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Algebraic Electromagnetism

机译:代数电磁

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摘要

This paper introduces the concept of Algebraic Electromagnetism to solve the problem of finding stable spatial discretizations of the electromagnetic field for large scale, ultra-wide-band electromagnetic systems, composed of possibly nonlinear subsystems with memory and/or hysteresis effects. It is a thorough approach to exact discrete electromagnetism, given by an algebraic construction of general material operators that have the property that solving Maxwell's equations with these is exactly equivalent to solving a corresponding system of ordinary differential equations.
机译:本文介绍了代数电磁学的概念,以解决为大规模超宽带电磁系统寻找稳定的电磁场空间离散化问题,该系统可能由具有记忆和/或磁滞效应的非线性子系统组成。这是一种精确的离散电磁学的彻底方法,它由一般材料算子的代数结构给出,该算子具有用这些方程求解麦克斯韦方程组的性质,等同于求解相应的常微分方程组。

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