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Firstly, the fully discrete standard finite element Galerkin method and the nonlinear finite element Galerkin method and the modified finite element Galerkin method in which time is discretized by the Euler implicit difference scheme are considered, and the - and - global relative errors and CPU time corresponding to the SG method, the NG method and the MNG method are computed respectively.

首先,对于全离散(时间离散是欧拉显式格式)标准有限元Galerkin方法和非线性有限元Galerkin方法以及修正有限元非线性Galerkin方法,分别进行数值计算,并比较了三种算法的计算解与精确解的误差估计及所耗费的CPU时间,结果验证了MNG方法要优于NG方法,而NG方法又优于SG方法。

According to fully implicit method, seepage model of low-permeability fractured gas reservoirs are discretized with finite difference method, and corresponding numerical model, coefficient matrix and matrix element are obtained; then based on modern software engineering, numerical simulation software was correspondingly developed with Fortran95 programming language

按照全隐式离散化方法,采用有限差分方法对低渗裂缝性气藏渗流数学模型进行了离散,得到了相应的数值模型、系数矩阵和矩阵元素。然后基于现代软件工程的基本思想,用Fortran95语言开发了相应的数值模拟软件

Then, using the second-order central difference to discretize the time derivative of the displacement, and applying the quadrature formula to the mass matrix, a fully discrete lumped mass Morley element method i...

然后利用中心差分格式离散时间方向的二阶导数,再利用适当的求积公式得到薄板弯曲问题的集中质量Morley元全离散格式。

The simplified spherical harmonics method is utilized to discrete the angular variables of Self-Adjoint Angular Flux neutron transport equation as spherical harmonics method has the dis-advantage of large amount of calculation.

针对球谐函数方法求解中子输运方程时计算量大的缺点,将简化球谐函数方法用于离散二阶自共轭中子输运方程的角度变量,同时应用有限元方法在非结构几何下进行空间离散,研究了简化球谐函数方法在SAAF方程中的应用。

After the formalization of the RMA problems, methods for normalizing the original stochastic decision matrix are proposed. For discrete RMA problems, the concepts of C-type solution and S-type solution are defined, and the inclusion relations between different sets of solution in the same type and between different sets of solution in different types are concluded. For continuous RMA problems, the decision analysis based on Dα-dominance relation is illustrated.

在对风险型多属性决策问题进行形式化描述之后,按照离散和连续两种情况,分别给出了风险型多属性决策属性数据的预处理方法;对离散风险型多属性决策问题,定义了C-类解和S-类解,并给出了各类解集之间的包含关系;对连续风险型多属性决策问题,给出了基于Dα优势关系的分析方法。

There are two kinds of models about the higher-order correlation networks. In the two-state model, the higher-order Hebbian algorithm is usually used. For this Hebbian algorithm can have better associative memory only to orthogonal or near orthogonal prototype patterns, another learning rule, higher-order projection algorithm, is proposed in tensor representation in this dissertation.

关于高阶关联网络有两种模型,即两状态离散时间模型和模拟状态连续时间模型,在两状态离散时间高阶关联网络中最常用的是高阶Hebb规则,这种规则对于正交或近似正交的原型模式才具有比较好的联想记忆性能,因而本文用张量表示法给出了另外一种学习规则—高阶投影规则。

In this paper, we study in detail some basic properties of network state graphs such as the number of components of a network which is equal to the sum of the numbers of stable states and cyclic stable state, and the network state graphs of symmetrical and antisymmetrical discrete neural networks in a fully parallel mode.

在这篇文章里,比较详细地讨论了网络状态图的一些基本性质,诸如网络的分支数等于网络稳定吸引子与环吸引子数目之和对称离散神经网络、反对称离散神经网络在全并行运行条件下网络状态图的结构特征等。

Firsdy, using the linear matrix inequality method and the concept of finite-time boundness, some sufficient conditions of finite-time boundedness for the linear discrete systems with uncertain exogenous disturbance were derived.

针对一类不确定线性离散系统有限时间观测器最优设计问题,利用线性矩阵不等式方法以及有限时间有界的概念,给出了具有不确定外部扰动输入的线性离散系统有限时间有界的充分条件。

In this paper, there has been suggested a method of optimization for calculating longitudinal dispersity of natural river, and studied longitudinal dispersion of Jueqi section in Min River.

提出了计算天然河流纵向离散系数的最优化方法,并用此法对岷江蕨溪段的试验数据进行处理,计算出了该段河流的纵向离散系数。

The use of CAE on the analysis of motor rotor-bearing system, During the numeric model processes, the finite element method is used to build the discrete model and analytical theory of the rotor-bearing system. The entire system is divided into several dividable substructures, each of which develops individual systematic mathematic model. Finally, the motion equation of whole structures is combined by the integrity of the dynamic variables and force balances on connections of each substructure.

本文探讨马达转子-轴承-框架系统之结构动态特性,提供动态特性之关系设计过程中,其转子-轴承系统的动态设计考量方法,利用电脑辅助工程技术,以有限元素方法,先将马达转子-轴承-框架系统分离各个部位成为子结构,将子结构个别的数学模型加以离散化,最后以各子结构结合面上节点的动态参数一致性及力系平衡,连结离散化子结构成为整体结构的运动方程式。

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