Discrete (G'/G )-expansion: a Method Used to Get Exact Solution of Fdde (Fractional Differential-difference Equation) Linked With Nltl (Non-linear Transmission Line)
2021 ◽
Vol 15
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pp. 453-460
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Here, we have used the discrete (G'/G)-expansion procedure with the derivative operator MR-L (modified Riemann-Liouville) and FCT (fractional complex transform) to find the exact/analytical solution of an electrical transmission line which is non-linear. Results include solutions for integer and fractional DDE. We consider two special cases of solutions: hyperbolic and trigonometric. Hyperbolic solutions indicate propagation of singular wave on the transmission line. Trigonometric solutions show propagation of complex wave.
2017 ◽
Vol 12
(02)
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pp. C02002-C02002
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2021 ◽
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2009 ◽
Vol 373
(42)
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pp. 3801-3809
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1937 ◽
Vol 8
(4)
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pp. 227-233
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