This episode is continuation of application of a recently developed statement formula for capacitor i.e. charge as a function momentary, which is spiral operation of a time variable capacity function and a period-varying voltage function (various from capacitance multiplied by physical ability to get charge stored in a capacitor). This stage gives a theoretical lawfulness test i.e. analytically acquired in several applications for this new expression. This chapter will suffice in various super-capacitor studies, dielectric entertainment experiments, and impedance spectroscopy for miscellaneous material developments for electrical strength storage responsibilities. This new generalized formula is too verified tentatively. Here we use this new expression and apply to differing types of input excitement voltages those are-sinusoidal, constant step, ramp strength We analyze and define the effects, like the charge, the current, the loss-touching and the memory effects, remembering shape of input potential and extend this to evaluate resistance function of a classical capacitor in addition to a fractional capacitor. We also obtain by using this new rule to get value of equivalent Farads for a partial capacitor having parts in fractional order elaborated on the Nyquist’s drawing. However, this concept is still to be used to its adequate potential.
Author(s) Details:
Shantanu Das,
Bhabha Atomic Research Center (BARC), Mumbai, India.
Please see the link here: https://stm.bookpi.org/NFPSR-V3/article/view/8592
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