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Sl.No Chapter Name MP4 Download
1Lecture 1: IntroductionDownload
2Lecture 2: Coupled, linear, spring-mass systemsDownload
3Lecture 3: Coupled, linear, spring-mass systems (contd..)Download
4Lecture 4: Coupled, linear, spring-mass systems (contd..)Download
5Lecture 5: Coupled, linear, spring-mass system: continuum limitDownload
6Lecture 6: Normal modes of a string fixed at both endsDownload
7Lecture 7: Vibrations of clamped membranesDownload
8Lecture 8: Vibrations of clamped membranes (contd.)Download
9Lecture 9: Introduction to Jacobian elliptic functionsDownload
10Lecture 10: The non-linear pendulumDownload
11Lecture 11: The non-linear pendulum (contd..)Download
12Lecture 12: Time period of the non-linear pendulumDownload
13Lecture 13: Introduction to perturbation methodsDownload
14Lecture 14: Perturbation methods (contd.)Download
15Lecture 15: Non-dimensionalisationDownload
16Lecture 16: Perturbative solution to the projectile equationDownload
17Lecture 17: Perturbative solution to the nonlinear pendulumDownload
18Lecture 18: Lindstedt-Poincare techniqueDownload
19Lecture 19: Method of multiple scalesDownload
20Lecture 20: Method of multiple scales (contd..)Download
21Lecture 21: Multiple scale analysis for damped-harmonic oscillatorDownload
22Lecture 22: Duffing equation using multiple scalesDownload
23Lecture 23: Duffing equation (contd..)Download
24Lecture 24: Kapitza pendulumDownload
25Lecture 25: Introduction to Floquet theoryDownload
26Lecture 26: Floquet theorem (contd..)Download
27Lecture 27: Floquet analysis of the Mathieu equationDownload
28Lecture 28: Introduction to waves on an interfaceDownload
29Lecture 29: Linearized wave equations in deep waterDownload
30Lecture 30: Linearized wave equations in deep water: dispersion relationDownload
31Lecture 31Download
32Lecture 32Download
33Lecture 33Download
34Lecture 34Download
35Lecture 35Download
36Lecture 36: Cauchy-Poisson problem in cylindrical geometry (contd..)Download
37Lecture 37: Group-velocity and the Cauchy-Poisson problemDownload
38Lecture 38: Cauchy-Poisson problem for delta function initial conditionDownload
39Lecture 39: Cauchy-Poisson problem for delta function initial condition (contd..)Download
40Lecture 40: Capillary-gravity wavesDownload
41Lecture 41: Waves on a pool of finite depthDownload
42Lecture 42: Axisymmetric Cauchy-Poisson problem visualisation: the pebble in the deep pond problemDownload
43Lecture 43: Rayleigh-Plateau capillary instabilityDownload
44Lecture 44: Rayleigh-Plateau capillary instability (contd..)Download
45Lecture 45: Rayleigh-Plateau capillary instability on thin film coating a rodDownload
46Lecture 46: Rayleigh-Plateau capillary instability of a cylindrical air column in a liquidDownload
47Lecture 47: Mechanism of the Rayleigh-Plateau instabilityDownload
48Lecture 48: Shape oscillations of a spherical interfaceDownload
49Lecture 49: Shape oscillations of a spherical interface (contd..)Download
50Lecture 50: Shape oscillations of a spherical interface (contd..)Download
51Lecture 51: Analysis of l=0 and l=1 modes for a spherical dropDownload
52Lecture 52: Faraday waves on an interface - stability of time dependent base statesDownload
53Lecture 53: Mathieu equation for Faraday wavesDownload
54Lecture 54: Applications of Faraday waves - atomisation & spray formationDownload
55Lecture 55: Waves and instability on density stratified shear flows - the KH modelDownload
56Lecture 56: Limits of KH dispersion relation: Rayleigh-Taylor instabilityDownload
57Lecture 57: KH dispersion relation : model of wind wave generationDownload
58Lecture 58: Helmholtz instability of a vortex sheet and summaryDownload
59Lecture 59: Derivation of the Stokes travelling waveDownload
60Lecture 60: Derivation of the Stokes travelling wave (contd..)Download
61Lecture 61: Derivation of the Stokes travelling wave (contd..)Download

Sl.No Chapter Name English
1Lecture 1: IntroductionPDF unavailable
2Lecture 2: Coupled, linear, spring-mass systemsPDF unavailable
3Lecture 3: Coupled, linear, spring-mass systems (contd..)PDF unavailable
4Lecture 4: Coupled, linear, spring-mass systems (contd..)PDF unavailable
5Lecture 5: Coupled, linear, spring-mass system: continuum limitPDF unavailable
6Lecture 6: Normal modes of a string fixed at both endsPDF unavailable
7Lecture 7: Vibrations of clamped membranesPDF unavailable
8Lecture 8: Vibrations of clamped membranes (contd.)PDF unavailable
9Lecture 9: Introduction to Jacobian elliptic functionsPDF unavailable
10Lecture 10: The non-linear pendulumPDF unavailable
11Lecture 11: The non-linear pendulum (contd..)PDF unavailable
12Lecture 12: Time period of the non-linear pendulumPDF unavailable
13Lecture 13: Introduction to perturbation methodsPDF unavailable
14Lecture 14: Perturbation methods (contd.)PDF unavailable
15Lecture 15: Non-dimensionalisationPDF unavailable
16Lecture 16: Perturbative solution to the projectile equationPDF unavailable
17Lecture 17: Perturbative solution to the nonlinear pendulumPDF unavailable
18Lecture 18: Lindstedt-Poincare techniquePDF unavailable
19Lecture 19: Method of multiple scalesPDF unavailable
20Lecture 20: Method of multiple scales (contd..)PDF unavailable
21Lecture 21: Multiple scale analysis for damped-harmonic oscillatorPDF unavailable
22Lecture 22: Duffing equation using multiple scalesPDF unavailable
23Lecture 23: Duffing equation (contd..)PDF unavailable
24Lecture 24: Kapitza pendulumPDF unavailable
25Lecture 25: Introduction to Floquet theoryPDF unavailable
26Lecture 26: Floquet theorem (contd..)PDF unavailable
27Lecture 27: Floquet analysis of the Mathieu equationPDF unavailable
28Lecture 28: Introduction to waves on an interfacePDF unavailable
29Lecture 29: Linearized wave equations in deep waterPDF unavailable
30Lecture 30: Linearized wave equations in deep water: dispersion relationPDF unavailable
31Lecture 31PDF unavailable
32Lecture 32PDF unavailable
33Lecture 33PDF unavailable
34Lecture 34PDF unavailable
35Lecture 35PDF unavailable
36Lecture 36: Cauchy-Poisson problem in cylindrical geometry (contd..)PDF unavailable
37Lecture 37: Group-velocity and the Cauchy-Poisson problemPDF unavailable
38Lecture 38: Cauchy-Poisson problem for delta function initial conditionPDF unavailable
39Lecture 39: Cauchy-Poisson problem for delta function initial condition (contd..)PDF unavailable
40Lecture 40: Capillary-gravity wavesPDF unavailable
41Lecture 41: Waves on a pool of finite depthPDF unavailable
42Lecture 42: Axisymmetric Cauchy-Poisson problem visualisation: the pebble in the deep pond problemPDF unavailable
43Lecture 43: Rayleigh-Plateau capillary instabilityPDF unavailable
44Lecture 44: Rayleigh-Plateau capillary instability (contd..)PDF unavailable
45Lecture 45: Rayleigh-Plateau capillary instability on thin film coating a rodPDF unavailable
46Lecture 46: Rayleigh-Plateau capillary instability of a cylindrical air column in a liquidPDF unavailable
47Lecture 47: Mechanism of the Rayleigh-Plateau instabilityPDF unavailable
48Lecture 48: Shape oscillations of a spherical interfacePDF unavailable
49Lecture 49: Shape oscillations of a spherical interface (contd..)PDF unavailable
50Lecture 50: Shape oscillations of a spherical interface (contd..)PDF unavailable
51Lecture 51: Analysis of l=0 and l=1 modes for a spherical dropPDF unavailable
52Lecture 52: Faraday waves on an interface - stability of time dependent base statesPDF unavailable
53Lecture 53: Mathieu equation for Faraday wavesPDF unavailable
54Lecture 54: Applications of Faraday waves - atomisation & spray formationPDF unavailable
55Lecture 55: Waves and instability on density stratified shear flows - the KH modelPDF unavailable
56Lecture 56: Limits of KH dispersion relation: Rayleigh-Taylor instabilityPDF unavailable
57Lecture 57: KH dispersion relation : model of wind wave generationPDF unavailable
58Lecture 58: Helmholtz instability of a vortex sheet and summaryPDF unavailable
59Lecture 59: Derivation of the Stokes travelling wavePDF unavailable
60Lecture 60: Derivation of the Stokes travelling wave (contd..)PDF unavailable
61Lecture 61: Derivation of the Stokes travelling wave (contd..)PDF unavailable


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