What in Physics?
Quantum Mechanics
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1:16:07
25
- 1 Lecture 1: Introduction to Superposition 1:16:07
- 2 Lecture 2: Experimental Facts of Life 1:20:12
- 3 Lecture 3: The Wave Function 1:17:55
- 4 Lecture 4: Expectations, Momentum, and Uncertainty 1:20:07
- 5 Lecture 5: Operators and the Schrödinger Equation 1:23:14
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11:18
14
- 1 Ch 1: Why linear algebra? | Maths of Quantum Mechanics 11:18
- 2 Ch 2: What are kets and wavefunctions? | Maths of Quantum Mechanics 12:12
- 3 Ch 3: Why do we need a Hilbert Space? | Maths of Quantum Mechanics 8:12
- 4 Ch 4: What is an inner product? | Maths of Quantum Mechanics 10:11
- 5 Ch 5: What are Dirac deltas and wavefunction inner products? | Maths of Quantum Mechanics 10:31
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19:53
44
- 1 Lecture Series on Quantum Mechanics (Beginner to Advanced) 19:53
- 2 Best Quantum Mechanics Books (Griffiths, Zettili, Eisberg & More) 13:51
- 3 WHAT IS LIGHT? From Maxwell’s Equations to Photons 30:21
- 4 Blackbody Radiation – Experimental Observations: Stefan Law, Wiens Displacement Law (Part 1) 23:58
- 5 Rayleigh Jeans Law & Ultraviolet Catastrophe (DERIVATION) : Blackbody Radiation (Part 2) 42:16
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1:00:56
31
- 1 Lecture – 1 Introduction to Quantum Physics;Heisenberg”s uncertainty principle 1:00:56
- 2 Lecture – 2 Introduction to linear vector spaces 1:03:17
- 3 Lecture – 3 Characteristics of linear vector spaces 1:02:12
- 4 Lecture – 4 Functions in a linear vector space 59:05
- 5 Lecture – 5 Linear operations in a linear vector space and their eigenvalues 1:05:21
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17:49
115
- 1 Quantum mechanics as a framework. Defining linearity 17:49
- 2 Linearity and nonlinear theories. Schrödinger’s equation 10:03
- 3 Necessity of complex numbers 7:39
- 4 Photons and the loss of determinism 17:21
- 5 The nature of superposition. Mach-Zehnder interferometer 14:31
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44:05
27
- 1 001 Introduction to Quantum Mechanics, Probability Amplitudes and Quantum States 44:05
- 2 002 Dirac Notation and the Energy Representation 42:36
- 3 003 Operators and Measurement 49:12
- 4 004 Commutators and Time Evolution (the Time Dependent Schrodinger Equation) 54:31
- 5 005 Further TDSE and the Position Representation 49:44
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5:26
21
- 1 1. Schrödinger’s equation 5:26
- 2 2. Example system: Harmonic oscillator – part 1 4:32
- 3 3. Example system: Harmonic oscillator – part 2 1:53
- 4 4. Born’s rule 2:24
- 5 5. Normalization condition 3:01
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1:17:26
21
- 1 Lecture 1 – Introduction to Quantum Physics | LUMSx Open Online Course 1:17:26
- 2 Lecture 2 – Quantum States and Qubits | LUMSx Open Online Course 1:33:03
- 3 Lecture 3 – Representing States in Dirac Notation | LUMSx Open Online Course 1:41:14
- 4 Lecture 4 – The Mach-Zehnder Interferometer | LUMSx Open Online Course 1:28:52
- 5 Lecture 5 – Interaction-free Measurements | LUMSx Open Online Course 1:25:53