%0 Journal Article
%T INVESTIGATION ON DYNAMICAL BIFURCATIONS OF A NONLINEAR PARAMETRIC EXCITATION SYSTEM<br>非线性参数激励系统的动力分叉研究
%A Ye Min Chen Yushu
%A <br>叶敏
%A 陈予恕
%J 力学学报
%D 1993
%I 
%X In order to study dynamical bucking and bifurcations of an elastic beam, we establish nonlinear Mathieu equation of this beam and discuss thoroughly the characteristic of 3/2 subharmonic bifurcation in parametrically excited system. Our studies show that researchers only got bifurcating characteristic of a degenerate case when they investigated these problems. We analyse influence of truncation in bifurcating equation on bifurcation set, and obtain some new results. Finally, we give result of experiment on bifurcating response curves of elastic beam and examine theoretical results by experiment.
%K parametric
%K dynamical buckling
%K bifurcations
%K truncation
%K topological structure<br>参数激励
%K 分叉
%K 工程结构
%K 振动
%U http://www.alljournals.cn/get_abstract_url.aspx?pcid=6E709DC38FA1D09A4B578DD0906875B5B44D4D294832BB8E&cid=5D344E2AD54D14F8&jid=4100DA4A1A3BA1B0CE5AD99AE1DFB420&aid=34C6DDD1C992EB230496B205871203C9&yid=D418FDC97F7C2EBA&vid=C5154311167311FE&iid=0B39A22176CE99FB&sid=954CE65414DD94CA&eid=A58CF3BAE79427D0&journal_id=0459-1879&journal_name=力学学报&referenced_num=4&reference_num=3