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Lec 36 Hamilton Jacobi Theory

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Lessons List | 43 Lesson
Theoretical Mechanics Introduction Video
00:03:03

Theoretical Mechanics Introduction Video
Lec 01 Introduction Constraints
00:44:45

Lec 01 Introduction Constraints
Lec 02 Generalized Coordinates Configuration Space
00:59:55

Lec 02 Generalized Coordinates Configuration Space
Lec 03 Principle of Virtual Work
00:40:10

Lec 03 Principle of Virtual Work
Lec 04 D Alembert s Principle
00:31:59

Lec 04 D Alembert s Principle
Lec 05 Lagrange s Equations
00:37:55

Lec 05 Lagrange s Equations
Lec 6 Hamilton s Principle
00:43:56

Lec 6 Hamilton s Principle
Lec 7 Variational Calculus Lagrange s Equations
01:15:40

Lec 7 Variational Calculus Lagrange s Equations
Lec 8 Conservation Laws and Symmetries
01:06:00

Lec 8 Conservation Laws and Symmetries
Lec 9 Velocity Dependent Potentials Non holonomic Constraints
01:09:40

Lec 9 Velocity Dependent Potentials Non holonomic Constraints
Lec 10 An Example Hoop on a ramp
00:56:29

Lec 10 An Example Hoop on a ramp
Lec 11 Phase Space
00:37:13

Lec 11 Phase Space
Lec 12 Central Force Problem Constants of Motion
00:39:37

Lec 12 Central Force Problem Constants of Motion
Lec 13 Classification of Orbits
00:41:56

Lec 13 Classification of Orbits
Lec 14 Determining Orbits
00:54:29

Lec 14 Determining Orbits
Lec 15 Kepler Problem
00:39:20

Lec 15 Kepler Problem
Lec 16 Runge Lenz Vector Virial Theorem
00:29:45

Lec 16 Runge Lenz Vector Virial Theorem
Lec 17 Scattering I
00:49:57

Lec 17 Scattering I
Lec 18 Scattering II
00:50:23

Lec 18 Scattering II
Lec 19 Rigid Bodies and Generalised Coordinates
00:57:35

Lec 19 Rigid Bodies and Generalised Coordinates
Lec 20 Rotations and Euler Angles
00:52:36

Lec 20 Rotations and Euler Angles
Lec 21 Rotating Frames
00:54:49

Lec 21 Rotating Frames
Lec 22 Instantaneous Angular Velocity
00:43:48

Lec 22 Instantaneous Angular Velocity
Lec 23 Moment of Inertia Tensor
00:44:33

Lec 23 Moment of Inertia Tensor
Lec 24 Euler Equations
00:53:35

Lec 24 Euler Equations
Lec 25 Heavy Symmetric Top
00:35:54

Lec 25 Heavy Symmetric Top
Lec 26 Legendre Transforms
00:47:43

Lec 26 Legendre Transforms
Lec 27 Hamilton s Equations
00:59:37

Lec 27 Hamilton s Equations
Lec 28 Conservation Laws Routh s procedure
00:41:36

Lec 28 Conservation Laws Routh s procedure
Lec 29 An Example Bead on Spinning Ring
00:41:40

Lec 29 An Example Bead on Spinning Ring
Lec 30 Canonical Transformations
01:01:34

Lec 30 Canonical Transformations
Lec 31 Symplectic Condition
00:47:24

Lec 31 Symplectic Condition
Lec 32 Canonical Invariants Harmonic Oscillator
00:33:03

Lec 32 Canonical Invariants Harmonic Oscillator
Lec 33 Poisson Bracket Formulation
00:40:52

Lec 33 Poisson Bracket Formulation
Lec 34 Infinitesimal Canonical Transformations
00:51:32

Lec 34 Infinitesimal Canonical Transformations
Lec 35 Symmetry Groups of Mechanical Systems
00:58:39

Lec 35 Symmetry Groups of Mechanical Systems
Lec 36 Hamilton Jacobi Theory
00:43:14

Lec 36 Hamilton Jacobi Theory
Lec 37 Action Angle Variables
00:51:00

Lec 37 Action Angle Variables
Lec 38 Separation of Variables and Examples
00:43:51

Lec 38 Separation of Variables and Examples
Lec 39 Small Oscillations
00:26:13

Lec 39 Small Oscillations
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Course Description

Theoretical Mechanics course in hindi, In this course we explore the foundational principles of mechanics, covering classical, relativistic, and quantum mechanics concepts.
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