Maxwell方程的一类解
Some Solutions of Maxwell Equations
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摘要: 本文导出了Maxwell方程的一类含有任意泛复变解析函数的解并简略地分析了它们的物理意义,得到了比经典电磁理论更为广泛的一些性质:1.电磁场可有任意的形状;可以非周期性地传播一般可有全息性质.2.电磁场的传播速度可以小于、等于或大于光速.3.电磁场传播线可以是任意的曲线4.存在着共生的分蘖电磁场.可能存在着共生世界.对上述导出的奇异电磁场存在的实例,本文也作了推测及描述.大多涉及到现今各种物理模型难以解释的一些现象.Abstract: This article gives a class of solution of Maxwell equations which implies the solution of arbitrary ho-lomorphic hypercomplex functional with brief discussion of their physical meaning. It exhibites some wider nature than classical electromagnetic theory:(1) An electromagnetic field may spread non-periodically and may have the holographic nature and free shape.(2) The electromagnetic field may spread more slowly, equally or more quickly than light speed.(3) The electromagnetic field may spread in arbitrary curved direction.(4) There is a branch electromagnetic field in in-tergrowth space. An intergrrowth world may exist.This article also makes an inference and a description about the example of the above-mentioned strange electromagnetic field. It relates to some hard-to-explain phenomena through different physical models.
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