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General solutions of Maxwell's equations for signals in a lossy medium. III. Electric and magnetic field strengths due to electric and magnetic sinusoidal pulse excitation

机译:损耗介质中信号的麦克斯韦方程的一般解。三,电磁正弦脉冲激励产生的电场和磁场强度

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For pt.II see ibid., vol.30, no.1, p.37-40 (1988). The representation of a function with a general time variation by a series expansion of time-shifted transients is discussed. On the basis of this representation, numerical solutions of Maxwell's equations are presented for the electric and magnetic field strengths in a lossy medium due to electric and magnetic excitation functions consisting of a finite number of sinusoidal cycles. The solutions are derived by means of a time-series expansion of the available solutions for the electric and magnetic exponential ramp function excitations.
机译:关于第二点,请参见同上,第30卷,第1期,第37-40页(1988年)。讨论了通过时移瞬变的一系列展开来表示具有一般时间变化的函数的表示形式。在此表示的基础上,针对由有限数量的正弦周期组成的电磁激励函数,给出了有损耗介质中电场和磁场强度的麦克斯韦方程组的数值解。这些解决方案是通过对电和磁指数斜坡函数激励的可用解决方案进行时间序列扩展得出的。

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