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Quantum-Mechanics-I(MATH-423)
Hermitian operator,Expected value,uncertainty definition,Heisenberg Uncertainty Principle
Hermitian operator,Expected value,uncertainty definition,Heisenberg Uncertainty Principle
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qm-handsout-7i.pdf (3.43 MB )
qm-handsout-7ii.pdf (2.47 MB )
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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