剪切变形

对织物的剪切变形角γ与剪切刚度G的关系等进行讨论。

The relevance of shear deformation angle y and shearing stiffness G was discussed in this paper .

高阶剪切变形板理论K■rm■n型方程及在热后屈曲分析中的应用

K rm n-Type Equations for a Higher-order Shear Deformation Plate Theory and Its Use in the Thermal Postbuckling Analysis

本文采用的转换B3样条有限杆元法考虑了杆壁中面上的剪切变形，能有效地反映剪力滞后效应。

The proposed method can reflect shear lag effect by considering the shear deformation of the median surface of thin-walled members .

考虑剪切变形RC框架结构非线性分析

Nonlinear analysis of RC frame structure including shear effects

考虑剪切变形的RC结构梁柱单元模型

RC structure beam-column model with consideration of shearing deformation

基于Li和Liu的整体-局部高阶理论思想（1997），推导了精化一阶剪切变形理论。

Based on global-local higher-order theory proposed by Li and Liu ( 1997 ), a refined first-order shear deformation theory is developed .

东天山造山带右行剪切变形及构造演化的~（40）Ar-~（39）Ar年代学证据

( 40 ) ~ ar - ( 39 ) ~ ar chronological evidence of dextral shear and tectonic evolution of the eastern Tianshan orogenic belt

等通道转角挤压（Equal-channelangularpressing，ECAP）是一种利用纯剪切变形获得块状超细晶材料的方法。

Equal-Channel Angular Pressing ( ECAP ) is a method for fabricating bulk ultra-fine grain material by way of simple shear deformation .

Monel合金高速塑性剪切变形与动态再结晶

High velocity plastic deformation and dynamic recrystallization of Monel

文中肋梁采用Timoshenko梁元，故这类加肋板可以考虑横向剪切变形。

Because Timoshenko beam element is used as the rib , so this ribbed plate discussed here can consider the lateral shear deformation .

出了一种新方法来对基于Mindlin剪切变形理论的矩形厚板进行自由振动分析。

This paper introduces a new method for the free vibration analysis of thick rectangular plates based on Mindlin shear deformation theory .

马氏体时效钢18Ni（350）热塑剪切变形的研究

Study on the Thermoplastic Shear Deformation of 18Ni ( 350 ) Maraging Steel

目前研究中采用考虑了轴向载荷、剪切变形和转动惯量影响的Timoshenko薄壁梁理论。

The formulations employ Timoshenko assumptions and the effects of axial load , shear deformation and rotary inertia are included in the present study .

基于一阶剪切变形理论、Boltzmann线性叠加原理和Galerkin技术，建立了反对称正交铺设损伤黏弹性复合材料层合板的非线性控制方程。

Using the first order shear deformation theory , Boltzmann superposition principle and Galerkin technique , the nonlinear equations of antisymmetric cross-ply viscoelastic laminated plates with damage are derived .

本文应用Mindlin理论，也就是所谓的一次剪切变形理论，研究任意形状中厚板的自由振动特性。

This paper uses Mindlin theory and presents a new method to solve the problem of free vibration of moderately thick plates with arbitrary shape .

采用Mindlin板单元和本文梁元，建立了考虑板剪切变形、梁剪切变形的板梁组合结构振动分析计算模型。

Introducing Mindlin plate element and that beam element , a computer model with shear deformation is established for the vibration analysis of stiffened plates .

提出了一种压电层合板壳的一阶剪切变形理论.采用Hamilton原理、压电理论和层合板壳的一阶剪切变形板壳理论，推导了压电层合板壳系统的运动方程。

A first order shear deformation theory of piezoelectric shell was proposed , which is based on Hamilton 's principal , linear piezoelectricity theory and first order shear deformation laminated shell theory .

运用取向分布函数（ODF）研究了每个轧制道次的剪切变形特征对高纯铝箔轧制织构的影响。

Effect of direction change of shear deformation on the rolling textures in high purity Al foils was investigated by orientation distribution function ( ODF ) .

在C方式ECAP变形中，珠光体钢65Mn中的渗碳体以周期性的弯曲变形，周期性的剪切变形，剪切断裂等形式协调ECAP的强烈塑性变形。

In ECAP route C , in order to accommodate the severe shear deformation the deformation form of lamellae cementite in pearlitic steel include periodical bending , periodical shearing and shearing fracture etc .

考虑梁的剪切变形和转动效应，基于Timoshenko梁理论建立耦合振动系统微分方程。

Considered with the effect of the rotating and shearing deformation on the beam , based on Timoshenko beam theory , the differential equations of coupling vibration system is established .

TiAl/Ti3Al体系剪切变形的分子动力学研究

Molecular dynamics study of the shear deformation in TiAl / Ti_3Al system

另外，算例还表明，在组合梁的三维有限元建模中采用Timoshenko梁单元来考虑钢梁的剪切变形会导致显著的误差。

In addition , it is found that significant errors result from employing Timoshenko beam elements for the steel beam with shear deformation in 3D finite element modeling of a composite beam .

本文扩展了唐纳尔（Donnell）壳体理论，应用于包括横向剪切变形的具初始缺陷及混合边界条件的反对称角铺设圆柱厚壳的分析。

In this paper the Donnell-type shell theory is extended to include the transverse shear forthe analysis of a anti-symmetric angle-ply imperfect cylindrical shell with mixed boundary conditions .

分析了节点参数对RC框架结构抗连续倒塌性能的影响，发现节点区钢筋直径和强度对结构抗连续倒塌能力影响显著，而节点区剪切变形和混凝土抗压强度对结构抗倒塌能力基本无影响。

It is also confirmed through the parametric analyses that the diameter and strength of the steel bars have great influences on the progressive collapse-resisting performance of the structure , with little such impact resulting from the shear deformation of concrete and the concrete compressive strength in joint area .

考虑横向剪切变形和几何非线性，根据Hamilton原理导出板条梁的非线性动力方程，并应用线弹簧理论将裂纹引入到动力方程中，用有限差分法对方程进行求解。

The influences of the transverse shear deformations and geometrical nonlinear were considered . The nonlinear dynamic equations of the cracked strip were derived from Hamilton 's philosophy and the effect of crack was taken into account in dynamic control equations by using line-spring model of fracture mechanics .

本文第三章采用pushover方法分析了节点域剪切变形及结构二阶效应对钢框架受力变形性能的影响，将pushover方法与反应谱结合后分析其对于钢框架抗震设计的影响。

In chapter three , shear deformation of joint and second order effect which affect mechanical performance of structure by pushover method are investigated , pushover method is also combined with response spectra to study the influence on seismic resistance design in this chapter .

粤西黄岭岩组片麻状花岗质岩石属于云开地块的基底岩系（2600Ma～1700Ma），自下而上发育3种构造样式：下部透入性剪切变形带；

Gneissic granitic rocks of the Huangling formation in western Guangdong are the basement metamorphic series ( 2600Ma - 1700 Ma ) .

Lai-Young模型亦能较好地预测织物变形后渗透率的变化情况，为复杂结构件充模数值模拟的剪切变形渗透率数据计算提供了理论依据。

The excellent prediction of shearing permeability by the Lai-Young model provided theoretical support for the numerical filling simulations in complex parts .

根据Hamilton变分原理，推导出了考虑转动惯量和剪切变形时输流管道的运动微分方程，用有限差分法分析了考虑转动惯量时输流管道的动力特性和动力稳定性。

Based on the Hamilton 's variational principle , the motion differential equation of pipe conveying fluid in consideration of the moment of inertia and shear deformation is derived . The dynamic behaviors and stability of pipe conveying fluid considering moment of inertia are analysed by finite difference method .

并讨论了横向剪切变形、Batdorf数、弹性模量比和初始几何缺陷对圆柱壳屈曲与后屈曲性态的影响。

Meanwhile , effects of transverse shears , Batdorf parameter , modulus ratio and initial imperfection on the buckling and postbuckling behavior of the shells are discussed .