Screen LibraryWave scattering by small bodies : creating materials with a desired refraction coefficient and other applications /
"The book is a research monograph. An asymptotically exact solution of the many-body scattering problem is given under the assumption a, where a is the characteristic size of a small particle, d is the smallest distance between particles and is the wavelength in the medium in which the particle...
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| Main Authors: | |
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| Published: |
World Scientific,
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| Publisher Address: | New Jersey : |
| Publication Dates: | [2024] |
| Literature type: | Book |
| Language: | English |
| Subjects: | |
| Summary: |
"The book is a research monograph. An asymptotically exact solution of the many-body scattering problem is given under the assumption a, where a is the characteristic size of a small particle, d is the smallest distance between particles and is the wavelength in the medium in which the particles are embedded. Scattering of scalar and electromagnetic waves is considered. Heat transfer theory in the medium in which many small bodies are embedded is developed. Quantum-mechanical theory of scattering by many potentials with small support is constructed. On the basis of these theoretical results, important applications are presented. First, a method for creating materials with a desired refraction coefficient is given. Secondly, a method for creating wave-focusing materials is developed. Technological problems to be solved for practical usage of these applied results are discussed. This book contains the contents of the author's earlier monograph, published in 2013. New appendices, based on the author's review papers published after 2013, are added"-- |
| Carrier Form: | xx, 270 pages ; 24 cm |
| Bibliography: | Includes bibliographical references (pages 263-268) and index. |
| ISBN: |
9789811276484 981127648X |
| Index Number: | QC794 |
| CLC: | O413.3 |
| Call Number: | O413.3/R174-1 |
| Contents: | Scalar wave scattering by one small body of an arbitrary shape -- Scalar wave scattering by many small bodies of an arbitrary shape -- Creating materials with a desired refraction coefficient -- Wave-focusing materials -- Electromagnetic wave scattering by a single small body of an arbitrary shape -- Many-body scattering problem in the case of small scatterers -- Creating materials with a desired refraction coefficient -- Electromagnetic wave scattering by many nanowires -- Heat transfer in a medium in which many small bodies are embedded -- Quantum-mechanical wave scattering by many potentials with small support -- Some results from the potential theory -- Collocation method -- Some inverse problems related to small scatterers. |