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Nonlinear circuits and systems with ...

Corinto, Fernando.

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Nonlinear circuits and systems with memristors = nonlinear dynamics and analogue computing via the flux-charge analysis method /

紀錄類型:	書目-電子資源 : Monograph/item
正題名/作者:	Nonlinear circuits and systems with memristors/ by Fernando Corinto, Mauro Forti, Leon O. Chua.
其他題名:	nonlinear dynamics and analogue computing via the flux-charge analysis method /
作者:	Corinto, Fernando.
其他作者:	Forti, Mauro.
出版者:	Cham :Springer International Publishing : : 2021.,
面頁冊數:	xxxiii, 438 p. :ill., digital ;24 cm.
內容註:	Preface -- Part I preliminary:Brief of Nonlinear Dynamics of RCL Circuits -- Part II Memristor Circuits:Flux-Charge Analysis Method -- Bifurcations without Parameters -- Pulse Programming via Invariant Manifolds -- Extended Class of Memristor Devices -- Complex Dynamics in Arrays of Memristor Oscillators via the Flux-Charge Method -- Memristor Standard Cellular Neural Networks Computing in the Flux-Charge Domain -- Solutions -- References.
Contained By:	Springer Nature eBook
標題:	Memristors. -
電子資源:	https://doi.org/10.1007/978-3-030-55651-8
ISBN:	9783030556518

Nonlinear circuits and systems with memristors = nonlinear dynamics and analogue computing via the flux-charge analysis method /
Corinto, Fernando.

Nonlinear circuits and systems with memristorsnonlinear dynamics and analogue computing via the flux-charge analysis method /[electronic resource] :by Fernando Corinto, Mauro Forti, Leon O. Chua. - Cham :Springer International Publishing :2021. - xxxiii, 438 p. :ill., digital ;24 cm.

Preface -- Part I preliminary:Brief of Nonlinear Dynamics of RCL Circuits -- Part II Memristor Circuits:Flux-Charge Analysis Method -- Bifurcations without Parameters -- Pulse Programming via Invariant Manifolds -- Extended Class of Memristor Devices -- Complex Dynamics in Arrays of Memristor Oscillators via the Flux-Charge Method -- Memristor Standard Cellular Neural Networks Computing in the Flux-Charge Domain -- Solutions -- References.

This book presents a new approach to the study of physical nonlinear circuits and advanced computing architectures with memristor devices. Such a unified approach to memristor theory has never been systematically presented in book form. After giving an introduction on memristor-based nonlinear dynamical circuits (e.g., periodic/chaotic oscillators) and their use as basic computing analogue elements, the authors delve into the nonlinear dynamical properties of circuits and systems with memristors and present the flux-charge analysis, a novel method for analyzing the nonlinear dynamics starting from writing Kirchhoff laws and constitutive relations of memristor circuit elements in the flux-charge domain. This analysis method reveals new peculiar and intriguing nonlinear phenomena in memristor circuits, such as the coexistence of different nonlinear dynamical behaviors, extreme multistability and bifurcations without parameters. The book also describes how arrays of memristor-based nonlinear oscillators and locally-coupled neural networks can be applied in the field of analog computing architectures. The book will be of interest to scientists and engineers involved in the conceptual design of physical memristor devices and systems, mathematical and circuit models of physical processes, circuits and networks design, system engineering, or data processing and system analysis.

ISBN: 9783030556518

Standard No.: 10.1007/978-3-030-55651-8doiSubjects--Topical Terms:

2016311
Memristors.

LC Class. No.: TK7872.R4 / C67 2021

Dewey Class. No.: 621.38154

Nonlinear circuits and systems with memristors = nonlinear dynamics and analogue computing via the flux-charge analysis method /
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520 $a This book presents a new approach to the study of physical nonlinear circuits and advanced computing architectures with memristor devices. Such a unified approach to memristor theory has never been systematically presented in book form. After giving an introduction on memristor-based nonlinear dynamical circuits (e.g., periodic/chaotic oscillators) and their use as basic computing analogue elements, the authors delve into the nonlinear dynamical properties of circuits and systems with memristors and present the flux-charge analysis, a novel method for analyzing the nonlinear dynamics starting from writing Kirchhoff laws and constitutive relations of memristor circuit elements in the flux-charge domain. This analysis method reveals new peculiar and intriguing nonlinear phenomena in memristor circuits, such as the coexistence of different nonlinear dynamical behaviors, extreme multistability and bifurcations without parameters. The book also describes how arrays of memristor-based nonlinear oscillators and locally-coupled neural networks can be applied in the field of analog computing architectures. The book will be of interest to scientists and engineers involved in the conceptual design of physical memristor devices and systems, mathematical and circuit models of physical processes, circuits and networks design, system engineering, or data processing and system analysis.
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