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variational method相关的网络例句

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与 variational method 相关的网络例句 [注:此内容来源于网络,仅供参考]

In this paper, a numerical method to verify the existence of solutions for variational inequalities is presented.

基于文献[1]给出了一种数值证明变分不等式解的存在性方法。

In this method,without depending upon small parameter,a trial function with possible unknowns is used as initial approximation,then a correction functional is constructed by means of a general Lagrange multiplier ,which can be identified via variational theory.

本文提出了一种求解非线性方程的迭代算法,它不依赖于小参数,是先给方程一个带待定函数的试函数作为初始近似解,然后用拉氏乘子法构造一个迭代公式。

The main contents include: Some preliminary theory (introduction to Sobolev spaces and variational formulations for differential equations); finite element methods for one-dimensional elliptic problems; the construction methods for general finite elements; error estimates for interpolation operators and inverse inequalities for finite element spaces; a priori and a posteriori error estimates for the finite element method for high-dimensional elliptic problems; some typical spectral methods for partial differential equations; error analysis for the spectral approximation for some linear and nonlinear partial differential equations.

主要内容有:准备知识(Sobolev空间的基本概念和主要结果,微分方程的变分描述);一维椭圆型方程有限元方法;一般有限元的构造;插值算子误差估计和逆不等式;高维椭圆型方程的先验、后验误差估计;求解偏微分方程的几类谱方法;线性与非线性问题谱逼近的误差分析等。

Using the generalized mixed variational principle of elastic mechanics, GMVP of Reissner plates is derived, and generalized mixed finite elements method of Reissner plates is established too.

用一般弹性体的广义混合变分原理,导出了适合 Reissner板弯曲问题的广义混合变分原理及其有限元广义混合法。

Oil film forces and its Jacobian matrix at any moment of sliding bearing with finite length is determined using finite element method based on the variational inequalities principle.

根据不等式变分原理,采用有限元离散化方法,求解有限长径向滑动轴承任一时刻的油膜力及相应的Jacobi矩阵。

The unbalance forces due to the lumped eccentric mass are treated as general forces. Meanwhile, the potential energy expression about gravity based on finite element method is presented for convenience. Based on the variational inequalities principle, the finite element is used to determine the film forces produced by fluid film bearing and damper at any moment and its Jacobian matrix with respect to location and velocity of journal and bearing house.

在第二部分中,主要应用有限元方法及Hamilton原理对所研究系统进行了建模分析,着重对质量偏心问题进行了分析处理,并对此提出了两种处理方法:一、转化为对系统动能的影响;二、将其产生的离心惯性力视为非保守的广义力,并对其表达式进行了推导,同时为分析问题方便,基于有限元离散化方法,推导了重力的势能表达式。

In this paper, a new montage mesh fusion method based on variational interpolating implicit surfaces is proposed.

提出一种基于变分隐式曲面的网格融合新方法。

It is a very important numerical method for solving variational inequality and complementarity problem.

它是求解变分不等式与互补问题的一类重要算法。

In this thesis, the applications of the parametric variational principle and the parametric quadratic programming method in the structural dynamic elastic- plastic response analysis and the dynamic strain softening problem are studied.

本文针对参变量变分原理以及基于此原理的参数二次规划方法在求解结构弹塑性动力响应和动力弹塑性软化问题中的应用进行了研究。

The discretized frictional contact problems can be reduced as a linear complementarity problem using parametric variational principle and parametric quadratic programming method. Then we can apply the algorithms proposed in this thesis to the solution of the contact problems.

利用参变量变分原理和参数二次规划法,离散后的接触问题可化为线性互补问题,之后,将第二、三章提出的互补问题算法应用到接触问题的数值求解中。

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