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Digital Simulation in Electrochemistry

Title
Digital Simulation in Electrochemistry [electronic resource] / by Dieter Britz.
ISBN
9783540315247
Published
Berlin, Heidelberg : Springer Berlin Heidelberg : Imprint: Springer, 2005.
Physical Description
1 online resource.
Local Notes
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Access restricted by licensing agreement.
Summary
<P>The book shows how to numerically solve the parabolic partial differential equations (pdes) encountered in electroanalytical chemistry. It does this in a didactic manner, by first introducing the basic equations to be solved and some model systems as text cases, for which solutions exist. Then it treats basic numerical approximation for derivatives and techniques for the numerical solution of ordinary differential equations, from which the more complicated methods for pdes can be derived. The major implicit methods are described in detail, and the handling of homogeneous chemical reactions, including coupled and nonlinear cases, is detailed. More advanced techniques are presented briefly, as well as some commercially available program packages.</P> <P>This third edition, still the only text on the subject, is structured more didactically then the previous editions. It brings the coverage of electrochemical digital simulation up to date, including many new techniques developed since the early 1990s. A number of example procedures and programs are made available as supplementary material in the online version of this book.</P>
Variant and related titles
Springer ebooks.
Other formats
Printed edition:
Format
Books / Online
Language
English
Added to Catalog
November 05, 2012
Series
Lecture notes in physics ; 666.
Lecture Notes in Physics, 666
Contents
Introduction
Basic Equations
Approximations to Derivatives
Ordinary Differential Equations
The Explicit Method
Boundary Conditions
Unequal Intervals
The Commonly Used Implicit Methods
Other Methods
Adsorption
Effects Due to Uncompensated Resistance and Capacitance
Two-Dimensional Systems
Convection
Performance
Programming
Simulation Packages
Some Mathematical Proofs
Useful Procedures
Example Programs.
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SpringerLink (Online service)
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