Handbook of numerical heat transfer

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Bibliographic Information

Handbook of numerical heat transfer

[edited by] W.J. Minkowycz ... [et al.]

Wiley, c1988

Available at  / 67 libraries

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Note

"A Wiley-Interscience publication."

Includes bibliographies and index

Other editor: E.M. Sparrow, G.E. Schneider, R.H. Pletcher

Description and Table of Contents

Description

The "Handbook of Numerical Heat Transfer" provides a comprehensive, accessible and readily usable reference to the necessary formulations, numerical schemes, and innovative solution techniques for solving problems of heat and mass transfer and related fluid flows. Grouped by major sets of methods and functions, the text describes new or improved, as well as standard, procedures. This collection of contributions from leading figures in the field covers parabolic systems, hyperbolic systems, integral and integro-differential systems, Monte Carlo and perturbation methods, inverse problems and more.

Table of Contents

Partial table of contents: Parabolic Systems: Finite-Difference Method I (S. Patankar). Parabolic Systems: Finite-Element Method. (G. Comini & S. Del Giudice). Parabolic Systems: Local Nonsimilarity Method (T. Chen). Elliptic Systems: Finite-Difference Method IV (B. Leonard). Elliptic Systems: Finite-Element Method I (G. Schneider). Hyperbolic and Hyperbolic-Parabolic Systems (J. Tannehill). Finite Differences Versus Finite Elements (D. Pepper & A. Baker). Integral and Integro-Differential Systems (T. Chung). Perturbation Methods (A. Aziz). Monte Carlo Methods (A. Haji-Sheikh). Grid Generation (J. Thompson). Programming of Supercomputers (L. Hayes). Index.

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