Maxwell方程的多余阶次与恰当解
Superfluous Order and the Proper Solution of Maxwell’s Equation
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摘要: 设pu=f在Ω内对任意f有解,其中p是任意线性常系数偏微分算子.在本文中我们证明Maxwell方程相当于四阶方程,齐次Maxwell方程的一般解为 其中φi满足□φi=0 i=1.2.Abstract: Let pu=f in Ω has solution for every f,in which p-as arbitarp linear partial differential operator with constant coefficients.In this paper we prove Maxwell's equation is a four order,equation and the general solution for homogeneous Mas well's equation is given by where фi satisfies □фi i=1.2.
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[1] 张鸿庆,线性算子方程组一般解的代数构造,大连工学院学报,第3期(1979)1-16页. [2] 张鸿庆,弹性力学方程组一般解的代数理论,力学与实践,第2期(1980).50-51页. [3] Berkiaov,H.B Formula for the general solutions of Boussinesq-Galerkin type for Maawell's equatioas,Dokl Akad Nauk Tadzik SSR,11,9.(1968),11-14 MR 38,6247. [4] 王敏中,关于胡海昌解的完备性应用数学与力学,第2卷第2期(1981).243-250页. -
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