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QFT-Lecture Notes-03 Schrodinger Field

Node id: 978page
kapoor's picture 19-12-28 03:12:34 n

QM-Lecture Notes-01 Quick Review of Classical Theories

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1.1 An Overview of Classical Concepts
1.2 Structure and Formulations of Physical Theories
1.3 Concepts that Changed from Classical to Quantum Theory

kapoor's picture 19-12-28 03:12:31 n

Chapter 3 Functions with Branch Point Singularity

Node id: 1027page
kapoor's picture 19-12-28 03:12:31 n

Chapter 2 Elementary Functions and Differentiation

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kapoor's picture 19-12-28 03:12:31 n

Chapter 1 Complex Numbers

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kapoor's picture 19-12-28 03:12:31 n

Nuclear Physics - Lecture Notes

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kapoor's picture 19-12-28 03:12:31 n

Lie Algebras - Question Bank

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kapoor's picture 19-12-28 03:12:31 n

Lie Aigebras - Lecture Notes

Node id: 1014page
kapoor's picture 19-12-28 03:12:31 n

QM-08 :: Commutation Relations, Ladder Operators

Node id: 1109page
kapoor's picture 19-12-28 03:12:22 n

QM-07 :: Canonical Quantisation

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kapoor's picture 19-12-28 03:12:22 n

A very very useful collection of links to Physics Videos.

Node id: 1131blog

Thanks to Sravan Kumar,

Here you will find to very very useful collections of links to Physics Videos.

http://futurism.com/ultimate-collection-free-physics-videos/

kapoor's picture 19-12-28 03:12:19 n

QM-22 :: Wentzel Kramers Brillouin Approximation

Node id: 1120page
kapoor's picture 19-12-28 03:12:19 n

CM-03 Action Principle (Lecture Notes)

Node id: 1257page

Prerequisites:Formulation of Euler Lagrange Equations fron Newton's Laws

Goals and Milestones:

  1. Euler Lagrange equations follow from vartaional principle known as Hamilton's principle.
  2. A symmetry transformation is a tansforamtion of generalized coordinates which leaves the Lagrangian invariant upto a total time derivative.
  3. Noether's theorem states that there exists a conserved quantity corresponding to a every contnuous  transformation which is a symmetry transformation of the acton.
  4. Learn about some well known conservation laws and corresponding symmetry transformation.

    Conservatiion of total momentumSymmetry under translations
    Conservation of \(k^\text{th}\) component of total  angular momrntumSymmetry under rotations about  \(k^\text{th}\) axis.
    In absence of exteral forces the centre of mass of a multipparticle system  moves with constant velocity.Symmetry under Galiliean transformations.
       
kapoor's picture 19-12-28 03:12:03 n

MM-09 Green Functions

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kapoor's picture 19-12-28 03:12:03 n

Interaction Picture

Node id: 1361page
kapoor's picture 19-12-28 03:12:48 n

Hyderabad Central University (March 1979- Nov 2012)

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kapoor's picture 19-12-28 03:12:48 n

How to Create Problems for Students (Part-I)

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In this blog I share my sceme of creating problems and assessment for teaching and evaluation.

kapoor's picture 19-12-28 03:12:44 n

Introduction to WebRTC

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Aashutosh's picture 19-12-28 03:12:36 n

Introduction

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KPN's picture 19-12-28 03:12:36 n

18.3 Born Approximation

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kapoor's picture 19-12-28 03:12:36 n

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