Response to “Comment on ‘Origin of the Curie–von Schweidler law and the fractional capacitor from time-varying capacitance [J. Power Sources 532 (2022) 231309]’ ”

A New Look at the Capacitor Theory

“…To verify the coherence of (29), note that the capacitance is expressed in [F/s 1−α ], which implies that the right-hand side has a dimension [F/s 1−α ]V = FV/s 1−α = C/s 1−α in agreement with the left-hand side. Relation (29) contradicts the approaches introduced in [3][4][5]7]. As we observe, formulae ( 25)-( 29) degenerate in the corresponding classic, as discussed in Section 3.1, when α = 1.…”

“…This is the recent case concerning the problem of charge storage in capacitors, mainly the fractional ones that follow the Curie-von Schweidler law [1,2]. Two new recently proposed modelling formulae have been subject of some discussion [3][4][5][6][7]. Of course, the two perspectives are clearly different and irreconcilable.…”

“…as an alternative [3,4,13]. Recently [5,7], V. Pandey proposed another way of dealing with the problem that reads…”