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On usefulness of basic field ideas in solutions of electric circuit problems

机译:论基础场思想在解决电路问题中的实用性

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The paper examines the relation among the main ideas of the electromagnetic field theory for solutions of complex electric circuits described by power functionals. The focus is put on extremal points, critical points, and saddle points of analytic descriptions of linear circuits. Conditions for extremal points and relations existing between real and imaginary parts of power functionals of complex circuits are established by applying two-dimensional Laplace equation and Gauss as well as Ostrogradsky-Green theorems. Illustration examples are demonstrated.
机译:本文研究了电磁场理论的主要思想之间的关系,以解决由电源功能描述的复杂电路的解决方案。重点放在线性电路分析描述的极值点,临界点和鞍点上。应用二维拉普拉斯方程和高斯以及Ostrogradsky-Green定理,建立了复杂电路功率功能的实部和虚部之间存在极值点和关系的条件。演示了示例。

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