A finite-length R-CPE transmission line is solved exactly, yielding the anomalous finite-length Warburg impedance s^{-alpha/2} coth(s^{alpha/2}) plus its step response and relaxation-time distribution.
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On the distributed resistor-constant phase element transmission line in a reflective bounded domain
A finite-length R-CPE transmission line is solved exactly, yielding the anomalous finite-length Warburg impedance s^{-alpha/2} coth(s^{alpha/2}) plus its step response and relaxation-time distribution.