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Lecture Topic : (Math Physics) QUANTUM  MECHANICS (M1, Merzbacher)

Prerequisites : Quantum Mechanics (Sen); Linear Algebra (Sen); Abstract Algebra (Sen, M1);

Recommended Text(s) :

“Quantum Theory”, Eugen Merzbacher, Wiley, 1961

Approx price new on (hard copy) :  –

Approx price second hand on (hard copy) : $18

Availability free on (e-format) : Yes

eMule search key word(s) : Merzbacher, Quantum Theory

Lectures and Links :


Lecture 1  (link)

Ch.1   Introduction to Quantum Mechanics


Lecture 2  (link)

Ch.2   Wave Packets and Free Particle Motion


Lecture 3  (link)

Ch.3   The Wave Equation


Lecture 4  (link)

Ch.4   The Wave Function and the Schrodinger Equation


Lecture 5  (link)

Ch.5   The Linear Harmonic Oscillator


Lecture 6  (link)

Ch.6   Piecewise Constant  Potentials


Lecture 7  (link)

Ch.7   The WKB Approximation


Lecture 8  (link)

Ch.8   The Principles of Wave Mechanicss


Lecture 9  (link)

Ch.9   Central Forces and Angular Momentum


Lecture 10  (link)

Ch.10   The Hydrogen Atom


Lecture 11  (link)

Ch.11   The Free Particle and the Square Well in Three Dimensions


Lecture 12  (link)

Ch.12   Scattering


Lecture 13  (link)

Ch.13   Linear Vector Spaces in Quantum Mechanics


Lecture 14  (link)

Ch.14   Linear Vector Spaces in Quantum Mechanics


Lecture 15  (link)

Ch.15   Quantum Dynamics


Lecture 16  (link)

Ch.16   Bound State Perturbation Theory


Lecture 17  (link)

Ch.17   Application to Bound States of One and Two-Particle Systems


Lecture 18  (link)

Ch.18   Identical Particles


Lecture 19  (link)

Ch.19   Time-Dependent Perturbation Theory


Lecture 20  (link)

Ch.20   Constant Perturbations and Decay Rates


Lecture 21  (link)

Ch.21   The Formal Theory of Scattering


Lecture 22  (link)

Ch.22   Symmetries, Rotations, and Tensor Operators


Links to Other Lecturers on this Topic :


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