MCA method is a powerful method proposed to deal with the non-continuum mechanics problem.
移动元胞自动机法是一种适于处理非连续介质力学问题的计算方法。
To answer this crucial question, the book Bridges the gap between continuum mechanics and materials science.
要回答这个关键性的问题，这本书桥之间的差距，连续介质力学和。
The proper size of coal pillars and mining width for partial mining are studied with theory of continuum mechanics.
本文用连续介质力学的理论，探讨了条带法开采的合理条带尺寸。
Further, new fundamental first and second laws of thermostatics and thermodynamics for continuum mechanics are presented.
提出了经典热力连续统力学的新的热静力学和热动力学的第一和第二基本定律。
The paper discusses heat moisture migration in saturated freezing soil on the basis of mixture theory and continuum mechanics.
应用连续介质的混合物理论研究了饱和正冻土中的水热迁移问题。
In this paper, the continuum mechanics theory for the FGM is studied and the failure mechanism of FGM with interior defect is analyzed.
本文通过对梯度材料内部缺陷所决定的材料破坏机理分析，建立了梯度材料损伤和断裂的统计模型。
The calculation method of elasticity matrix is in accordance with the principles of symmetry and positive definite in continuum mechanics.
损伤弹性矩阵的计算符合连续介质力学的对称、正定等一般原理。
There are two main methods to describe the general state of stress at a point in Continuum Mechanics-Qudric Surface method and Ellipsoid method.
连续介质力学中关于一点应力状态的描述有多种方法：如二次曲面法和应力椭球法。
Then, the theory of electric fields and continuum mechanics is introduced with respect to numerical calculations in anisotropic biological media.
然后，电场和连续统一体力学的理论被关于在各向异性的生物学的媒介里的数值计算引进。
This situation makes the concept of elementary volume and Saint-Venant's deformation compatibility condition used in continuum mechanics problematic.
这种情况使连续介质力学中使用的基本体元的概念及圣维南变形协调条件受到了置疑。
Based on the nonlinear geometry field theory of continuum mechanics, this paper analyzes the stress field due to a screw dislocation in an infinite medium.
本文以非线性连续体几何场论为理论基础，分析了无限大体中一个螺位错引起的应力场。
Based on the theory of multi-phase media continuum mechanics, the coupling instability theory of coal-methane outburst is proposed under finite deformation.
本文在多相介质力学的理论基础上，提出了煤体有限变形下煤与瓦斯突出的耦合失稳理论。
In this paper, a nonlinear theory of nonlocal asymmetric elastic solids is developed on the basis of basic theories of nonlocal continuum field theory and nonlinear continuum mechanics.
本文基于非局部连续统场论和非线性连续体力学理论，建立了非局部非对称弹性固体的非线性理论。
An anisotropic damage model for concrete subjected to compressive fatigue load is developed based on continuum damage mechanics and the concept of boundary surface.
基于边界面概念和损伤力学理论，建立了混凝土受压各向异性损伤模型。
The detailed expressions of the damage effect functions are investigated by micromechanics, which enables us to relate the continuum damage mechanics with the microscopic damage mechanics.
损伤效应函数的具体形式可由细观力学解答确定，从而使连续损伤力学与细观损伤力学有机结合在一起。
The coupling dynamic model of a spatial beam undergoing large overall motions was established based on continuum medium mechanics.
从连续介质力学原理出发，对作大范围运动的空间梁建立耦合动力学模型。
Based on the constitutive framework of unsaturated soils established by the continuum porous medium soil mechanics, an elastoplastic model for unsaturated soils in triaxial stress state is formulated.
基于连续介质土力学的本构模型框架，提出了一个三轴应力状态下的非饱和土本构模型。
By the theory of continuum medium mechanics of non-Newton fluid, the characteristics of cement liquid and it's rules of spreading in soil are acquired.
本文在掌握大量有关文献资料的基础上，以非牛顿流体力学为基础，对水泥浆液的流变特性进行了研究，从而进一步认识其在土体中的运动规律。
The rock damage model and the damage-coupling model suited to analyze the whole process of water jet breaking rock were established with continuum damage mechanics and micro damage mechanics.
运用连续损伤力学和细观损伤力学理论，建立了适用于水射流破岩全过程分析的岩石损伤模型以及宏细观损伤的耦合模式。
Starting with the nonlocal continuum theory, a new rational mechanics method is applied to study logically the cohesive stress law of ahead of a crack tip.
从非局部连续介质理论出发，采用一种新的理性力学方法对裂纹前缘内聚应力分布规律进行研究。
Based on Continuum damage Mechanics, a general two stage model for accumulation of fatigue damage in composite materials is presented.
基于连续介质损伤力学的概念，建立了疲劳损伤演化两阶段模型。
The coupling dynamic model of a spatial beam undergoing large overall motions was established based on continuum medium mechanics.
研究带中心刚体的作大范围空间运动梁的刚-柔耦合动力学问题。
The strain gradient enhanced damage model based on strain gradient theory and continuum damage mechanics is established and applied to forecasting the localized damage in rock material.
本文提出基于应变梯度的损伤模型，并用于材料局部化损伤模拟预测中。
Based on the continuum damage mechanics, the fatigue damage behavior of a P355NL1 steel specimen with notch under cyclic load was discussed.
采用损伤力学理论，研究了P 355nl1钢含沟槽轴对称试件在交变载荷作用下的疲劳损伤破坏过程。
Based on the continuum damage mechanics, the fatigue damage behavior of a P355NL1 steel specimen with notch under cyclic load was discussed.
采用损伤力学理论，研究了P 355nl1钢含沟槽轴对称试件在交变载荷作用下的疲劳损伤破坏过程。
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