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含间隙裂缝的RC结构滞回系统混沌振动分析
刘强
刊名http://epub.edu.cnki.net/grid2008/brief/detailj.aspx?filename=lxys201105008&dbcode=CJFQ&dbname=CJFQ2011
2012-06-05 ; 2012-06-05
关键词RC结构 对称迟滞非线性 分段线性滞回模型 混沌行为 reinforced concrete structures symmetrical hysteretic nonlinearity piecewise linear model chaotic behavior O322
其他题名CHAOTIC VIBRATION ANALYSIS OF A HYSTERETIC SYSTEM OF RC STRUCTURES WITH CLEARANCE CRACK
中文摘要研究了含间隙裂缝的钢筋混凝土结构对称滞回非线性问题.建立了一种分段线性的对称滞回模型,利用一次谐波线性方法求解结构系统的等效阻尼和等效刚度系数,得到了对称滞回非线性系统的等价线性方程.通过数值分析比较了考虑和不考虑间隙与碰撞影响的两种情况下系统的混沌动力特性,研究表明:不考虑间隙与碰撞影响的系统出现周期运动,考虑间隙与碰撞影响系统更容易出现混沌运动;在特定的参数范围内系统一定会出现无序的混沌运动.; The symmetrical hysteretic nonlinearity system of RC structures with clearance crack is studied with a piecewise linear symmetrical hysteretic model.With the equivalent linearizaion approximate method,the equivalent damping and stiffness coefficients are calculated,and the equivalent linearizaion dynamic response of symmetrical hysteretic system is obtained.Comparisons are made between chaotic dynamic characteristics of chaotic vibro-impact systems with and without clearance crack.The results show that vibro-impact system without clearance crack is in a periodic motion;however,vibro-impact system with clearance crack is often in a chaotic motion,and with parameters in a particular range,the system is definitely in disorderly chaotic motion.; 【作者单位】福州大学土木工程学院; 集美大学工程技术学院;【作者英文名】LIU Qiang~(*,+,2)) *(College of Civil Engineering,Fuzhou University,Fuzhou 350001,China) +(College of Engineering Technology,Jimei University,Xiamen 361021,China)
语种中文
内容类型期刊论文
源URL[http://ir.calis.edu.cn/hdl/235041/13507]  
专题集美大学
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GB/T 7714
刘强. 含间隙裂缝的RC结构滞回系统混沌振动分析[J]. http://epub.edu.cnki.net/grid2008/brief/detailj.aspx?filename=lxys201105008&dbcode=CJFQ&dbname=CJFQ2011,2012, 2012.
APA 刘强.(2012).含间隙裂缝的RC结构滞回系统混沌振动分析.http://epub.edu.cnki.net/grid2008/brief/detailj.aspx?filename=lxys201105008&dbcode=CJFQ&dbname=CJFQ2011.
MLA 刘强."含间隙裂缝的RC结构滞回系统混沌振动分析".http://epub.edu.cnki.net/grid2008/brief/detailj.aspx?filename=lxys201105008&dbcode=CJFQ&dbname=CJFQ2011 (2012).
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