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It is a kind of effective analysis method in time domain. The finite element model of rotor system is established using Timoshenko beam model.

本文采用Timoshenko梁—轴模型，对转轴进行有限元离散化，建立转子系统的非线性力学模型。

Based on Timoshenko theory and by using the transfer matrix method, this paper analyzed composite beam composing of uniform beams with different material or cross-section areas.

本文基于Timoshenko理论，利用传递矩阵法，对由不同材料和不同截面大小的等截面杆组成的复合杆进行了振动分析。

The vibratory equation of Timoshenko's beam supported by continuous multilayer elastic-damping system is presented.

本文导出了支承于连续多层弹性阻尼系统上的Timoshenko梁的振动方程，并考虑了轴向力的作用。

The numerical method based on the wave approach is presented for the dynamic response analysis of high-rise structure by applying Timoshenko beam theory.

目的 提出高层结构动力响应的波动分析方法。

The effects of shear and rotary inertia on the specimen stiffness are analyzed using the Timoshenko's beam theory.

利用Timoshenko梁理论研究了剪切变形和转动惯性对试样刚度的影响。

Finally,the buckling,bifurcation and stability of the Timoshenko beam is analyzed near the critical load through numerical calculation.

通过数值计算，分析了弹性Timoshenko梁在临界载荷处的屈曲和分叉以及稳定性，并与理论值进行了比较。

Critical speed, mode shape and unbalance response of the rotor are analyzed by finite element method using the Timoshenko continuum beam theory.

采用基于Timoshenko连续梁理论的有限单元法分析实验转子的临界转速、模态振型和不平衡响应。

Theorem 4.1 For the Timoshenko beam problem, the solution of shooting method is stable for the parameter ε.

定理4.1对Timoshenko横梁问题，打靶法的解关于参数ε稳定，即当ε→0时，locking现象消失。

Popularly known as Timoshenko Beam theory.

广泛知道的铁木辛哥梁理论。

The ship hull is taken as a modified Timoshenko beam and the hydrodynamic forces are divided into inertia, resistance and load force.

建立了计算船舶波浪外载荷的水弹性有限元模型，将船体梁作为修正的Timoshenko梁，受力分析采用切片理论。

According to our present broadcasting situation,the thesis proposes using new technology to update and reform the present HFC. It also suggests broadcasting using self-advantage and arranging EPON in order to win the supermarket.

论文从我国广电的现状出发，结合实际，积极倡导采用新技术更新、改造我国现有的HFC网络；倡导广电现阶段利用自身优势，部署EPON网络来赢取市场。

A new general kinetic equation was derived in which the effect of the removal of condensation water was taken into account completely, and was applied to the polyesterification kinetic study of AA/HPHP and AA/NPG. It was found that the reaction order of self-catalyzed polyesterification was not constant. For these polyesterifications, the reaction order was 2.5 at a low temperature, while 3.0 at a high temperature.

考虑缩合水的排除对反应体系的影响，用体积浓度单位推导出一个新的聚酯反应总包动力学方程，并应用到AA/HPHP和AA/NPG两个聚酯化反应的动力学研究中，研究发现，自催化聚酯反应的反应级数并不是固定值，对于AA/HPHP和AA/NPG两个聚酯化反应而言，低温时反应级数为2.5，高温时反应级数为3.0。