It is well known that state equations of electric circuits that contain passive RLC elements with lumped parameters (RLC-ELP) are ordinary differential equations, the order of which is the same as that of the number energy-storing elements. For example, the electric processes of an LC oscillator with losses due to the resistance R (see Fig. 3.1) are described by the following integer-order integral-differential equation: Cdu(t)dt+u(t)R+1L∫u(t)dt=iIN(t).(formula presented)
CITATION STYLE
Gil’mutdinov, A. K., Ushakov, P. A., & El-Khazali, R. (2017). Fractal Elements. In Analog Circuits and Signal Processing (pp. 41–92). Springer. https://doi.org/10.1007/978-3-319-45249-4_3
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