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دانشجوعلاقه‌مند یادگیری
کتابخوان حرفه‌ایلذت مطالعه
نویسندهالهام‌گیری

Inverse Heat Transfer Problems

Professor Oleg M. Alifanov (auth.)

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مشخصات کتاب

سال انتشار
۱۹۹۴
فرمت
PDF
زبان
انگلیسی
حجم فایل
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دربارهٔ کتاب

This research monograph presents a systematic treatment of the theory of the propagation of transient electromagnetic fields (such as optical pulses) through dielectric media which exhibit both dispersion a.nd absorption. The work divides naturally into two parts. Part I presents a summary of the fundamental theory of the radiation and propagation of rather general electromagnetic waves in causal, linear media which are homogeneous and isotropic but which otherwise have rather general dispersive and absorbing properties. In Part II, we specialize to the propagation of a plane, transient electromagnetic field in a homogeneous dielectric. Although we have made some contributions to the fundamental theory given in Part I, most of the results of our own research appear in Part II. The purpose of the theory presented in Part II is to predict and to explain in explicit detail the dynamics of the field after it has propagated far enough through the medium to be in the mature-dispersion regime. It is the subject of a classic theory, based on the research conducted by A. Sommerfeld and L. Front Matter....Pages I-XII Introduction....Pages 1-2 Statements and Use of Inverse Problems in Studying Heat Transfer Processes and Designing Engineering Units....Pages 3-32 Analysis of Statements and Solution Methods for Inverse Heat Transfer Problems....Pages 33-69 Analytical Forms of Boundary Inverse Heat Conduction Problems....Pages 70-95 Direct Algebraic Method of Determining Transient Heat Loads....Pages 96-123 Solution of Boundary Inverse Heat Conduction Problems by Direct Numerical Methods....Pages 124-149 The Extremal Formulations and Methods of Solving Inverse Heat Conduction Problems....Pages 150-191 Regularization of Variational Forms of Inverse Heat Conduction Problems....Pages 192-226 Iterative Regularization of Inverse Problems....Pages 227-328 Conclusions....Pages 329-331 Back Matter....Pages 332-348

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