As compared to the conventional approach of trial solutions for solving the differential equation governing the transient response of RLC networks, we present here a different approach which is totally analytical. We also show that the three cases of damping, viz. overdamping, critical damping and underdamping, can be dealt with in a unified manner from the general solution. Won’t you appreciate my innovations? Please do and encourage me.
Source: S. C. Dutta Roy, “Transient Response of RLC Networks Revisited,” IETE Journal of Education, vol. 44, pp. 207–211, October–December 2003.
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References
W.H Hayt, Jr, J. Kemmerly, Engineering Circuit Analysis (McGraw-Hill, 1978)
M.E Van Valkenburg, Network Analysis (Prentice Hall of India, 1974)
A.B. Carlson, Circuits (John Wiley, 1996)
D.K. Cheng, Analysis of Linear Systems (Addison Wesley, 1959)
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Dutta Roy, S.C. (2018). Transient Response of RLC Networks Revisited. In: Circuits, Systems and Signal Processing. Springer, Singapore. https://doi.org/10.1007/978-981-10-6919-2_8
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DOI: https://doi.org/10.1007/978-981-10-6919-2_8
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