With the thought of "perturbation", this paper analyes the solution of Laplace equation for poles having irregular boundary.
研究电极的位移形变所产生的误差时 ，需要在不规则边界条件下求解拉普拉斯方程 。
The Laplace space solution of this model can be derived by Laplace transforms.
利用拉氏变换方法求出该模型在拉氏空间的解。
For certain initial conditions, we need only calculate their high order Laplace operator, then we can obtain the accurate solution of the initial value problem.
本文提供了一种算法，对某些初始条件，只需计算其高阶拉普拉斯算子，就可以得到方程的显解。
By using the Laplace transform technique, the one-dimensional analytical solution of dynamic response for biphasic saturated porous media.
并利用拉普拉斯变换技术，得到了液饱和两相多孔介质一维问题的动力响应解析解。
A mathematical model for analyzing a completed pressure history of non flowing DST problem in combined field is proposed, and a Laplace solution for the model is presented.
针对这种流动特征，建立了描述复合油藏非自喷dst测试流动与恢复全历史的数学模型，并求得其拉氏空间解。
In this paper, Laplace transform is applied to solve a solution of mixed question which satisfies the second boundry condition of the wave equation.
本文应用拉普拉斯变换，求出了一个波动方程第二边界条件的混合问题的解。
In this thesis, the Finite Element Method is applied to the solution of the Laplace equation formulated by means of stream function for the calculation of the static hydraulic thrust.
本文通过有限元法求解用流函数表示的拉普拉斯方程，进而计算轴流式机组的静态轴向水推力。
At the same time, using the inverse transformation of Laplace to find the solution of differential equation.
同样，用拉氏逆变换，可求出微分方程的解。
Based on the limited momentum propagation velocity, this paper presents the solution of the transient momentum equation by Laplace transform. The distribution functions of velocity and eddy are given.
在考虑瞬态过程中动量扩散速度基础上，用拉普拉斯变换法对无限长平板突然起动瞬态动量定解方程进行了求解，并按涡量定义求出涡量分布函数。
The analytical solution for dynamic response of the lining subjected to sudden internal uniform loading is derived using the Laplace transforms and inverse transforms.
利用拉普拉斯变换及逆变换，求得了均布突加荷载作用下壳体振动响应完全解析解。
The analytical solution for dynamic response of the lining subjected to sudden internal uniform loading is derived using the Laplace transforms and inverse transforms.
利用拉普拉斯变换及逆变换，求得了均布突加荷载作用下壳体振动响应完全解析解。
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