Commutator of dynamical variables and momentum operator,operators to check linearity and non linearity of functions and problems
Course Material
- Introduction to classical and quantum mechanics,laws of forces,History of Quantum mechanics
- Inedequences of classical mechanics,principle of equipartition of energy,Black Body Radiation and Raleigh Jeans Formula,
- Plank’s Law,Boltzman Stephan’s Law,Graphical difference between Raleigh Jeans and Plank’s Law,Photo electric effect and concept of photon
- The Compton Effect formula,Rules of Neil Bohr,(radius,frequency,energy)of Hydrogen atom,Schematic diagram of energy levels,De Broglie wave particle duality theory
- Devission and Germer experiment of wave particle duality,G.P Thompson experiment,Summer field Whison principle
- Schrodinger Time Dependent and Independent Wave Equation,Hamiltonian Operator,Schwar’z inequality in integral form and for finite sums
- Hermitian operator,Expected value,uncertainty definition,Heisenberg Uncertainty Principle
- Commutator operator, eigon vector and function,linearity and non linearity
- Schmidt Orthogonalization Procedure,Compatible observable and its theorems and problems
- Mid Term Exams
- Commutator of dynamical variables and momentum operator,operators to check linearity and non linearity of functions and problems
- Winter Break
- Generalization of parity operator,even and odd function,different types of parity operators
- Introduction to Direc Delta Function,step heaviside function,relation between direc delta function and step function,definition of Ensamble average
- Properties of Direc delta function, parsevel identity, step potential, wave functions of solutions of Schrodinger's equation, probability current
- Potential barrier, gamow explanation, concept of potential well and relative problems
- Final term
- Chapters 17
- Department Mathematics
- Teacher
Ms. Wajiha Pervaiz
