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Wiley
Invertible Approximate Analytical Solutions for Time–Current Relationships in Nonlinear R–L–D Circuits Using Padé Approximation
ABSTRACT This paper proposes a new analytical approach for nonlinear series resistor–inductor–diode (R–L–D) circuits based on the Padé rational [1/1] approximation of the diode's exponential characteristic. Starting from the nonlinear differential equation governing the circuit, explicit approximate closed‐form expressions for time as a function of current, as well as invertible approximate closed‐form expressions for current as a function of time, are derived. The proposed method...
Download 2026 Ilija Knezevic , Martin Ćalasan
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