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Phase-Integral Method: Allowing Nearlying Transition Points: 40 (Springer Tracts in Natural Philosophy) - Tapa blanda
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Book by Frman Nanny Frman Per O
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The result of two decades spent developing and refining the phase-integral method to a high level of precision, the authors have applied this method to problems in various fields of theoretical physics. The problems treated are of a mathematical nature, but have important physical applications. This book will thus be of great use to research workers in various branches of theoretical physics, where the problems can be reduced to one-dimensional second-order differential equations of the Schrödinger type for which phase-integral solutions are required. Includes contributions from notable scientists who have already made use of the authors'technique.
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- EditorialSpringer
- Año de publicación2011
- ISBN 10 1461275113
- ISBN 13 9781461275114
- EncuadernaciónTapa blanda
- Número de páginas264
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Phase-Integral Method: Allowing Nearlying Transition Points (Springer Tracts in Natural Philosophy) by Fröman, Nanny, Fröman, Per O. [Paperback ]
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Phase-Integral Method: Allowing Nearlying Transition Points (Springer Tracts in Natural Philosophy)
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Phase-Integral Method: Allowing Nearlying Transition Points
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ISBN 10: 1461275113
ISBN 13: 9781461275114
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Phase-Integral Method: Allowing Nearlying Transition Points (Volume 40)
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ISBN 10: 1461275113
ISBN 13: 9781461275114
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Condición: New. Series: Springer Tracts in Natural Philosophy. Num Pages: 250 pages, biography. BIC Classification: PHU. Category: (P) Professional & Vocational. Dimension: 234 x 156 x 14. Weight in Grams: 405. . 2011. Softcover reprint of the original 1st ed. 1996. paperback. . . . . Nº de ref. del artículo: V9781461275114
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Phase-Integral Method: Allowing Nearlying Transition Points (Springer Tracts in Natural Philosophy)
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Softcover. Condición: Good. The efficiency of the phase-integral method developed by the present au thors has been shown both analytically and numerically in many publica tions. With the inclusion of supplementary quantities, closely related to new Stokes constants and obtained with the aid of comparison equation technique, important classes of problems in which transition points may approach each other become accessible to accurate analytical treatment. The exposition in this monograph is of a mathematical nature but has important physical applications, some examples of which are found in the adjoined papers. Thus, we would like to emphasize that, although we aim at mathematical rigor, our treatment is made primarily with physical needs in mind. To introduce the reader into the background of this book, we start by de scribing the phase-integral approximation of arbitrary order generated from an unspecified base function. This is done in Chapter 1, which is reprinted, after minor changes, from a review article. Chapter 2 is the result of re search work that was pursued during more than two decades, interrupted at times. It started in the sixties, when we were still using a phase-integral approximation, which in our present terminology corresponds to a special choice of the base function. At the time our primary aim was to derive expressions for the supplementary quantities needed in order to obtain an accurate connection formula for a real potential barrier, when the energy lies in the neighborhood of the top of the barrier. Nº de ref. del artículo: AMPLE1461275113
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Phase-Integral Method : Allowing Nearlying Transition Points
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Taschenbuch. Condición: Neu. Druck auf Anfrage Neuware - Printed after ordering - The efficiency of the phase-integral method developed by the present au thors has been shown both analytically and numerically in many publica tions. With the inclusion of supplementary quantities, closely related to new Stokes constants and obtained with the aid of comparison equation technique, important classes of problems in which transition points may approach each other become accessible to accurate analytical treatment. The exposition in this monograph is of a mathematical nature but has important physical applications, some examples of which are found in the adjoined papers. Thus, we would like to emphasize that, although we aim at mathematical rigor, our treatment is made primarily with physical needs in mind. To introduce the reader into the background of this book, we start by de scribing the phase-integral approximation of arbitrary order generated from an unspecified base function. This is done in Chapter 1, which is reprinted, after minor changes, from a review article. Chapter 2 is the result of re search work that was pursued during more than two decades, interrupted at times. It started in the sixties, when we were still using a phase-integral approximation, which in our present terminology corresponds to a special choice of the base function. At the time our primary aim was to derive expressions for the supplementary quantities needed in order to obtain an accurate connection formula for a real potential barrier, when the energy lies in the neighborhood of the top of the barrier. Nº de ref. del artículo: 9781461275114
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