PSPICE modeling of meminductor

Abstract

PSPICE models of current-and flux-controlled meminductor are described. The models consist of two parts, one of which represents the state-space description of the memory effect of the device, and the other part is an inductor whose inductance depends on the system state. The basic fingerprints of the meminductor, i.e. the fluxcurrent pinched hysteresis loops, the unambiguous constitutive relation between the time integral of flux and electric charge, and identical zero-crossing points of flux and current waveforms are demonstrated on the example of current-controlled meminductor.

Hybrid modelling and emulation of mem‐systems

“…Let us consider an FC meminductor with the constitutive relation where the symbols q and ρ denote the charge and the time‐domain integral of flux (TIF), respectively . Then, the SE and the PE of the meminductor are as follows: where state variable x 1 is the flux φ , state variable x 2 is ρ (TIF) and Λ M denotes the inverse meminductance obtained from Equation as a derivative of charge with respect to TIF.…”

“…Let us consider an FC meminductor with the constitutive relation q ¼ 0:001 r þ 350 r 3 (5) where the symbols q and r denote the charge and the time-domain integral of flux (TIF), respectively [10]. Then, the SE and the PE of the meminductor are as follows:…”

Memristive Device Fundamentals and Modeling: Applications to Circuits and Systems Simulation

“…Our approach, therefore, significantly improves simulation robustness in terms of convergence and overflows for i charge and i discharge . Note that the modeling approach herein can be extended to memcapacitor and meminductor [8] modeling along similar lines to Biolek et al [32].…”

Meminductor: Modeling, Analysis, and Emulators

“…But, the first theoretical meminductor model is build by Biolek et al based on the idea of a simple electromechanical system [5], shown in Fig. 8.2.…”