统计力学：物理学的分支，将统计学的原理和方法与经典力学和量子力学的定律结合起来。
Statistical mechanics: branch of physics that combines the principles and procedures of statistics with the laws of both classical mechanics and quantum mechanics.
经典的细观力学方法虽然可以较好地描述混凝土的性质，但计算比较复杂。
Classic micromechanics can accurately describe concrete properties, but the analyses require complex computations.
已经建立的各种理论和方法旨在使经典力学与近代计算科学结合，以程序化地处理工程技术中的各种动力学问题。
Various theories and methods have been established, combining the classic mechanics with the modern computer science, in order to solve the actual dynamical problems in the engineering practice.
借助经典的爆炸力学理论和回归拟合曲线方法，验证了爆炸空腔大小、应力波的应力峰值、应力波的作用时间。
The radium of blasting cavity, stress peak value and action time of stress waves are validated by the theory of classical explosion mechanics and the way of curve regression.
由于没有狭缝孔内该反应的实验数据，因此比较了用经典热力学预测与RCMC方法得到的主体相平衡组成。
Because of no experiments reported for the reaction in slit pores, the chemical equilibrium compositions in bulk phase from RCMC method are compared with those from classic thermodynamic prediction.
经典的数学方法和力学方法对大多数接触问题都难以解决，需用数值计算方法来进行分析。
It is difficult to solve it by traditional mathematic and mechanical methods, so the numerical value analysis is used.
本文在经典力学的基础上，提出求解动点作平面复合运动的直接矢量导数方法和矩阵方法的定型公式。
On the basis of classical mechanics, the author derived a series of typical vector and matrix formulas for solving the problems of a particle that takes part in plane complex movements.
采用分子动力学方法研究了N2分子在强激光场作用下的经典轨迹，并应用了现在较优越的数值方法——辛算法来求解方程，这使计算结果更加令人信服。
In this paper, the classical trajectories of a diatomic macular N2 in strong laser field are calculated by symplectic scheme, which makes the results believed by others.
对设计与优化的经典连续介质力学方法和有限元数值模拟方法进行了比较与可行性分析。
Moreover, the comparison and analysis between the classical method and finite element method are carried out.
由于经典的设计方法不是靶向现在经常研究的更加复杂的动力学，需要进一步的工作用低的变异来评估这种模型的参数。
As classical design methods are not targeted to the more complex kinetics now frequently studied, further work is required to estimate parameters of such models with low variance.
由于经典的设计方法不是靶向现在经常研究的更加复杂的动力学，需要进一步的工作用低的变异来评估这种模型的参数。
As classical design methods are not targeted to the more complex kinetics now frequently studied, further work is required to estimate parameters of such models with low variance.
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