Prof. P.C. Deshmukh, Indian Institute of Technology Tirupati
Selected Lectures in Classical & Quantum Physics
Classical Mechanics
- Lec 01 : Brachistochrone
- Lec 02: Isochronous Pendulum
- Lec 03 : More Applications of Variational Principle
- Lec 4: Rotations in Classical Mechanics
Electrodynamics
- Lec 05: Semi-empirical Classical Electrodynamics
- Lec 06 : Energy of a Charge Distribution
- Lec 07: Biot, Savart, Ampere Laws
- Lec 08: Multipole Expansions
- Lec 09 : Uniqueness theorem
- Lec 10 : Helmholtz Theorem
- Lec 11 : Maxwell’s Equations and Interface Boundary Conditions
- Lec 12 : EM Waves, Energy, and Momentum; Poynting Vector
- Lec 13 : Electromagnetic Field Tensor
Quantum Mechanics
- Lec 15 : Necessity to Supersede Classical Mechanics by Quantum physics
- Lec 16 : Linear Vector Spaces; Mathematical Formalism of Quantum Physics
- Lec 17 : Hermitian Operators; Observables
- Lec 18 : CSCO: Complete Set of Compatible Observables; Commuting Operators
- Lec 19 : Uncertainty principle and the Schrodinger Equation
- Lec 20 : Quantum Tunnelling
- Lec 21 : Generators of Translations and Rotations; Linear and Angular Momentum
- Lec 22 : Evolution of a Quantum State
- Lec 23: Schrodinger, Heisenberg, and Dirac Picture of Quantum Evolution
- Lec 24 : Feynman Path Integral Approach to Quantum Physics
- Lec 25 : Sum Over all Paths/Histories; Nested Gaussian Integrals
- Lec 26 : Free Particle Path Integrals
- Lec 27 : Superposition States of Feynman Particles
- Lec 28 : Dynamic and Geometrical Phase. BERRY PHASE
- Lec 29 : Feynman Path Integral analysis of BERRY PHASE
- Lec 30 : Path Integral analysis of AHARONOV-BOHM effect.
- Lec 31: Einstein-Podolsky-Rosen Paradox
- Lec 32 : Classical vs. Quantum Uncertainty
- Lec 33 : Quantum Entanglement
- Lec 34 : Correlations in Results of Measurements: Bell Inequality
- Lec 35 : Revisiting classical computers
- Lec 36: Computing: from Classical to Quantum
- Lec 37 : Quantum Logic Gates
- Lec 38 : Physical Qubits – spin half systems
- Lec 39 : Quantum Algorithms
- Lec 40 : No Clone Theorem” of quantum information science
- Lec 41 : Semi-classical Rabi oscillations
- Lec 42 : Generalized Rabi Oscillations
- Lec 43: Need for Quantum Electrodynamics (QED)
- Lec 44 : Jaynes Cummings Model
- Lec 45 : Cavity QED
- Lec 46 : Haroche experiment. Collapse and Revival of Rabi oscillations