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Wave
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== Sources == {{refbegin}} * {{cite book |last1 = Fleisch |first1 = D. |last2 = Kinnaman |first2 = L. |year = 2015 |title = A student's guide to waves |location = Cambridge|publisher = Cambridge University Press |isbn = 978-1107643260 |bibcode = 2015sgw..book.....F }} * {{cite book|last1=Campbell|first1=Murray|title=The musician's guide to acoustics|year=2001|publisher=Oxford University Press|location=Oxford|isbn=978-0198165057|edition=Repr.|last2=Greated |first2=Clive}} * {{cite book |first = A.P. |last = French |title = Vibrations and Waves (M.I.T. Introductory physics series) |publisher = Nelson Thornes |year = 1971 |isbn = 978-0-393-09936-2 |oclc = 163810889 }} * {{cite book |last = Hall |first = D.E. |year = 1980 |title = Musical Acoustics: An Introduction |location = Belmont, CA |publisher = Wadsworth Publishing Company |isbn = 978-0-534-00758-4 }}. * {{cite book|last=Hunt|first=Frederick Vinton |title=Origins in acoustics.|year=1978|publisher=Published for the Acoustical Society of America through the American Institute of Physics|location=Woodbury, NY|isbn=978-0300022209}} * {{cite book |last1 = Ostrovsky |first1 = L.A. |last2 = Potapov |first2 = A.S. |year = 1999 |title = Modulated Waves, Theory and Applications |location = Baltimore |publisher = The Johns Hopkins University Press |isbn = 978-0-8018-5870-3 }}. * {{Cite book | publisher = Academic Press | isbn = 9780123846532 | last1 = Griffiths | first1 = G. | first2 = W.E. | last2 = Schiesser | title = Traveling Wave Analysis of Partial Differential Equations: Numerical and Analytical Methods with Matlab and Maple | year = 2010 }} * Crawford jr., Frank S. (1968). ''Waves (Berkeley Physics Course, Vol. 3)'', McGraw-Hill, {{ISBN|978-0070048607}} [https://archive.org/details/Waves_371 Free online version] * {{cite book |author=A. E. H. Love |author-link=Augustus Edward Hough Love |title=A Treatise on The Mathematical Theory of Elasticity |year=1944 |url=https://archive.org/details/treatiseonmathem0000love|url-access=registration|publisher=[[Dover Publications|Dover]] |location=New York }} * {{cite web |author=E.W. Weisstein |url=http://scienceworld.wolfram.com/physics/WaveVelocity.html |title=Wave velocity |work=[[ScienceWorld]] |access-date=2009-05-30 }} {{refend}}
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