Introduction to the Physics of Waves

作者: Tim Freegarde

DOI:

关键词: Computer sciencePhenomenonCalculusVariety (cybernetics)Newton's laws of motionElectromagnetismSimple (abstract algebra)Ideal (set theory)Theoretical physicsPerspective (geometry)Core theory

摘要: Balancing concise mathematical analysis with the real-world examples and practical applications that inspire students, this textbook provides a clear approachable introduction to physics of waves. The author shows through broad approach how wave phenomena can be observed in variety physical situations explains their characteristics are linked specific rules, from Maxwell's equations Newton's laws motion. Building on logic simple behind each phenomenon, book draws everyday, phenomena, ranging electromagnetism oceanography, helping engage students connect core theory practice. Mathematical derivations kept brief textual commentary non-mathematical perspective. Optional sections provide more along higher-level analyses discussion. This introduces refreshingly way, making it ideal for first- second-year undergraduate sciences.

参考文章(65)
Atal Bishnu S, Schroeder Manfred R, Apparent sound source translator ,(1962)
Graham White, David Rooney, Gavin Pretor-Pinney, The Wavewatcher's Companion ,(2010)
Paul Lorrain, Dale R. Corson, Electromagnetic fields and waves ,(1970)
Vasily Titov, Diego Arcas, Brian K. Arbic, Walter Smith, Remko Scharroo, Satellite Altimeters Measure Tsunami The Oceanography Society. ,(2005)
D. Helbing, T. Vicsek, I. Farkas, Mexican waves in an excitable medium Nature. ,vol. 419, pp. 131- 132 ,(2002) , 10.1038/419131A
Alexander Wood, The Physical Basis of Music ,(1913)
R. S. Longhurst, Geometrical and physical optics gpo. ,(1957)
James Jeans, Science and music ,(1961)
J. F. James, A Student's Guide to Fourier Transforms A Student's Guide to Fourier Transforms. pp. 142- ,(2003)