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应力波在吊索-梁结头处的传播规律
引用本文:陈木,李周,王荣辉.应力波在吊索-梁结头处的传播规律[J].科学技术与工程,2021,21(2):480-485.
作者姓名:陈木  李周  王荣辉
作者单位:华南理工大学土木与交通学院,广州510641;中建科工集团有限公司,深圳518000;华南理工大学土木与交通学院,广州510641
基金项目:国家自然科学基金青年项目 (51908382);河北省自然科学基金青年项目(E2019210311)。
摘    要:为分析吊索与拱肋连接处的受力特点,通过引入应力波理论的方法研究吊索-梁结头处应力波传播规律.利用刚性结头处的位移协调性和内力连续性建立控制方程,假设入射波、反射波和透射波的质点位移函数,从而求出反射系数及透射系数的影响矩阵;最后,对拱肋截面特性进行参数分析,并与有限元计算结果进行对比.结果表明:在梁截面无限大和无限小的两种特殊情况下,理论计算均可以回归到经典理论,而且随着梁截面尺寸的不断增大,索上端的轴力也是不断增大,可见拱肋的截面特性和材料特性对吊索上端受力的影响非常明显.

关 键 词:桥梁结构  Timoshenko梁  位移协调性  内力连续性  快速傅里叶转换
收稿时间:2020/4/10 0:00:00
修稿时间:2020/10/14 0:00:00

Study on the law of stress wave propagation at the joint of string - beam
Chen Mu,Li Zhou,Wang Ronghui.Study on the law of stress wave propagation at the joint of string - beam[J].Science Technology and Engineering,2021,21(2):480-485.
Authors:Chen Mu  Li Zhou  Wang Ronghui
Institution:South China University of Technology
Abstract:In order to analyze the stress characteristics of the joint between sling and arch rib, the stress wave theory was used to study the law of stress wave propagation at the sling - beam junction. Based on the displacement coordination and internal force continuity at the rigid junction head, the governing equation is established. The influence matrix of reflection coefficient and transmission coefficient is obtained based on the assuming the particle displacement function of incident wave, reflected wave and transmitted wave. Finally, the characteristics of arch rib section are analyzed and compared with the results of finite element calculation. The results show that in two special cases of infinite beam section and infinitesimal beam section, the theoretical calculation can return to the classical theory. The axial force at the top of the cable increases with the increasing of the beam section size. It is concluded that the cross section characteristics and material characteristics of the arch rib have a significant effect on the upper end of the sling.
Keywords:bridge structure  Timoshenko beam  displacement coordination  internal force continuity  Fast Fourier Transform
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