Foundations of Quantum Mechanics

This course is part of Quantum Mechanics for Engineers Specialization

Instructor: Wounjhang Park

What you'll learn

  •   Understand the quantum mechanical meaning of wave-particle duality
  •   Calculate probabilities and expectation values for physical observables
  •   Use both Schrödinger and Heisenberg picture to solve for time evolution of quantum states
  •   Describe fermions and bosons using multiparticle basis functions.
  • Skills you'll gain

  •   Mathematical Theory & Analysis
  •   Physical Science
  •   Differential Equations
  •   Linear Algebra
  •   Mathematical Modeling
  •   Advanced Mathematics
  •   Probability
  •   Mechanics
  •   Physics
  •   Engineering Analysis
  • There are 6 modules in this course

    This course covers the fundamental concepts and topics of quantum mechanics which include basic concepts, 1D potential problems, time evolution of quantum states, and essential linear algebra. It provides undergraduate level foundational knowledge and build on them more advanced topics. At the end of this course learners will be able to: 1. demonstrate full grasp of basic concepts in quantum mechanics including wave-particle duality, operators and wavefunctions, and evolution of quantum states, 2. achieve mastery of the mathematical apparatus needed for quantum mechanics and 3. attain foundational knowledge required to learn more advanced quantum mechanics and applications.

    One-dimensional Potential Problems

    Operators and Measurements 1

    Operators and Measurements 2

    Time Evolution of Quantum States

    Ensembles and Identical Particles

    Explore more from Electrical Engineering

    ©2025  ementorhub.com. All rights reserved