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second boundary condition相关的网络例句

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

In the third part, we discuss a simple class of Sturm-Liouville problems with Dirichlet boundary condition in the first boundary condition and an affine function in the second one.

第三部分我们讨论了一类参数边界条件的Sturm-Liouville问题,其第一边界条件为Dirichlet条件,第二个边界条件为特征值参数的线性函数。

In this thesis,we study the equation governing the motion of second grade incompressible fluids in a bounded domain of R~3, with slip boundary condition by Galerkin method and Hodge Decomposition theory.

本篇硕士学位论文主要是应用Galerkin方法和Hodge分解理论研究二阶不可压缩流体的slip型边值问题。

Taking the first boundary condition as an example, it used the second order derivative of the junctions to represent the cubic spline interpolation function, and solved the relative equations with chasing method.

以第1边界条件为例,用节点处二阶导数表示三次样条插值函数,用追赶法求解相关方程组。

Based on the Biot s two-phase theory for fluid-saturated porous media, considering the inertia force of the solid and the liquid, and the coupling function between the solid and the liquid, and the compressibility of the liquid in allusion to the character of the nearly saturated soils. The dynamic governing differential equations are solved by Hankel transform. Then, considering the boundary condition, the dual integral equations of vertical vibration are established which are reduced to Fredholm integral equation of the second kind.

本文基于Biot两相介质动力固结理论,针对准饱和土地基的特点,考虑了流体的可压缩性,土体和流体的惯性及水土之间的耦合作用,运用Hankel变换技术求解动力控制方程,然后按混合边值条件建立起对偶积分方程,并将其化为易于数值计算的第二类Fredholm积分方程,分别研究了准饱和土半空间地基、上覆单相弹性层的准饱和土地基和准饱和粘弹性地基上刚性基础的竖向振动特性。

Second order differential inclusion; boundary condition; usc multivalued map; fixed point; monotone map; Yosida approximation; solution tube; upper-lower solutions; critical point; PS-condition; C-condition; Sobolev space

基础科学,数学,数学分析二阶微分包含;集值边界;上半连续集值映照;不动点;单调算子; Yosida逼近;解管道;上下解;临界点; PS-条件; C-条件; Sobolev空间

The nodal Green's function methods based on the Neumann boundary condition (the second kind boundary condition) in Cartesian geometry is developed and evaluated in this thesis.

本论文发展了Neumann边界条件格林函数节块法NNGFM,并根据先进的组件均匀化技术-广义等效均匀化理论〓引入不连续因子,消除组件均匀化带来的误差,大大提高计算精度。

Firstly, with the thermal conduction equations of second homogeneous boundary and non-homogeneous boundary condition,we gained the temperature distribution in and after the heating process of the absorbing cavity.

用第二非齐次边界条件和第二齐次边界条件的热传导方程分别建立了吸收腔在激光加热过程中和激光加热结束后的温度分布,利用模拟实验对激光照射吸收腔的过程进行模拟,得到内、外壁温度差的实验数据。

The governing equation is the mild-slope equation. Finite element method has advantage to treat complicated boundary. The second order radiation boundary condition is expanded to improve the wave model for large incident wave angles. The validity of the second order radiation condition is examined through varying arbitrary wave incident angles.

模式将以包含波浪绕射及反射之缓坡方程式建立数值模式,利用有限元素法易於处理不规则边界的优点,引用二阶近似辐射边界条件,扩展波场模式处理大角度波浪入射的能力,探讨在未碎波的情形下,二阶辐射边界条件对於任意角度波浪入射之适用情形。

The existence condition of first and second boundary variation was given with boundary variation method. The numerical method was obtained.

应用测度理论,将经典的变分问题,利用线性分析的方法转化为在几个Randon测度空间中寻找最优测度的有限维线性优化问题;从而得到最优控制律。

In the second chapter the theory of weighted residual technique is illustrated and the boundary integral function of the potential problem is deduced by it. Method of obtaining Greens function fundamental solution is presented. It also illustrates how to deal with inhomogeneous regions and the third boundary condition. At last the numerical solution of boundary integral function is presented.

第二章首先说明了加权余量法的原理,并由此推出了势问题的边界元积分方程,还介绍了无限域中格林函数的基本解的求法,以及多介质域和第三类边界条件的处理方法,最后说明了边界积分方程的数值解法。

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