Contents:
QUANTUM MECHANICS – I :Particle wave – the Schrödinger equation (one-dimensional time-dependant), the wave function and its physical meaning, condition for acceptable wave function, conditions of normalization and orthogonality. Operators – Algebraba of operators, commumutative property, linear operator, commutative operator. Eigen values and Eigen functions – Hamiltonian property of operators, Postulates of quantum mechanics, some typical theorems relating to basic postulates. Free particle system – 24 position, momentum and uncertainty relations, energy of the particle, motion in three dimensions, formulation of Schrödinger’s equation (application to particle in one- and threedimensional boxes). Particle in a box – infinite potential barriers, one dimensional box, three dimensional box, particle with finite potential barrier of definite thickness, the quantum mechanical tunneling.
Quantum Mechanics-I Handwritten Notes PDF
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