NUMERICAL HEAT TRANSFER: T.M. Shih Hemisphere. New York (1984) XVII+563 pp.
NUMERICAL HEAT TRANSFER: T.M. Shih Hemisphere. New York (1984) XVII+563 pp.
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DOI：
10.1080/07373938508916301
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发表时间：
1985-11
影响因子：
3.3
通讯作者：
A. Mujumdar;M. Hasan
中科院分区：
文献类型：
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作者：
A. Mujumdar;M. Hasan
这本实用的教科书是“物理学和热科学的计算方法”系列的第三本，由 WJ Minkowycz 教授和 EM Sparrow 教授担任系列编辑。本书旨在介绍解决相对常见的传导、对流和辐射物理问题的各种计算技术和方法，但不包含控制方程的推导和数值结果的物理解释。在本书中，作者试图在传热工程师的实际需求和应用数学家的创新努力之间取得良好的平衡。由于很少有实际物理问题可以通过解析方法解决，因此人们经常被迫依靠数值方法来获得近似解。作者值得赞扬，因为他完成了艰巨而艰巨的任务，以一种良好、连贯和可读的方式呈现如此广泛而多样的主题。本书是在假设读者对该主题知之甚少的情况下编写的。它由15章组成。这些章节在逻辑上分为 4 个部分。共有三个附录，其中一个包含两个计算机程序和结果以及一个组织良好的有用索引。作者在本书的前言中讨论了文本布局，他在其中对各章所涵盖的主题提供了特别有用的指示。第一部分包含 4 章，主要描述和讨论传热文献中目前使用的各种有限元方法。特别强调伽辽金法、最小二乘法
This handsane textbook is the third in the series in'Ccmputational Mechods in blechanics and Thermal Sciences', with Prof. WJ Minkowycz and Prof. EM Sparrow, as series editors. The book is aimed at presentiw various computational techniques and methodology of solution of relatively cmon physical problems of conduction, convection and radiation, but without the derivation of the governing equations and physical interpretation of the numerical results. In this book the author has tried to strike a good balance between the real need of heat transfer engineers and the innovative efforts of applied mathematicians. Since few real physical problems can be solved analytically, one is frequently forced to rely on numerical methods to obtain approximate solutions. The author deserves to be cunplimented for the monumental and streneous task of presenting such a vast and varied subject in a nice, coherent and readable manner. The book is written with the assumption of very little prior knowledge of the subject on the part of the reader. It consists of 15 chapters. These chapters are logically grouped into 4 parts. There are three appendixes, one of which embodies two canputer programs and results and a useful vell-organized index. The text layout is discussed by the author in the Preface of the book, where he provides a particularly useful indication of the topics covered in the various chapters. Part I contains 4 chapters which predcminantly describe and discuss the various finite element methods presently used in the heat transfer literature. Particular emphasis has been given to the Galerkin method, method of least squares