共轭爆轰模型方程组封闭且有唯一解。
The equations group of conjugate detonation model is close and has unique solution.
这种模型方程序可能在近似程度上有些改进。
Perhaps this model equation somewhat improves the degree of approximation.
本文中提出玻氏方程序的另一种模型方程序。
The author suggests another model equation of the Boltzmann equation.
并利用数值计算方法求解了这一非气体取向模型方程。
布·斯方程只是一个模型，而并非对这个世界的完整描述。
Black-Scholes is just a model, not a complete description of the world.
经济模型经常导致对方程组的研究。
Economic models often lead to the study of systems of equations.
此模型由一个单一的具有源项的对流扩散方程组成。
The model consists of a single advection? Diffusion equation with a source term.
结论该非线性差分方程模型具有良好的可靠性和稳定性。
CONCLUSION Model of nonlinear difference equation has the advantage of reliability and stability.
讨论一种新的图像分辨率增强的偏微分方程模型。
This paper discusses a new partial differential equation model for resolution enhancement of image.
建立了符合实际的控制方程和简化物理模型。
The author erected the reasonable and simplied control equation and physical model.
采用三参数模型计算蠕变方程。
模型中包括了流动、传热和传质方程。
The model includes the fluid flow, heat and mass transfer equations.
流动儿童；人格特征；心理健康；结构方程模型。
Migrant children; Personality; Mental health; Structual equation model.
目的寻求一种新的描述基因调控网络的微分方程模型。
Objective to explore a new differential equation to describe gene regulatory network.
该模型是一个偏微分方程系统的自由边界问题。
The model is a free boundary problem for a system of partial differential equations.
前言：目的：探索结构方程模型在医院绩效评估中的应用。
Objective: To discuss application of structural equation modeling approach in evaluating hospital performance.
选用精确速势方程作为问题的数学模型。
The accurate velocity potential equation is chosen as a mathematical model of the problem.
选用全势方程作为数学模型。
The fully potential equation is chosen as the mathematical model.
这一结果与结构方程模型分析结果相一致。
The result is consistent with the one analyzed by the the structural equation model.
由于在系统的输出方程中引入控制项，从而使相应的对偶模型的经济内涵更为深刻。
That is, a control vector is drawn into the output equation of the system.
该模型的数学形式是一个非线性二阶常微分方程，利用有限差分方法进行求解。
The mathematical expression of this model is a second order non linear ordinary difference equation.
这个模型允许你更新解决类似方程序多层。
This updated model allows you to solve a similar equation for multiple layers.
运用结构方程模型的研究方法，对假设模型进行了检验。
Then the structural equation model method is adopted to test the hypothetical model.
在切割阶段，根据能量平衡方程建立了切割力模型；
介绍了输气管道泄漏率的大孔模型和管道模型的特点及求解方程。
Study on the leak rate of fluid in welded pipes in leak-before-break analysis;
介绍了输气管道泄漏率的大孔模型和管道模型的特点及求解方程。
Study on the leak rate of fluid in welded pipes in leak-before-break analysis;
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