解析解

平面P波入射下地下洞室群动应力集中问题解析解

An analytical solution for dynamic stress concentration of underground cavities under incident plane P waves

Fourier级数型分布荷载作用下矩形平板的超弹性解析解

Set of Analytical Solution on hyperelastic Rectangular Plate Under Fourier Series Load

建立了反应气体A、产物气体C的对流反应扩散方程，并求出解析解。

Convection-reaction-diffusion equations for gaseous reactant and gas product are presented and solved analytically .

大振荡时，在计及定子瞬态和转速的变化时，ks和kD解析解的最大误差小于12%。

The maximum deviation is 12 % under large oscillation .

基于解析解的GPS伪距量测定位趋近算法

An approach algorithm of GPS pseudo range measurement positioning based on analytic solutions

讨论被动调Q速率方程的解析解，结合三波耦合方程讨论影响和频转换效率的因素。

Combine with the three-wave coupled equations to discuss the impact of frequency conversion efficiency .

突变pin结的解析解问题

Problem of Analytical Solutions of Abrupt pin Junction

正态AR（1）模型参数的极大似然估计的解析解及其讨论

Notice about analytic solution of maximum likelihood estimate in normal ar ( 1 ) model

根据阻力系数CD＝f（Re）的实验规律列出球体沉降中的阻力项，并建立微分方程，求得其解析解。

Based on the Diagram of Resistance Coefficient C D versus Re , a resistance term and differential equation were formulated .

圆弧形沉积场地对入射平面Rayleigh波的散射解析解初应力场的Rayleigh波

Analytical Solutions for Scattering of Rayleigh Waves by Alluvial Valleys Rayleigh Waves in Initial Stress Field

多层沉积凹陷地形对平面SH波散射问题的解析解

Analytical solution of scattering of plane SH waves around a canyon with multi-layered alluvia

理想非线性双组分色谱方程解析解与GC实验结果的比较

The Comparison of the Analytical Solutions of the Ideal Nonlinear Two-Component Chromatographic Equations with the Experimental Results of the Preparative GC

结果与采用相同位移差函数的解析解和ANSYS有限元计算进行比较分析，验证了本文方法更合理。

The results show that the new method is more effective compared with that obtained from the same longitudinal displacement functions method and ANSYS .

Darwin方程在劳厄情况的二维解析解

Solution for Darwin equation in Laue case

采用Laplace变换方法，求得了溶质迁移的解析解。

Laplace 's transformation method was used to obtain the analytical solution ton the convective-dispersion process of solute transport .

此导引律设计简单，避免了H∞制导律中求Hamilton-Jacobi偏微分不等式的解析解。

Certainly , the guidance law is simple and avoids solving Hamilton-Jacobi partial differential inequation in H ∞ guidance law .

用计算机求e~（Dt）解析解的一种方法

The Method for Finding the Analytic Solution of the State Transition Matrix e ~ ( Dt ) with Computer

Bloch方程的解析解及其在水峰抑制和特形脉冲设计中的应用

The analytical solutions of Bloch equations and their application in solvent peak suppression and shaped pulse design

一类Marangoni对流边界层方程的近似解析解

Analytical approximate solutions for Marangoni convection boundary layer equations

激光向心压缩DT靶计算及激波与热波的解析解

Computer simulation of laser implosive compression of a d t target and analytic solutions on the shock waves and thermal waves

真实条件下CRCP温度应力通用解析解

General Analytic Solution for Thermal Stress of CRCP Based on Actual Boundary Condition

本文就在BAW公式的基础上，修正了BAW公式，利用微分方程的解法，得出新的近似解析解的计算公式。

Based of BAW formula , we elicit a new approximation formula .

改进的Theis井流模型及其解析解&考虑含水层顶板的挠曲作用

Analysis of Modified Theis Model on Well Flow : Considering Bending of the Confining Stratum

由Bessel方程控制速度振幅，用分离变量法求出了解析解。

The oscillation of velocity was controlled by Bessel equations , and the analytical solution was obtained using the variable separation method .

最后，通过拉普拉斯反演后求得扰动量之傅里叶分量的解析解是用传播核（或格林函数）Kk（z，t）来表示的。

In the real world the Fourier components of the fluctuations are written with the propagation kernal ( or Green function ) Kk ( z , t ), after the inverting Laplace transforms are performed .

在这种条件下，耦合波方程只能数值求解。PPT光纤波片耦合模方程的解析解

Under the condition , the coupling equation can be numerically resolved . Analytic solution of PPT optical fiber coupling equation

在指定的控制微元内，通过对模型的假设和简化以及对系数T，X的常数化，并对该模型进行双拉普拉斯变换，获得了模型的解析解；

According to the assumptions of the model and simplified representation on the coefficients T , X regarded as constant , the analytic solution of this model has been gotten by implementing the double Laplace transformation on it .

对一些规则的结构进行了计算，同时与解析解及Morison公式进行比较。

This paper calculated some regular structures and compared the results with the analytic solu - tion and Morison formula .

推导出了Marx发生器恒流充电过程的解析解，定量的说明了在Marx充电过程中恒流充电相比较恒压充电具有速度快，效率高的优点。

By the deducing of the analytical solution of constant current charging of Marx generator we illustrate the advantage of constant current charging in detail and the relationship of the charging speed and efficiency with the charging parameters .

具有阻尼耗散的DNLS方程的孤立子解析解

Analytical solitary solutions to DNLS equation with damping and dispersion