刘又文，蒋持平。在集中力和集中力偶作用不同弹性材料圆形界面裂纹问题，应用数学和力学，8,3，(1987)。
Liu Youwen and Jiang Chiping. Problem on Circular-Arc Cracks between Bonded Dissimilar Materials under Concentrated Force and Moment, Applied Mathematics and Mechanics, 1987, 8 (3).
我们把数学和力学的手段应用到芯片里。
We use math and mechanics methods and apply them to microchips.
基于这种机理，应用微观接触力学和磨粒粒度分布理论建立了一种新的表征CMP过程材料去除速率的数学模型。
Based on this mechanism, a new mathematical model characterizing the material removal rate in CMP process was developed by using micro-contact mechanics and particle size distribution theory.
本文介绍了典型振荡反应的特点、机理、数学模型、动力学方程序及在化学和生物学中的某些应用。
This paper introduces the features, mechanism, mathematical model, dynamic equations of the classic chemical oscillation and some applications in chemistry and biology.
晓东在计算力学，和其它应用数学和工程学学会十分活跃。
Sheldon is very active in computational mechanics, and other applied mathematics and engineering societies.
在特别例子中这样的一门课程不能被教工程师，许多介绍的事情形成应用的工程力学的数学和机械基础。
In the particular case where such a course cannot be taught to engineers, a lot of introduced matters constitute the mathematical and mechanical bases of applied engineering mechanics.
本文介绍了计算流体力学(CFD)以及CFX应用软件的特有模块、包含的数学模型和成功应用领域。
This paper describes the Computational Fluid Dynamics (CFD) and CFX software, as well as discusser it's special modules, mathematical models and successful application areas.
在所有描述半导体的数学模型中，流体动力学模型和漂移扩散模型是应用最广泛的模型。
The hydrodynamic and the drift-diffusion models are the most widely used models to describe semiconductor devices today.
该评价模式融入了信息、数学和力学等多方面知识，它将具有广泛的工程应用前景，及重大的社会效益和经济效益。
The evaluation model which will have wide application prospect and major social and economic benefits integrates knowledge including information, mathematics and mechanics and so on.
本文应用多刚体系统理论和拉格朗日方程建立了稳瞄操纵机构的动力学数学模型。
A dynamics modeling and analysis for Sight-stabilizing action system is made based on the multi-rigid body system theory and Lagranges equations.
它为数学系各方向专业（主要是应用数学方向）的研究生提供基本的利用数学方法研究弹性力学问题的思想、方法和工具。
It contains some basic mathematic ideas, method and tools which are often used to solve the problem in elastic mechanical, especially for boundary problem.
它为数学系各方向专业（主要是应用数学方向）的研究生提供基本的利用数学方法研究弹性力学问题的思想、方法和工具。
It contains some basic mathematic ideas, method and tools which are often used to solve the problem in elastic mechanical, especially for boundary problem.
应用推荐