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CSIR NET Objectives part4
Lesson 28 of 34 • 3 upvotes • 7:32mins
Rahul Aggrawal
Classical Mechanics Lagrangian Formulation : CSIR-UGC NET
34 lessons • 4h 35m
1
Intro
6:31mins
2
Classical Mechanics
6:40mins
3
Generalised Coordinates
5:16mins
4
Constraints and Degrees of Freedom
7:38mins
5
Hamilton’s Principle
6:03mins
6
Variational Principle
12:37mins
7
Lagrangian Equation of Motion
9:36mins
8
Applications of Lagrangian Equations of Motion
8:58mins
9
Simple pendulum in Uniform gravitational Field.
12:21mins
10
Pendulum with moving support.
9:50mins
11
Applications part 4, Spherical Pendulum in uniform gravitational field.
9:33mins
12
App 5- Atwood Machine
8:09mins
13
Bead
8:28mins
14
Hamilton Principle for non holonomic systems
7:58mins
15
Why Lagrangian
7:44mins
16
Application, Cylinder rolling down on inclined plane
7:36mins
17
Conservation Theorem
6:31mins
18
Cyclic Coordinate
7:05mins
19
Conservation of linear momentum
7:23mins
20
Similarity between Newtons law and Lagrangian equation of motion
8:00mins
21
Newtons Law from Lagrangian equation
8:01mins
22
Gauge Function for Lagrangian
8:32mins
23
Spring Mass system Problem
9:09mins
24
Conical Pendulum Problem
8:26mins
25
CSIR NET Previous year objective questions part 1
8:24mins
26
CSIR NET Objective Questions part 2
9:04mins
27
CSIR-NET Objective Questions part3
8:38mins
28
CSIR NET Objectives part4
7:32mins
29
CSIR NET Previous year Objective questions part 5
7:34mins
30
Central Force Motion
6:09mins
31
Reduction of two body problem in to one body problem
8:49mins
32
General Features of Central Force
6:17mins
33
Equation of motion
7:31mins
34
First Integral
7:08mins
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