Frequency Domain Analysis And Design Of Nonlinear Systems Based On Volterra Series Expansion Pdf

frequency domain analysis and design of nonlinear systems based on volterra series expansion pdf

File Name: frequency domain analysis and design of nonlinear systems based on volterra series expansion .zip
Size: 29091Kb
Published: 16.12.2020

Du kanske gillar.

Navigationsleiste aufklappen. Sehr geehrter ZLibrary-Benutzer! Wir haben Sie an die spezielle Domain de1lib.

The system can't perform the operation now. Try again later. Citations per year.

frequency-response functions

Search this site. A rula, o peluche e a nena PDF. Acts PDF. Advances in Catalysis: v. After School PDF. Algebra PDF. Ambulatory Monitoring and Blood Pressure Variability: v. Apoptotic studies and phytochemical analyses in the suicide tree PDF. As If PDF. Awakening PDF. Basic Truths PDF. Belly Dance PDF. Blutdruck Tagebuch PDF. Bookbinders at Work PDF. Broken Vessel PDF. Budget Booklet PDF. Bully Land PDF. Bullying PDF. Camping Journal PDF. Cancer Chemotherapy PDF.

Career Counseling PDF. Carpentry PDF. Castillo Noche PDF. Cat Notebook PDF. Chemical Engineering PDF. Chevron PDF. Cognitive Development PDF. Collected Papers PDF. Communication in Management PDF. Community Ecology PDF. Composition Journal PDF. Composition Notebook PDF. Consent PDF. Coronary Circulation PDF. Crows and Jays PDF. Cytotec PDF.

Dental Ethics PDF. Determining Pay PDF. Differential Systems and Isometric Embeddings. Disney halloween coloring Book PDF. Echoes of an Era PDF. Elementary Biophysics PDF. Els contes de la fantasia PDF. Ephesians PDF. Excellent Living PDF. Exkursionsflora PDF. Expositions Of Holy Scripture St. Luke PDF. Families Count PDF. Finance PDF. Five Books Of M. Manilius PDF. Flora Australiensis PDF. Forefathers Vol 8 PDF. Friction PDF. Gang Tackle PDF.

Geodesy PDF. Gospel Basics PDF. Grad to Great PDF. Guia per pujar un fil PDF. Harvey's Point PDF. Henri Bergson PDF. Historia fisica y politica de Chile segun documentos adquiridos en esta republica durante doce a os de residencia en ella y publicada bajo los auspicios del supremo gobierno PDF. Holy Baptism PDF. Imagina PDF. In Focus PDF. Jacques Hadamard PDF. Invariant Imbedding PDF.

Javanese Cats. Javanese Cat Owners Manual. Javanese Cats care, personality, grooming, health and feeding all included. Joy PDF. King Saul PDF. Kittens PDF. La academia 1 PDF. Learn by Doing PDF. Learning Revolution PDF. Lo hizo por ti PDF. Management PDF. Mapping Paradise PDF.

Mark PDF. Matthew PDF. Max das Flugzeug das nicht fliegen konnte PDF. Measures of Complexity PDF. Modern Electrocardiography PDF. Module 7: Persuasion PDF. My cat diary PDF. Nocturn a quatre mans PDF. Nocturn per a la Mafalda PDF. Oh, You Behave! Organizational Behavior: [essentials] PDF. Our Legacy PDF. Out and about at the Hospital PDF. Paleoethnobotany PDF. Paulinus Noster PDF. Peter PDF. Phytochemistry PDF.

Planner PDF. Pors, manies i vergonyes PDF.

Frequency Domain Analysis and Design of Nonlinear Systems based on Volterra Series Expansion

Search this site. Advaitasiddhi of Madhusudan Saraswati: v. Advances in Carbohydrate Chemistry and Biochemistry: v. Advances in Ophthalmic, Plastic and Reconstructive Surgery: v. Alcoholism PDF. All my Might PDF.


Frequency Domain Analysis and Design of Nonlinear Systems based on Volterra ISBN ; Digitally watermarked, DRM-free; Included format: PDF, input-output relationship allows a convergent Volterra series expansion.


Frequency Domain Analysis and Design of Nonlinear Systems based on Volterra Series Expansion

In this work, a novel approach in determining the first- and second-order frequency-domain Volterra kernels for weakly nonlinear partial differential equations PDEs with a forcing term in semidiscrete form based on the application of the harmonic probing method is presented. This represents a formal extension of the linearized frequency-domain LFD methods to a nonlinear framework, leading to a so-called LFD method for a second-order functional series expansion method. The method allows for the representation of weak nonlinearities by solving two input-independent linear algebraic systems of equations in the frequency domain, and thus circumvents the solution of the nonlinear PDE by numerical integration for each different input, representing a nonlinear reduced-order model ROM for the physical phenomena. The general form of the equations is derived, and several applications are discussed. The proposed method overcomes two constraints present in other methods for the solution of nonlinear PDEs, namely, the consideration of exclusively periodic solutions as in the harmonic balance method and the dependency of the kernels with the input signal as in the Volterra kernel identification methods.

Show all documents New results on the generalized frequency response functions of nonlinear volterra systems described by NARX model computation of the GFRFs can not explicitly reveal the analytical relationship between system time domain model parameters and system frequency response functions in a straightforward manner. In order to solve these problems, the parametric characteristics of the GFRFs for nonlinear Volterra systems described by a NARX model were studied in Jing et al , which effectively builds up a mapping from the model parameters to the parametric characteristics of the GFRFs and provides an explicit expression for the analytical relationship between the GFRFs and the system time-domain model parameters. The nth-order GFRF can directly be determined as an n-degree polynomial function of the first order GFRF according to its parametric characteristic by using this new mapping function.

It seems that you're in Germany.

Frequency Domain Analysis and Design of Nonlinear Systems based on Volterra Series Expansion

In this work, a novel approach in determining the first- and second-order frequency-domain Volterra kernels for weakly nonlinear partial differential equations PDEs with a forcing term in semidiscrete form based on the application of the harmonic probing method is presented. This represents a formal extension of the linearized frequency-domain LFD methods to a nonlinear framework, leading to a so-called LFD method for a second-order functional series expansion method. The method allows for the representation of weak nonlinearities by solving two input-independent linear algebraic systems of equations in the frequency domain, and thus circumvents the solution of the nonlinear PDE by numerical integration for each different input, representing a nonlinear reduced-order model ROM for the physical phenomena.

In this study, the discrete-time Volterra series are used to update parameters in a nonlinear finite element model. The main idea of the Volterra series is to describe the discrete-time output of a nonlinear system using multidimensional convolutions between the Volterra kernels represented in a Kautz orthogonal basis and the excitations. A metric based on the residue between the experimental and the numerical Volterra kernels is used to identify the parameters of the numerical model. First, the identification of the linear parameters is performed using a metric based only on the first order Volterra kernels. Then the nonlinear parameters are identified through a metric based on the higher-order kernels.

Search this site. A rula, o peluche e a nena PDF. Acts PDF. Advances in Catalysis: v. After School PDF.

Passar bra ihop

Skip to Main Content. A not-for-profit organization, IEEE is the world's largest technical professional organization dedicated to advancing technology for the benefit of humanity. Use of this web site signifies your agreement to the terms and conditions. In this paper, parametric convergence bounds for Volterra series expansion of nonlinear systems described by a SIMO nonlinear auto-regressive with exogenous inputs model are studied in the frequency domain, which can clearly indicate the parametric range in which a given nonlinear system has a convergent Volterra series expansion, referred to as parametric bound of convergence PBoC. With the resulting PBoC of characteristic parameters, nonlinear systems with a nonlinear multiobjective performance MOP function can then be analyzed in the frequency domain using a nonlinear characteristic output spectrum method based on the Volterra series expansion.

Skip to main content Skip to table of contents. Advertisement Hide. This service is more advanced with JavaScript available.

2 COMMENTS

Madison D.

REPLY

Frequency Domain Analysis and Design of Nonlinear Systems based on Volterra Series Expansion. A Parametric Characteristic Approach Part of the Understanding Complex Systems book series (UCS). Download book PDF Pages PDF · Parametric Convergence Bounds of Volterra-Type Nonlinear Systems.

Susanne L.

REPLY

The system can't perform the operation now.

LEAVE A COMMENT