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0:07:33
Slution of Cubic by factorization
0:05:12
Picnic_VBU_2023 (Vinoba Bhave University, Hazariabg)
0:02:31
A problem on Lagrange's equation
0:04:20
A Popular problem and solution of Classical Dynamics
0:09:21
Show that the geodesic on a sphere of radian “a” is its great circles.
0:12:48
Canonical Transformation: Problems with solutions
0:11:07
Poisson theorem, Jacobi's identity, and Jacobi Poisson Theorem
0:05:55
Relation between Lagranges and Poisson brackets
0:05:56
invariance of Lagrange's Bracket under canonical transformation
0:10:51
Invariance of Poission Bracket under canonical Transformation
0:08:18
Jacobi Theorem
0:03:18
Hamilton-Jacobi equation
0:06:01
Principle of least Action
0:08:06
Hamilton's principle and Hamilton's canonical equation
0:05:19
Hamilton's Principle and derivation of Lagrange's equation using Hamilton's principle.
0:08:49
Geodesic: Curve of minimum distance
0:10:38
Shortest distance, Minimum Surface, and Branchistochrone Problem
0:10:23
The technique of Calculus of Variations: Euler’s Lagrange’s equation
0:05:32
Poisson Bracket and its Properties
0:09:02
Cyclic coordinate and Routh's equations
0:07:46
Hamilton's Canonical equations of motion
0:12:55
Energy Equation for holonomic conservative dynamical system
0:16:57
Lagrange's equation of motion for holonomic dynamical system ( Lagrange's equation of 2nd kind)
0:05:23
Lagrange's Equation of motion 1st kind
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