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Fundamentals of Quantum Mechanics (PHYS-202/BS Physics 04 years)
Probability Density using the Wave Function of the State

Probability Density using the Wave Function of the State

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Course Material
  • Particle-like Properties of Electromagnetic Radiations: Black Body Radiation
  • Plank’s Radiation Law and Quantum of Energy, Stefan’s Law and Wien’s Displacement Law
  • Derivation of Stefan’s Law and Wien’s Displacement Law from Planck’s Radiation Law
  • Quantization of Energy, Light Quantization and Photoelectric Effect. The Compton Effect.
  • Wave-like Properties of Particles: Wave Nature of Matter and De-Broglie Hypothesis and its Experimental Verification
  • Wave Packet and its Localizations in Space and Time, Heisenberg Uncertainty Principle and its Applications.
  • Model of the Atom: Hydrogen Spectrum, Bohr Theory of Atomic Structure
  • Bohr Theory of the Hydrogen Atom, Bohr Correspondence Principle
  • Experimental Evidence for Quantization and Determination of Critical Potential (Frank-Hertz Experiment)
  • Deficiencies of the Bohr Model Characteristics of Vector Atomic Model (Space Quantization, Angular Momenta and Magnetic Momenta)
  • Orbital Angular Momentum. Quantum Mechanics
  • Quantum Mechanics and its Postulates, Quantum Operators and their Properties
  • Eigen Value and Eigen Functions, Schrödinger Wave Equation (Time Dependent
  • Schrödinger Wave Equation (Time Independent),
  • Application of Time Independent Schrödinger Wave Equation
  • Probability Density using the Wave Function of the State
  • Chapters 16
  • Department Physics
  • Teacher
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