固体力学

固体力学Cauchy线性应变方程解的几点注记

Notes on the Solutions of Cauchy 's Strain Equations in Solid Mechanics

MASSIVE网格平台处于工程应用与网格中间件之间，为用户提供一个图形化的网格应用集成开发环境，它建立在Globustoolkit中间件之上并支持基于网格的计算流体力学与计算固体力学问题求解及可视化。

MASSIVE grid platform is built on the top of Globus Toolkit and aims to offer users a grid-enabled CFD ( computational fluid dynamics ) and CSM ( computational solid mechanics ) problem solving .

基于固体力学分析，应用ANSYS软件对桨叶进行强度和刚度校核，优化了桨叶的厚度。

And on the basis of Solid Dynamics Analyzing , the intensity and rigidity of propeller are checked by using ANSYS software , in order to optimize the thickness of blade .

非协调有限元法在解决流体力学以及固体力学的实际问题时能够获得稳定的数值解，例如求解Stokes、Navier-Stokes问题以及与弹性力学相关的问题等。

The noncon-forming finite element methods successfully provide stable numerical solutions for many practical fluid flow and solid mechanics problems , for instance , Stokes , Navier-Stokes problems and elasticity related problems .

应用固体力学方法推导出了井壁围岩应力方程，由泥页岩水化应力试验确定了泥页岩水化应力特性，由Mohr-Coulomb强度准则计算出维持井壁稳定的钻井液密度。

The stress formula of wellbore wall is given in this paper according to solid mechanics , and swelling stress properties of shale are also determined by swelling stress test on shale . Safe drilling mud densities are calculated by using Mohr-Coulomb strength criterion .

在系数的某种等价关系条件下，股价的两类数学表达式，一类是基于明确型描述的由类似固体力学方法导出的最简微分方程（S.D.E.）

Two kinds of mathematical expressions of stock price , one of which based on certain description is the solution of the simplest differential equation ( S.D.E. )

以固体力学有限元理论为基础，考虑了钻具扭矩，建立了RWD随钻扩眼下部钻具组合强度分析的三维有限元力学模型，求解并得到了下部钻具组合的应力场。

In the paper , based on solid mechanics finite element theories and considering RWD tool ′ s torsion , a three-dimension finite element mechanical model of RWD BHA strength analysis was established , and the stress field of BHA was obtained by the model .

断裂理论是固体力学的一个核心理论。

Fracture Mechanics theory is the core theory of Solid mechanics .

地震工程和固体力学中的几个问题及其改进

Some Problems in Earthquake Engineering and Solid Mechanics and Their Improvements

超图在固体力学有限元法中的应用

Applications or Hypergraph to the Finite Element Method of Solid Mechanics

固体力学与材料科学交缘的几个新课题

New subjects on the intersection of solid mechanics and material sciences

锚杆的作用力对锚固体力学性质的影响

The influence of bolt force to the mechanical property of rock

生物固体力学研究中全息干涉法应用的若干问题

Some problems of the application of holographic interferometry solid biomechanics

固体力学问题数值解的一种验证方法

A general benchmark test for numerical methods for geometrical non-linear dynamic problems

固体力学应力分析中的有限域法

The finite volume method for stress analysis in solid mechanics

损伤力学是一门新兴的固体力学分支。

Damage mechanics is a new and developing branch of solids mechanics .

固体力学有限元体系的结构拓扑变化理论

Theory of structural topological variations of finite element systems in solid mechanics

有限体积法在二维固体力学问题中的应用

Application of finite volume method in 2 dimensional problems of solid mechanics

计算固体力学的发展及其在航空航天工程中的应用

Development of Computational Solid Mechanics and Its Application in the Aerospace Engineeing

代数多重网格算法研究及其在固体力学计算中的应用

Study of Algebraic Multigrid Algorithms and Applications in Solid Mechanics

用固体力学方法计算苯分子的结合能

Calculation of Binding Energy of Benzene Molecules by Solid State Mechanics Method

缺陷对多胞固体力学性能的影响

Effect of defects on mechanical properties of cellular solids

离散型固体力学及其间断型变分原理

Solid Mechanics of Discrete Form and the Variational Principles of the Discontinuous Form

概率微结构理论&固体力学和材料科学的结合点

The Connection between Probabilistic Microstructure Mechanics and Material Science

离散方法的数学原理&固体力学的离散分析

New mathematical principles for the discrete equation & discrete analysis on solid mechanics

用固体力学通用程序计算某些流体力学问题

Calculating Some Fluid Mechanics Problems by the General Purpose Program of Solid Mechanics

有限点法及其在固体力学中的应用

Finite Point Method and Its Application to Solid Mechanics

边界积分方程在固体力学中的计算模型

Computational Model of Boundary Integral Equation in Solid Mechanics

考虑微结构的固体力学的进展和若干应用

Progress and applications of solid mechanics considering microstructure

通常该实验课与固体力学课1.050在同学期开设。

Students generally take this subject during the same semester as1.050 , Solid Mechanics .