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Explore the strange and powerful laws that govern the microscopic world.
Exam‑style questions with instant feedback.
Section 1: The Quantum Revolution
Section 2: The Schrödinger Equation
Section 3: Mathematical Formalism
Section 4: One-Dimensional Systems
Section 5: Three-Dimensional Quantum Mechanics
Section 6: Spin and Angular Momentum
Section 7: Approximation Methods
Section 8: Identical Particles and Quantum Statistics
Section 9: Time-Dependent Quantum Mechanics
What you’ll achieve
Understand the Schrödinger equation and its physical implications.
Explore quantum phenomena like tunnelling and discrete energy levels.
Apply quantum mechanics to atoms, molecules, and solid-state systems.
Learn mathematical tools such as operators, eigenvalues, and wavefunctions.
Build the foundation for advanced topics like quantum field theory and quantum computing.

Course overview
Quantum Mechanics introduces students to the fundamental principles that describe the behaviour of matter and energy at atomic and subatomic scales. The course covers wave–particle duality, the Schrödinger equation, operators, eigenvalues, and the probabilistic interpretation of quantum states. Students will study potential wells, tunnelling, the hydrogen atom, and angular momentum, while also gaining an introduction to spin and quantum statistics. With applications ranging from semiconductors to lasers and quantum computing, this course provides the theoretical foundation for much of modern physics and technology.
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