Prof. Masatsugu Sei Suzuki
Department of Physics, SUNY-Binghamton


This is a Prof. Masatsugu Suzuki's personal web page, where his lecture notes are posted.

Prof. Suzuki's official page:
Research Information
Publication List
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Lecture Notes:
General Physics
Computational Physics-about
Computational Physics-contents
Method of Theoretical Physics
Modern Physics
Solid State Physics
Quantum Mechanics - Graduate course
Quantum Mechanics I
Quantum Mechanics II
Senior Laboratory
Statistical Thermodynamics


Lecture Notes on Quantum Mechanics (Graduate Course)

INTRODUCTION

REFERENCES

1D barrier with a delta function potential II
1D Bound state
1D Schottky barrier
2D confining circle and 2D squre well
2D isotropic simple harmonics operator method
3D Green function - mathematics
3D anisotropic oscillator problem
3D isotropic simple harmonics
Adding I two spins - Dirac spin exchane operator
Adding II three spin states
Addition of angular momentum I
Addition of angular momentum II - Kronecker product
Addition theorem for spherical harmonics Math
Adiabatic and sudden change
Adiabatic changes moving wall of quantum box
Aharony-Casher effect Feynman path integral method
Ammonia maser physics for perturbation
Angular momentum I - general formalism
Angular momentum II - matrix representation
Angular momentum III - photon
Atoms in a quantized radiation field
Baker-Campbell-Hausdorff theorem
Berry phase I
Berry phase II - spin one half
Berry phase III - S=1
Binding energy of atoms: magic number
Bloch theorem
Casimir effect
Central-field problem
Change of basis
Coherent state and squeezed state
Commutation relation I
Commutation relation II mirror reflection operator
Density operator - phase space representation
Density operator I
Density operator II - reduced density operator
Deuteron
Differential operators-Cylindrical coordinates-angular momentum
Differential operators -Spherical coordinates
Differential operators -Cartesian coordinates
Differential operator method in simple harmonics with the use of Mathematica
Dirac delta function - mathematics
Dirac equation I- discovery by Dirac
Dirac equation II - formulation
Dirac equation III-notation for relativity
Dirac equation IV- matrices
Dirac equation V- symmetries
Dirac equation VI- relativistic Invariance
Dirac equation VII- free particle solution
Dirac equation VIII - Zitterbewegung
Dirac theory IX - hydrogen atom
Eigen value problem I
Eigenvalue problem II calculation for J = 1 case
Eigenvalue problem III - use of unitary operators
Eigenvalue problem IV and solutions - collection
Eikonal equation
Feynman path integral
Feynman path integral-application
Feynman-Hellmann and Kramers method
Finite spherical well
Foldy-Wouthuysen transormation
Free particle in spherical coordinates
Gauge transformation
He atoms
Helium atom and origin of ferromagnetism by Heisenberg
Hermitian operator
HI line 21 cm - hyperfine interaction
Hydrogen atom I - series expansion method
Hydrogen atom II - current density operator
Hydrogen atom III- operator method
Hydrogen atom IV- real system
Hydrogen molecule H2+
Hyperfine interaction
Hyperfine splitting
Identical particles
Infrared absorption of HCl
Intrinsic parity
Isospin
Klein-Gordon solution - Hydrogen atom
Kramers-Heisenberg formula for Rayleigh and Raman
Kronecker product -operator Mathematica
Landau level of conduction electron
Laser physics
Magnetic monopole - Dirac
Magnetic resonance Rabi formula
Maser physics - Schrodinger equation
Muon spin rotation

 

 Neutrino oscillation
Neutron bouncing problem
Neutron Interferometry Experiment
Nuclear magnetic resonance - density operator
Orbital angular momentum epsilon delta relation
p-, d- and f-orbitals
Parity operator
Parity violation
Partial wave expansion
Phase-shift analysis
Photoelectric effect
Photon - spin angular momentum
Photon polarization I
Photon polarization II - operator
Photon polarization III - projection operator
Photon polarization IV - photon emitted from an excited atom
Position and momentum representation
Projection operator
Quantized electromagnetic field
Quantum box
Quantum computation I
Quantum computation II Matrix method
Quantum computation III Operator method
Quantum computing: Equivalence between Quantum teleportation and SWAP
Quantum dense coding
Quantum entanglement I
Quantum entanglement II- Local Realism GHZ state
Quantum Mechanics on NMR with the use of Mathematica
Quantum teleportation
Radial linear momentum
Radial wave function
Radiation field
Reflection and Inversion operator
Relative orbital angular momentum
Rotation matrix
Rotation Operator I and angular momentum
Rotation operator II for s= 1/2
Rotation operator III for J =1
Runge-Lentz method
Rutherford scattering
Sakurai Napolitano Chapter 1 solutions
Sakurai Napolitano Chapter 2 solutions
Sakurai Napolitano Chapter 3 solutions
Sakurai Napolitano Chapter 4 solutions
Sakurai Napolitano Chapter 5 solutions
Sakurai Napolitano Chapter 6 solutions
Sakurai Napolitano Chapter 7 solutions
Sakurai Napolitano Chapter 8 solutions
Scattering - Laboratory and center of mass system
Scattering theory
Scattering of identical particles - experiments
Scattering theory - comparison Born and phase shift
Schrodinger equation - wave packet
Schwarz inequaliy
Second quantization I fermion
Second quantization II boson
Second quantization III application
Second quantization IV relativistic quantum mechanics
Simple harmonics I
Simple harmonics II - ladder operator
Spherical Bessel function - Mathematics
Spherical Harmonics
Spin orbit interaction I
Spin orbit interaction II - L = 1 and S=1/2
Spinor function
Stark effect
Stern-Gerlach experiment I with spin S = 1/2
Stern-Gerlach experiment II with spin S = 1
Tensor operator
Time evolution I - operator
Time evolution II - Schrodinger wave packet
Time I independent perturbation
Time II dependent perturbation
Time reversal I operator
Time Reversal II - scattering
Translation operator I 1D system
Translation operator II- 3D system
Translation operator III - electron propagation
Two-dimensional rotor in electric field
van der Waals interaction - H2 molecules
Variational principle
Vector analysis-mathematics
Vector and Tensor operators
Wigner representation
Wigner-Eckart theorem
WKB approximation I
WKB approximation II - simple harmonics
Young tableau
Yukawa potential: Scattering
Zeeman effect I theory I
Zeeman effect II experiment

 

 

 

 

 

Revised: September 15, 2024