Representation of components of angular momentum in spherical polar coordinates and expression of laplacian operator in spherical polar coordinate
Course Material
- Motion in three dimensions, Angular momentum
- Commutation relation between components of angular momentum
- Representation of components of angular momentum in spherical polar coordinates and expression of laplacian operator in spherical polar coordinate
- Eigen functions of Lz and L2, Rodriguez formula
- Legendre differential equation, new notations of wave function used by dirac
- Creation and annihilation operator,Spherically symmetrical potential
- Spherical harmonics, The hydrogen atom
- Principal Quantum number and degeneracy
- Mid term exam
- Scattering theory and the scattering cross section
- Scattering amplitude
- Born approximation
- Partial wave analysis
- Perturbation theory and time independent perturbation equation
- Time dependent perturbation equation and theorems related to it
- Identical particles and particle exchange operator
- Symmetric and anti symmetric wave functions,Pauli's exclusion principle
- Final term exam
- Chapters 18
- Department Mathematics(SCB)
- Teacher
Afreen Bibi
