1.138J / 2.062J Wave Propagation, Fall 2000

Linearized theory of wave phenomena in applied mechanics. Examples are chosen from elasticity, acoustics, geophysics, hydrodynamics and other subjects. Basic concepts. One dimensional examples. Characteristics, dispersion and group velocity. Scattering, transmission and reflection. Two dimensional r...

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Main Authors: Mei, Chiang C., Li, Guangda
Language:en-US
Published: 2000
Subjects:
Online Access:http://hdl.handle.net/1721.1/35749
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author Mei, Chiang C.
Li, Guangda
author_facet Mei, Chiang C.
Li, Guangda
author_sort Mei, Chiang C.
collection MIT
description Linearized theory of wave phenomena in applied mechanics. Examples are chosen from elasticity, acoustics, geophysics, hydrodynamics and other subjects. Basic concepts. One dimensional examples. Characteristics, dispersion and group velocity. Scattering, transmission and reflection. Two dimensional reflection and refraction across an interface. Mode conversion in elastic waves. Diffraction and parabolic approximation Radiation from a line source. Surface Rayleigh waves and Love waves in elastic media. Waves on the sea surface and internal waves in a stratified fluid. Waves in moving media. Ship wave pattern. Atmospheric lee waves behind an obstacle. Waves through a laminated media, etc.
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spelling mit-1721.1/357492019-09-12T11:44:22Z 1.138J / 2.062J Wave Propagation, Fall 2000 Wave Propagation Mei, Chiang C. Li, Guangda wave propagation wave phenomena hydrodynamics geophysics acoustics 1.138J 2.062J 1.138 2.062 Wave motion, Theory of Linearized theory of wave phenomena in applied mechanics. Examples are chosen from elasticity, acoustics, geophysics, hydrodynamics and other subjects. Basic concepts. One dimensional examples. Characteristics, dispersion and group velocity. Scattering, transmission and reflection. Two dimensional reflection and refraction across an interface. Mode conversion in elastic waves. Diffraction and parabolic approximation Radiation from a line source. Surface Rayleigh waves and Love waves in elastic media. Waves on the sea surface and internal waves in a stratified fluid. Waves in moving media. Ship wave pattern. Atmospheric lee waves behind an obstacle. Waves through a laminated media, etc. 2000-12 1.138J-Fall2000 local: 1.138J local: 2.062J local: IMSCP-MD5-10820b5fed2b3892f00589e4f4785e94 http://hdl.handle.net/1721.1/35749 en-US Usage Restrictions: This site (c) Massachusetts Institute of Technology 2003. Content within individual courses is (c) by the individual authors unless otherwise noted. The Massachusetts Institute of Technology is providing this Work (as defined below) under the terms of this Creative Commons public license ("CCPL" or "license"). The Work is protected by copyright and/or other applicable law. Any use of the work other than as authorized under this license is prohibited. By exercising any of the rights to the Work provided here, You (as defined below) accept and agree to be bound by the terms of this license. The Licensor, the Massachusetts Institute of Technology, grants You the rights contained here in consideration of Your acceptance of such terms and conditions. 15331 bytes 11839 bytes 15891 bytes 14723 bytes 14719 bytes 14719 bytes 14717 bytes 14724 bytes 14724 bytes 14717 bytes 14757 bytes 14724 bytes 14712 bytes 14724 bytes 14729 bytes 14738 bytes 14758 bytes 14294 bytes 12831 bytes 12848 bytes 12831 bytes 12848 bytes 12824 bytes 12813 bytes 12826 bytes 12826 bytes 12820 bytes 12100 bytes 14990 bytes 20776 bytes 18547 bytes 12439 bytes 12641 bytes 13070 bytes 11 bytes 4586 bytes 21366 bytes 11602 bytes 38351 bytes 4755 bytes 25313 bytes 27322 bytes 4039 bytes 301 bytes 354 bytes 339 bytes 180 bytes 285 bytes 67 bytes 17685 bytes 143 bytes 49 bytes 247 bytes 19283 bytes 262 bytes 54650 bytes 4595 bytes 210899 bytes 284195 bytes 3270140 bytes 576818 bytes 116065 bytes 246181 bytes 217542 bytes 54191 bytes 54545 bytes 64425 bytes 35059 bytes 36949 bytes 68986 bytes 97612 bytes 26888 bytes 249320 bytes 255202 bytes 231274 bytes 366165 bytes 365759 bytes 341883 bytes 274894 bytes 259617 bytes 261987 bytes 223498 bytes 226275 bytes 218361 bytes 233459 bytes 371851 bytes 21453 bytes 223623 bytes 528026 bytes 238593 bytes 562283 bytes 212979 bytes 490419 bytes 222481 bytes 214239 bytes 193619 bytes 19283 bytes 3486 bytes 811 bytes 813 bytes 830 bytes 530 bytes 2097 bytes 75683 bytes 7661 bytes 8178 bytes 8564 bytes 8179 bytes 11935 bytes 12041 bytes 11955 bytes 7659 bytes 12041 bytes 11973 bytes 8198 bytes 12053 bytes 11971 bytes 12053 bytes 8179 bytes 8206 bytes 8170 bytes 11973 bytes 7693 bytes 7766 bytes 12055 bytes 12957 bytes 8200 bytes 8175 bytes 7690 bytes 8206 bytes 8207 bytes 7724 bytes 11969 bytes 7692 bytes 12486 bytes 8553 bytes 12039 bytes 12055 bytes 8198 bytes 11973 bytes 8208 bytes 12039 bytes 11969 bytes 12055 bytes 12039 bytes 7696 bytes 12021 bytes 11967 bytes 11983 bytes 11980 bytes 11971 bytes 11971 bytes 8367 bytes text/html Fall 2000
spellingShingle wave propagation
wave phenomena
hydrodynamics
geophysics
acoustics
1.138J
2.062J
1.138
2.062
Wave motion, Theory of
Mei, Chiang C.
Li, Guangda
1.138J / 2.062J Wave Propagation, Fall 2000
title 1.138J / 2.062J Wave Propagation, Fall 2000
title_full 1.138J / 2.062J Wave Propagation, Fall 2000
title_fullStr 1.138J / 2.062J Wave Propagation, Fall 2000
title_full_unstemmed 1.138J / 2.062J Wave Propagation, Fall 2000
title_short 1.138J / 2.062J Wave Propagation, Fall 2000
title_sort 1 138j 2 062j wave propagation fall 2000
topic wave propagation
wave phenomena
hydrodynamics
geophysics
acoustics
1.138J
2.062J
1.138
2.062
Wave motion, Theory of
url http://hdl.handle.net/1721.1/35749
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