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Titlebook: Wave Physics; Oscillations - Solit Stephen Nettel Textbook 19952nd edition Springer-Verlag Berlin Heidelberg 1995 Chaostheorie.Oszillations

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書目名稱Wave Physics
副標題Oscillations - Solit
編輯Stephen Nettel
視頻videohttp://file.papertrans.cn/1022/1021205/1021205.mp4
圖書封面Titlebook: Wave Physics; Oscillations - Solit Stephen Nettel Textbook 19952nd edition Springer-Verlag Berlin Heidelberg 1995 Chaostheorie.Oszillations
描述A number of examples and problems to elucidate basic concepts have been added, and typographie errors corrected. The first edition has now been used a number of times at Rensselaer in second year courses using the interactive method of teaching. This method includes regu- lar problem-solving sessions where students work together in groups with aid from special work sheets. There is input from more senior students, graduate and under- graduate, acting as tutors. It was discovered that with this method Wave Physics can be used by a wider selection of individuals to advantage than the honors stu- dents for whom the text was originally intended. The main factor in a student‘s success appeared to be the quality of his or her mathematical preparation. It is a pleasure to thank the many students who participated as tutors. Special thanks go to Howard Goldowsky, Byong Kim, and Richelle Thompson who carried much of the responsibility over the various classes. Our teaching experience has influenced the present revision. Troy, August 1994 Stephen Nettel Preface to the First Edition This is a text for the third semester of undergraduate physics for students in accel- erated programs who typica
出版日期Textbook 19952nd edition
關鍵詞Chaostheorie; Oszillationsph?nomene; Solitonen; Wellenmechanik; chaos; chaos theory; electromagnetic wave;
版次2
doihttps://doi.org/10.1007/978-3-662-10870-3
isbn_ebook978-3-662-10870-3
copyrightSpringer-Verlag Berlin Heidelberg 1995
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Mathematical Foundation for Wave Physics,unction space (Hilbert space). The formula for the Fourier transform is obtained in analogy to projecting out vector components, the Dirac delta function serving as the analogue of the Kronecker delta. Worked examples include the Fourier transform of a square wave, the computer synthesis of the squa
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Electromagnetic Waves,es, in analogy to a finite string with fixed ends. Again, carrying over from Chaps. 2 and 3 we have normal modes, natural motion, and, Problem 4.21, driven motion and resonance. Finally, we solve Maxwell’s equations for the general case, i.e., with distributed sources, charge and current densities,
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,Light — Physical Optics, Refraction,rics is treated. Worked examples include interference of light from two slits, as well as details of reflection and refraction at an interface. There are problems dealing with the Einstein photoelectric effect, the Huygens principle, the square aperture, gratings, Rayleigh’s criterion for resolution
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,Nonlinear Waves on Water — Solitons,n particular, linearization misses a central phenomenon, ., which are isolated waves or pulses which maintain their identity indefinitely just when we most expect that dispersion effects will lead to their rapid disappearance. Further, water waves act as prototypes for many other nonlinear physical
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Wave Mechanics,4 explores the wave-particle duality and indeterminism, and ends up by showing that these do not upset our notions of an orderly world. Lastly, Sect. 6.5 outlines some of the wide range of phenomena that have been quantitatively interpreted by quantum mechanics. Example 6.4 and Problem 6.14 deal wit
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