场科西问题的网络褶积定理解

The Solution of the Convolution Integral Theorem for the Network in the Cauchy's Problem of the Scalar Field

本文给出经典电磁场标量科西问题的格林函数褶积定理。用此定理解标量达兰贝尔方程科西问题所得结果,与用积分变换法和用格林函数法所得的结果一致。最后指出,当我们可以合理地估计出边界上的标量场及其导数时,本文的结果可以作为边值问题之解。

This paper gives the convolution integral theorem of the Green's function in the Cauchy's problem of the scalar field in the classical electromagnetic field.These results of this paper are in agreement with the results of which are obtained by means of fourier integral transformation ,and the results of which are derived in terms of Green's function.The paper indicates that the results derived from this paper are the solulions of the boundary value problem and have general meaning when we eslimate the scalar field and ils derivative on the boundary.