonlinear Oscillations[M].New York:Wiley Interscience,1979:198-216.
    [8]杨志安,席晓燕,李文兰.弹性直杆在温度场中的非线性振动与奇异性[J].工程力学,2006,23(6):50-53..
    [9]胡海岩.应用非线性动力学[M].北京:航空工业出版社,2000:98-116.

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