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• Solved Problems and Exercise (Ch#4)
• The Finite Square Well Potential, The Harmonic Oscillator, Numerical Solution of the Schrödinger Equation
• The Potential Barrier and Well, The Tunneling Effect, The Asymmetric Square Well, The Symmetric Potential Well
• Properties of One-Dimensional Motion, Discrete Spectrum (Bound States), The Free Particle: Continuous States, The Potential Step
• Solved Problems and Exercise (Ch#3)
• Symmetries and Conservation Laws, Finite Unitary Transformations, Connecting Quantum to Classical Mechanics, The Ehrenfest Theorem, Quantum Mechanics and Classical Mechanics
• Measurement in Quantum Mechanics, Expectation Values, Complete Sets of Commuting Operators, Measurement and the Uncertainty Relations, Time Evolution of the System’s State
• The Basic Postulates of Quantum Mechanics, The State of a System, Observables and Operators
• Solved Problems and Exercise (Ch#2)
• Matrix Representation of the Eigenvalue Problem, Momentum Representation
• Eigenvalues and Eigenvectors of an Operator, Matrix Representation of Kets, Bras, and Operators
• The Hilbert Space and Wave Functions, Dimension and Basis of a Vector Space, Square-Integrable Functions: Wave Functions, Dirac Notation, Operators
• Solved Problems and Exercise (Ch#1)
• Atomic Transition and spectroscopy, Quantized Rule, Wave Packets
• Wave Aspects of Particles, Nature of microscopic world
• Historical Notes, Particle aspects of radiations.