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Foundations Of Quantum Mechanics: From Basics To Application
Published 3/2025
MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz
Language: English | Size: 1.35 GB | Duration: 6h 26m
Lectures for a semester-long flipped course on quantum mechanics
What you'll learn
Introduction to fundamental principles and the need for quantum mechanics
Domain of quantum mechanics and its applicability to microscopic systems
Key concepts such as wave-particle duality, quantization, and superposition
Complex numbers and their role in quantum mechanics
Probability theory, probability distributions, and variance in quantum mechanics
Concept and physical meaning of the wavefunction
Normalization of the wavefunction and its importance
Extracting position, velocity, and momentum from the wavefunction
Heisenberg's uncertainty principle and its implications
Derivation and interpretation of Schrodinger's equation
Separation of variables and stationary states in quantum systems
Superposition of stationary states and their physical consequences
Potential functions and their impact on quantum behavior
Infinite square well (particle in a box) and its quantized energy states
Orthogonality and completeness of quantum states
Fourier series applications in quantum mechanics
Quantum harmonic oscillator using ladder operators and power series solutions
Free particles and their corresponding wavefunctions
Example computations and simulations for quantum systems
Requirements
Basic Mathematics - Algebra, trigonometry, and exponentials/logarithms
Complex Numbers - Understanding 𝑖 = − 1 i= −1 and simple operations
Probability - Basic ideas of probability and distributions
Basic Physics - Newton's laws, energy, and momentum
Description
Course OverviewThis course offers a clear and approachable introduction to quantum mechanics, designed to guide students, professionals, and enthusiasts through the essential concepts, mathematical tools, and real-world applications of this exciting field. Whether you're a student looking to understand the foundations of quantum physics or a curious mind eager to dive into one of science's most fascinating areas, this course will provide you with a solid grounding in quantum mechanics.What You Will LearnBy the end of this course, you will have a deep understanding of the following core topics:Fundamental Concepts:Understand the key principles of quantum mechanics, including wave-particle duality, quantization, and the superposition principle.The Wavefunction & Its Properties:Learn how the wavefunction represents quantum systems and how to calculate probabilities, positions, momentum, and more.Schrödinger Equation
Overview
Section 1: Introduction to Quantum Mechanics & Key Concepts
Lecture 1 Introduction to quantum mechanics
Lecture 2 The domain of quantum mechanics
Lecture 3 Key concepts in quantum mechanics
Section 2: Mathematical Foundations
Lecture 4 A review of complex numbers
Lecture 5 Complex numbers examples
Lecture 6 Probability in quantum mechanics
Lecture 7 Probability distributions and their properties
Lecture 8 Variance of probability distributions
Lecture 9 Normalization of the wavefunction
Lecture 10 Position, velocity, and momentum from the wavefunction
Section 3: The Uncertainty Principle
Lecture 11 Introduction to the uncertainty principle
Lecture 12 Key concepts of QM, revisited
Section 4: The Schrödinger Equation
Lecture 13 Separation of variables and the Schrödinger equation
Lecture 14 Stationary solutions to the Schrödinger equation
Lecture 15 Superposition of stationary states
Lecture 16 Potential functions in the Schrödinger equation
Lecture 17 Infinite square well (particle in a box)
Lecture 18 Infinite square well states, orthogonality and completeness (Fourier series)
Lecture 19 Infinite square well example computations and simulation
Physics and Engineering Students - Those studying quantum mechanics as part of their curriculum,STEM Enthusiasts - Anyone curious about the fundamental principles of quantum physics,Mathematics Students - Those interested in the mathematical foundations of quantum theory,Self-Learners - Individuals with a basic background in math and physics who want to explore quantum mechanics,Researchers and Professionals - Scientists or engineers looking for a refresher on quantum principles
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