1:31:14#2 Proving the Second Law of Thermodynamics with QM | Statistical Mechanics series
A 91-minute video from Physics Daemon: “#2 Proving the Second Law of Thermodynamics with QM | Statistical Mechanics series”.
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54:33#3 All About Free Energy / Lagrange Multipliers / Quantum Statistics (version 2)| Stat Mech series
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1:11:371. Bras, Kets And Operators | Weinberg’s Lectures on Quantum Mechanics
A 72-minute video from Physics Daemon: “1. Bras, Kets And Operators | Weinberg’s Lectures on Quantum Mechanics”.
14:0010. Finding the Eigenvalues of Angular Momentum Operator | Weinberg’s Lectures on Quantum Mechanics
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26:3611. Spherical Harmonics - Eigenfunctions of Angular Momentum | Weinberg’s Lectures on QM
A 27-minute video from Physics Daemon: “11. Spherical Harmonics - Eigenfunctions of Angular Momentum | Weinberg’s Lectures on QM”.
12:5512. Orthonormality Relations of Spherical Harmonics | Weinberg’s Lectures on Quantum Mechanics
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23:3213. Hydrogenic Atoms - Radial Functions | Weinberg’s Lectures on Quantum Mechanics
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20:3814. Hydrogenic Atoms - Energy Levels | Weinberg’s Lectures on Quantum Mechanics
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28:1115. Hydrogenic Atoms - Key Results & Selection Rules | Weinberg’s Lectures on Quantum Mechanics
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20:2516. Hydrogen Atom - What if the Nucleus Moves? | Weinberg’s Lectures on Quantum Mechanics
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36:2317. Quantum Harmonic Oscillator | Weinberg’s Lectures on Quantum Mechanics
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42:0318. 3D Quantum Harmonic Oscillator and Spherical Symmetry | Weinberg’s Lectures on Quantum Mechanics
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1:00:5819. Introducing Spin, Rotations and Group Representations | Weinberg’s Lectures on Quantum Mechanics
A 61-minute video from Physics Daemon: “19. Introducing Spin, Rotations and Group Representations | Weinberg’s Lectures on Quantum Mechanics”.
1:13:442. Continuous States and Observables | Weinberg’s Lectures on Quantum Mechanics
A 74-minute video from Physics Daemon: “2. Continuous States and Observables | Weinberg’s Lectures on Quantum Mechanics”.
39:3220. Angular Momentum States/Values From Commutators | Weinberg’s Lectures on Quantum Mechanics
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57:1621. Addition of Angular Momenta - the Clebsch-Gordan Coefficients | Weinberg’s Lectures on QM
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1:14:4222. Spin and the Stern-Gerlach Experiment | Weinberg’s Lectures on QM
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1:15:2523. Tensor Representation of Rotation | Weinberg’s Lectures on QM
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31:0624. Solutions to Exercises : Wigner-Eckart Theorem | Weinberg’s Lectures on Quantum Mechanics
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47:0424. Wigner-Eckart Theorem | Weinberg’s Lectures on Quantum Mechanics
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1:13:5525. Identical Particles : Bosons and Fermions | Weinberg’s Lectures on Quantum Mechanics
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1:57:4926. Internal Symmetry : Gell-Mann’s Eightfold Way | Weinberg’s Lectures on Quantum Mechanics
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1:29:2927. Parity Symmetry In Quantum Mechanics | Weinberg’s Lectures on Quantum Mechanics
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1:44:0328. An Alternate Derivation of the Hydrogen Spectrum | Weinberg’s Lectures on Quantum Mechanics
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1:17:5029. Perturbation Theory | Weinberg’s Lectures on Quantum Mechanics
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1:13:523. All About Free Energy / Lagrange Multipliers / Quantum Statistics | Stat. Mech. series
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50:083. Symmetries : Unitary and Anti-unitary Operators | Weinberg’s Lectures on Quantum Mechanics
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1:20:284. Lie Algebra, Symmetries and Schrodinger equation | Weinberg’s Lectures on Quantum Mechanics
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1:04:485. Symmetries of Quantum Hamiltonians | Weinberg’s Lectures on Quantum Mechanics
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1:02:536. Quantum Measurement Problem & Interpretations Of QM | Weinberg’s Lectures on Quantum Mechanics
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23:217. Particle States In A Central Potential | Weinberg’s Lectures on Quantum Mechanics
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13:178. Spherical Coordinates and Gradient Operators |Weinberg’s Lectures on Quantum Mechanics
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12:419. Angular Momentum Operator in Spherical Coordinates | Weinberg’s Lectures on Quantum Mechanics
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31:29A Simple Proof Of The Jacobian Formula | Changing Variables In Multiple Integrals
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16:57Dirac Delta Function - How does it work? | Maths of Quantum Mechanics
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6:58Gaussian integral, Gamma function and Hypersphere | Short derivation of math results
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