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Geometric Algebra for Electrical and Electronic Engineers

机译:电气和电子工程师的几何代数

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In this paper, we explicate the suggested benefits of Clifford's geometric algebra (GA) when applied to the field of electrical engineering. Engineers are always interested in keeping formulas as simple or compact as possible, and we illustrate that geometric algebra does provide such a simplified representation in many cases. We also demonstrate an additional structural check provided by GA for formulas in addition to the usual checking of physical dimensions. Naturally, there is an initial learning curve when applying a new method, but it appears to be worth the effort, as we show significantly simplified formulas, greater intuition, and improved problem solving in many cases.
机译:在本文中,我们阐述了Clifford几何代数(GA)在电气工程领域中的建议优点。工程师始终对保持公式尽可能简单或紧凑感兴趣,我们说明几何代数在许多情况下确实提供了这种简化表示。除了通常的物理尺寸检查外,我们还演示了GA为公式提供的其他结构检查。当然,应用新方法时会有一条初始的学习曲线,但这似乎值得付出努力,因为在许多情况下,我们表现出明显简化的公式,更好的直觉和改进的问题解决能力。

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