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边坡锚杆锚固系统固有频率及其参数影响分析
引用本文:段建,言志信.边坡锚杆锚固系统固有频率及其参数影响分析[J].岩土工程学报,2014,36(6):1051-1056.
作者姓名:段建  言志信
作者单位:1. 兰州大学土木工程与力学学院,甘肃 兰州 730000; 2. 西部灾害与环境力学教育部重点实验室(兰州大学),甘肃 兰州 730000
基金项目:国家自然科学基金项目(51308273,41372307); 云南省交通运输厅科技教育专项资金资助项目(云交科2010(A)06-b)
摘    要:基于一定假定,建立了边坡锚杆锚固系统自由振动力学模型,获得了锚固系统固有频率及对应振型计算公式,通过算例,对比验证了理论计算公式的可行性;同时,还分别从锚杆长度、坡面附加质量以及刚度系数三方面开展了边坡锚固系统固有频率参数影响分析,探讨了之间内在规律:锚杆长度和值均对低阶固有频率的影响较小,而对高阶固有频率大小影响则较大;附加质量对锚固系统固有频率影响较小;边坡锚固系统在一定条件下具有线性振型固有频率。

关 键 词:边坡锚固系统  固有频率  振型  参数影响  
收稿时间:2013-09-12

Natural frequency and parameter influence of slope anchorage system
DUAN Jian,YAN Zhi-xin.Natural frequency and parameter influence of slope anchorage system[J].Chinese Journal of Geotechnical Engineering,2014,36(6):1051-1056.
Authors:DUAN Jian  YAN Zhi-xin
Affiliation:1. School of Civil Engineering and Mechanics, Lanzhou University, Lanzhou 730000, China; 2. Key Laboratory of Mechanics on Disaster and Environment in Western China (Lanzhou University), Ministry of Education, Lanzhou 730000, China
Abstract:According to some assumptions, the dynamic mechanical model for slope anchorage system is established for free vibration. Some formulas for the natural frequency and the corresponding vibration modes of anchorage system are deduced. Compared to that of the other methods, the feasibility of the theoretical formulas is verified through a specific example. Meanwhile, the natural frequency of slope anchorage system is analyzed under the influence of different parameters, anchor length, equivalent lumped mass and stiffness coefficient . The inherent laws between them are discussed. It is found that the anchor length and the value of stiffness coefficient have less effect on the low-order natural frequency, and their impact on the size of high-order natural frequency is larger. The equivalent lumped mass has less effect on the natural frequency of slope anchorage system. The slope anchorage system has the natural frequency of linear vibration mode under certain conditions.
Keywords:slope anchorage system  natural frequency  vibration mode  parameter influence  
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