This work presents a state of the art review of energy storage systems and its applications
integrating an alternative technology for the electrical energy generation known as …

Purpose The purpose of this paper is to present the analyses of electrical circuits with
arbitrary source terms defined on middle b cantor set by means of nonlocal fractal calculus …

This study employs the Caputo-Fabrizio fractional derivative to determine the model of
fractional-order RC circuits with arbitrary voltage input which can be widely used in a variety …

In this work, the noise performances of the fractal‐fractional electrical circuits have been
addressed. The nonlocal fractal calculus has been adopted as our mathematical basis. The …

The Caputo–Fabrizio (C–F) definition, which solves the singularity problem in the Caputo
definition, has been preliminarily applied in the field of circuit system modeling. However …

In this communication, using a generalized conformable differential operator, a simulation of
the well-known Newton's law of cooling is made. In particular, we use the conformable t 1 …

This article studies the entropy generation of a mass-spring-damper mechanical system,
under the conformable fractional operator definition. We perform several simulations by …

Electrolytic computer‐grade capacitors (ECGCs) are vastly implemented in energy storage
systems. However, their models are not accurate and simple as other kinds of capacitors …

This paper focuses on solving the challenge of observer‐based exponential control (O‐BC)
regarding conformable fuzzy polynomial models with time delay. In this work, polynomial …

This paper investigates the theoretical requirements for conformable fractional-order linear
systems to satisfy the fundamental principles of invariant subspaces, which are the …