A primer of diffusion problems


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Author Richard Ghez
Language English
ISBN 0471846929 9780471846925 3527602836 9783527602834
Genre Electronic books
Available formats PDF, fb2, ePub, mobi, RTF, Doc, txt, LRF, AZW, DJVU

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Solutions of the Diffusion Equation | SpringerLink

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Part of the Springer Series in Solid-State Sciences book series (SSSOL, volume ... R. Ghez, A Primer of Diffusion Problems, Wiley and Sons, 1988 Google Scholar. 4. ... 1959 Google Scholar. 6. L. Fox, Moving Boundary Problems in Heat Flow and Diffusion, Clarendon Press, Oxford, 1974 Google Scholar. 7.

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This book is a second edition of the one that was published by John Wiley & Sons in 1988. It carries a new title because the former one, A Primer of Diffusion Problems, gave the impression of consisting merely of a set of problems relating to diffusion.

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18.05.1988 · The only elementary text to provide a complete introduction to diffusion theory and the various analytical and numerical methods of solution. Presents an integrated set of real-life problems taken mainly from metallurgy and device processing, and offers an overview of the solution of diffusion ...

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Two-Dimensional Diffusion Characterization of …

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Abstract. This work deals with the simulation of two-dimensional impurity diffusion in CMOS silicon devices. The Reverse Modeling method was used to determine the diffusion coefficient (D I) surface recombination rate of defects (K 1) and the characteristics of the injecting source. Analysis showed similarity between D I in 2-D system compared with the value obtained from non-patterned samples.

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Presents an integrated set of real-life problems taken mainly from metallurgy and device processing, and offers an overview of the solution of diffusion problems in practical cases, with clear explanations of the interrelationships between mathematical solutions, and the underlying physics and chemistry.

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The Diffusion Equation

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Download Citation on ... Isotropic One-dimensional Random WalkContinuum EquationsElementary Properties of the Diffusion Equation A.1 Conservation in continuous regionsA.2 Conservation at fixed ...

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How to Cite. Ghez, R. (1988) Index, in A Primer of Diffusion Problems, Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim, FRG. doi: 10.1002/3527602836.index

Diffusion Phenomena: Cases and Studies: …

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31.10.2001 · This book is a second edition of the one that was published by John Wiley & Sons in 1988. It carries a new title because the former one, A Primer of Diffusion Problems, gave the impression of consisting merely of a set of problems relating to diffusion. Nonetheless, my intention was clearly spelled ...

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A Primer of Diffusion Problems A Primer of Diffusion Problems is a concise and lively introduction to diffusion theory in its many guises and to a variety of analytical and numerical methods for the solution of diffusion problems. It discusses the diffusion equation, the steady state, diffusion under external forces, time-dependent diffusion ...

Primer of diffusion problems :: Central Library …

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Presents an integrated set of real–life problems taken mainly from metallurgy and device processing, and offers an overview of the solution of diffusion problems in practical cases, with clear explanations of the interrelationships between mathematical solutions, and the underlying physics and chemistry.

A Primer of Diffusion Problems (Richard Ghez) | …

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Nonnegative Tensor Factorization, Completely Positive Tensors, and a Hierarchical Elimination Algorithm Control of a Solution of a Stochastic Integral Equation

Front Matter - A Primer of Diffusion Problems - …

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How to Cite. Ghez, R. (1988) Front Matter, in A Primer of Diffusion Problems, Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim, FRG. doi: 10.1002/3527602836.fmatter

The Diffusion Equation - A Primer of Diffusion

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Summary This chapter contains sections titled: Isotropic One‐dimensional Random Walk Continuum Equations Elementary Properties of the Diffusion Equation A.1 …

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Presents an integrated set of real-life problems taken mainly from metallurgy and device processing, and offers an overview of the solution of diffusion problems in practical cases, with clear explanations of the interrelationships between mathematical solutions, and the underlying physics and chemistry.

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Diffusion -- from Eric Weisstein's World of Physics

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Defining a diffusion coefficient \kappa\equiv lv_s, yields t = {d^2\over \kappa}. See also: Diffusion Coefficient, Diffusion Equation, Eddy Diffusion, Effusion, Graham's Law of Effusion, Mean Free Path

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