A high precise integration scheme for structural dynamics analysis under arbitrary excitation
  
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DOI:10.7511/jslx20024089
KeyWord:dynamic response,transient process,time\|integration,linear excitation,nonlinear excitation
Wang Zhong  \ Wang Yalin  \ Wang Fang\  
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Abstract:
      A high precise integration scheme for analysis of dynamical response of the structures with elastic or rigid modes is developed in the paper. The scheme can be used in the excitations with linear as well as polynomial forms. Moreover, if the nonlinear excitation can be presented in the polynomial series, the dynamic response of structure is also obtained by the proposed method, and the computed precision can be adjusted by changing the order of the polynomial.