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Theory of Maxwellian circuits

机译:麦克斯韦回路理论

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It is shown that the currents on thin wire structures including antennas and open transmission lines are solutions of ordinary differential equations as well as integral equations. The existence and uniqueness of the differential operators are proved. The differential operators naturally lead to equivalent circuits. These equivalent circuits, containing dependent sources, are not the conventional Kirchhoff type. Each solution of the equivalent circuits is the same as that of the integral equation, from which the circuit elements are obtained. Such circuits are termed “Maxwellian circuits.”
机译:结果表明,包括天线和传输线开放的细线结构上的电流是常微分方程和积分方程的解。证明了微分算子的存在性和唯一性。差分运算符自然会导致等效电路。这些包含相关源的等效电路不是常规的基尔霍夫类型。等效电路的每个解与积分方程的解相同,由此可以得出电路元件。这种电路称为“麦克斯韦电路”。

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