integral solution的例句大全

and then by coordinate transformation method and two kinds of integral transformations: fourier integral transformation and hankel integral transformation ( suitable for bessel function), the differential equation is solved and the analytic solution is obtained.

通过坐标变换和两个积分变换：Fourier变换和适用于圆柱函数（Bessel函数）的Hankel变换，求出了此条件下扩散方程的解析解。

the approach to the solution of the fourier integral in closed form is adopted for pulse propagation through rain medium. and pulse distortion, in terms of percentage changing in pulse width, is studied in this paper.

在此基础上应用傅立叶时域积分近似解的方法研究了毫米波段脉冲波通过雨介质时，脉冲畸变随频率、降雨率、传播距离及脉冲宽度变化的关系。

the exact analytic solution of a mode ⅲ griffith crack in the material was obtained by using the fourier transform and dual integral equations theory, and so the displacement and stress fields, the stress intensity factor and strain energy release rate were determined.

通过应用Fourier分析和对偶积分方程理论，得到了立方准晶材料Ⅲ型裂纹问题的精确解析解，并由此确定了位移与应力场，应力强度因子和应变能释放率。

existence and uniqueness of solution of nonlinear integral equation in abstract space

抽象空间非线性积分方程解的存在与唯一性

the non-negative solution of the control critical eigenvalue equations with integral boundary conditions

具积分边界条件的控制临界本征方程的非负解

The indefinite integral concept is raises for the solution derivation and the differential inverse operation.

不定积分概念是为解决求导和微分的逆运算而提出来的.

Solution of Crack Problem of an Elastic Plane under Antisymmetrical Load with Fourier Integral Transformation Method

平面弹性中反对称载荷时裂纹问题的Fourier积分变换解法

Computation Formulas of Generalised Inverse Pad é Approximant Using for Solution of Integral Equations

用于积分方程解的广义逆函数值Padé逼近的计算公式

The exact solution of the period is got by using the first kind of complete elliptic integral.

应用第一类完全椭圆积分求出了非线性振动周期的精确解。

The complete boundary integral formulation for generalized Stokes equation and its application to the solution of Navier-Stokes equation

广义Stokes方程的完全边界积分表示式及其在求解N-S方程中的应用

If the complete integral of the partial differential equation can be obtained, the solution of the Whittaker equations are obtained by solving the algebraic equations.

如能求得它的完全积分，那么Whittaker方程的解可由解代数方程来得到。

Indirect Approximate Solution With Complex Splines for Singular Integral Equations on A Closed Contour

封闭曲线上的奇异积分方程的样条间接逼近解法

On method of solution in class { α,β} for the dual singular integral equation with Cauchy kernel and convolution kernel in the non-normal type case

{α，β}类中含Cauchy核与卷积核的对偶型奇异积分方程非正则型解法

After the boundary problem being reduced into dual integral equations by employing Cosine Integral Transformation, the solution of closed form is obtained and the intensity factors of both mechanics and electric are formulated.

用余弦积分变换将边值问题化为对偶积分方程，得到了封闭形式解，计算了裂纹尖端强度因子。

A boundary integral equation and variational formulation for the solution to a class of periodical parabolic equations is presented, which is a heat conduction equation. The error estimates of the approximate solutions are given.

得到了周期性热传导抛物型方程的边界积分方程和边界变分方程，给出了近似解误差估计。

A solution to the first kind of Fredholm integral equation is developed for step functions by means of Walsh function. The electromagnetic inverse scattering problem governed by the first kind of Fredholm integral equation is an ill-posed problem.

在地球物理反演中，通常归结为阶梯函数的第一类Fredholm积分方程，文中给出了该积分方程的沃尔什函数解法。由第一类Fredholm积分方程所描述的电磁逆散射问题是非适定问题。

The character of the solution depends on the known function of integral equation, as to the Type ⅰ Fredholm integral equation with logarithm function singular integral kernel.

对于具有对数函数弱奇异性积分核的Fredholm型I类积分方程，解的性质主要取决于方程中已知函数的形式。

The solution of bklt integral equation for atom-diatom exchange processes

研究原子－双原子交换过程的BKLT积分方程的解

The surface Helmholtz integral equation dispersed by quadratic iso_parametric element is used as computation equation. Extensive work has been performed to overcome boundary integral equation in acoustic problems, non_uniqueness of solution and singular integral kernels.

以二次等参元离散的表面Helmholtz积分方程作为计算方程，采用一系列数值处理技术，克服了表面Helmholtz积分方程求解声学问题时出现的解的不唯一性和积分函数奇异性。

Chapter 4 studies the linear Schrodinger equations with initial boundary value conditions, we get its equivalent integral equation by taking the Laplace transform with respect to the variable t, then we prove that its solution is Turing computable.

第四章对带有初边界值条件的线性薛定谔方程，通过作关于t的Laplace变换得到等价的积分方程，证明了方程的解算子是图灵可计算的。