mit 8.03sc fall 2016 lecture 10: traveling waves8/ 2 mdes w a\jq nohmq( vides boundar we d sln(...

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Page 1: MIT 8.03SC Fall 2016 Lecture 10: Traveling Waves8/ 2 mdes W A\JQ nohmq( Vides boundar We d sln( KmR+dn) (tðþlt+ém) There (s a kind of so(thtèon = 9 ( z-vt) T = z-vt òT 11 a 50
Page 2: MIT 8.03SC Fall 2016 Lecture 10: Traveling Waves8/ 2 mdes W A\JQ nohmq( Vides boundar We d sln( KmR+dn) (tðþlt+ém) There (s a kind of so(thtèon = 9 ( z-vt) T = z-vt òT 11 a 50
Page 3: MIT 8.03SC Fall 2016 Lecture 10: Traveling Waves8/ 2 mdes W A\JQ nohmq( Vides boundar We d sln( KmR+dn) (tðþlt+ém) There (s a kind of so(thtèon = 9 ( z-vt) T = z-vt òT 11 a 50
Page 4: MIT 8.03SC Fall 2016 Lecture 10: Traveling Waves8/ 2 mdes W A\JQ nohmq( Vides boundar We d sln( KmR+dn) (tðþlt+ém) There (s a kind of so(thtèon = 9 ( z-vt) T = z-vt òT 11 a 50
Page 5: MIT 8.03SC Fall 2016 Lecture 10: Traveling Waves8/ 2 mdes W A\JQ nohmq( Vides boundar We d sln( KmR+dn) (tðþlt+ém) There (s a kind of so(thtèon = 9 ( z-vt) T = z-vt òT 11 a 50
Page 6: MIT 8.03SC Fall 2016 Lecture 10: Traveling Waves8/ 2 mdes W A\JQ nohmq( Vides boundar We d sln( KmR+dn) (tðþlt+ém) There (s a kind of so(thtèon = 9 ( z-vt) T = z-vt òT 11 a 50
Page 7: MIT 8.03SC Fall 2016 Lecture 10: Traveling Waves8/ 2 mdes W A\JQ nohmq( Vides boundar We d sln( KmR+dn) (tðþlt+ém) There (s a kind of so(thtèon = 9 ( z-vt) T = z-vt òT 11 a 50
Page 8: MIT 8.03SC Fall 2016 Lecture 10: Traveling Waves8/ 2 mdes W A\JQ nohmq( Vides boundar We d sln( KmR+dn) (tðþlt+ém) There (s a kind of so(thtèon = 9 ( z-vt) T = z-vt òT 11 a 50
Page 9: MIT 8.03SC Fall 2016 Lecture 10: Traveling Waves8/ 2 mdes W A\JQ nohmq( Vides boundar We d sln( KmR+dn) (tðþlt+ém) There (s a kind of so(thtèon = 9 ( z-vt) T = z-vt òT 11 a 50
Page 10: MIT 8.03SC Fall 2016 Lecture 10: Traveling Waves8/ 2 mdes W A\JQ nohmq( Vides boundar We d sln( KmR+dn) (tðþlt+ém) There (s a kind of so(thtèon = 9 ( z-vt) T = z-vt òT 11 a 50
Page 11: MIT 8.03SC Fall 2016 Lecture 10: Traveling Waves8/ 2 mdes W A\JQ nohmq( Vides boundar We d sln( KmR+dn) (tðþlt+ém) There (s a kind of so(thtèon = 9 ( z-vt) T = z-vt òT 11 a 50
Page 12: MIT 8.03SC Fall 2016 Lecture 10: Traveling Waves8/ 2 mdes W A\JQ nohmq( Vides boundar We d sln( KmR+dn) (tðþlt+ém) There (s a kind of so(thtèon = 9 ( z-vt) T = z-vt òT 11 a 50

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8.03SC Physics III: Vibrations and WavesFall 2016

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