has been cited by the following article(s):
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[1] Application of Formula 'q (t)= c* v'for Charge and 'φ (t)= l* i'for Magnetic Flux to described Memory Based Transmission Line Equation
2019
[2] Theoretical Verification of the Formula of Charge Function in Time of Capacitor (q= c* v) for Few Cases of Excitation Voltage
2019
[3] Memorized relaxation with singular and non-singular memory Kernels for basic relaxation of dielectric vis-à-vis Curie-von Schweidler & Kohlrausch relaxation …
2019
[4] Verification of formula 'q (t)= c (t)* v (t)'applied to fractional capacitor and classical ideal capacitor in RC-charging circuit
2018
[5] Deliberation on application of formula of ‘charge function’ in time q (t) as ‘convolution operation’ of ‘capacity function’ c (t) and applied ‘voltage function’ v (t) that is q (t) = c (t) * v (t) -in a fractional capacitor and ideal capacitor
2018
[6] Formula q (t)= c (t)* v (t) used and described for various cases of v (t) applied to fractional capacitor and classical ideal capacitor
2018
[7] Deliberation on Curie-von Schweidler & Kohlrausch Relaxation Laws in Dielectric-with Application in Capacitor Equation and Impedance function
2018
[8] Reviewing the theory of capacitors with a new formulation of charge storage concept and observed non-Debye relaxation current
2018
[9] Singular vs. Non-Singular Memorized Relaxation for basic Relaxation Current of Capacitor
2018
[10] Theory of capacitors with a new formulation of charge storage concept and observed relaxation current as per Curie-von Schweidler law & determining its rate …
2018
[11] Memory Based Constituent Equations for Physical Laws (Force, Radioactive Decay/Growth, Diffusion, Wave)
2018
[12] Formation of constituent physical laws with of memory kernels of singular and non-singular functions and its analysis
2018
[13] A New Look at Formulation of Charge Storage in Capacitors and Application to Classical Capacitor and Fractional Capacitor Theory
Asian Journal of Research and Reviews in Physics, 2018
[14] Formation of desiccation crack patterns in electric fields: a review
2018