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几种重要的地球物理系统理论响应的模拟包括用施加在开敝或闭合表面上的均匀诺伊曼边界条件(即零正常梯度)求解泊松方程。我们应用第一原理对简单的积分方程进行求解。它适用于两种类型的表面,在这一点上表明已对现有的积分方程技术作
Simulation of several important geophysical system theoretical responses involves solving Poisson’s equations with uniform Neumann boundary conditions (ie zero normal gradient) applied to open or closed surfaces. We apply the first principle to solve a simple integral equation. It applies to both types of surfaces and at this point indicates that the existing integral equation technique