download скачать Free download скачать : Udemy Statistical Physics Thermodynamics from Beginner to Expert
mp4 | Video: h264,1280X720 | Audio: AAC, 44.1 KHz
Genre:eLearning | Language: English | Size:3.26 GB

Files Included :

1  Overview of the course.mp4 (61.72 MB)
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2  Classical mechanics background.mp4 (25.08 MB)
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3  Newton's laws of motion.mp4 (31.55 MB)
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4  Energy conservation law.mp4 (38.95 MB)
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5  Hamiltonian mechanics.mp4 (26.33 MB)
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6  What about statistical physics.mp4 (17.76 MB)
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7  Section summary.mp4 (7.93 MB)
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1  Section intro.mp4 (24.44 MB)
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10  Section outro.mp4 (14 MB)
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13  [Solution] Task 1 - Probabilities.mp4 (16.16 MB)
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14  [Solution] Task 2 - Probabilities.mp4 (38.04 MB)
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15  [Solution] Task 3 - Probabilities.mp4 (21.23 MB)
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2  Probability & Tree diagrams for coin flip experiments.mp4 (23.84 MB)
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3  Event & Counter event in a dice experiment.mp4 (24.32 MB)
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4  Expectation values for coin, dice & urn problems.mp4 (32.09 MB)
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5  Calculating probabilities Urn problems.mp4 (40.15 MB)
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6  Binomial distribution.mp4 (23.16 MB)
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7  Discussion of the binomial distribution.mp4 (35.66 MB)
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8  Normal distribution (Gaussian distribution).mp4 (15.75 MB)
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9  Poisson distribution.mp4 (9.54 MB)
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1  Section intro.mp4 (37.15 MB)
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10  Example Kinetic energy of a gas - Definition of the temperature.mp4 (86.47 MB)
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11  Example Kinetic energy of a gas - Maxwell velocity distribution.mp4 (54.8 MB)
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13  [Solution] Potential energy of a gas - Barometric formula.mp4 (29.03 MB)
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14  Equivalence of canonical and microcanonical ensemble in the thermodynamic limit.mp4 (68.01 MB)
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15  Summary Canonical and microcanonical ensembles.mp4 (23.04 MB)
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17  Section outro.mp4 (7.84 MB)
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18  Quantum statistics example Quantum harmonic oscillator.mp4 (51.21 MB)
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19  Optional Liouville equation.mp4 (19.01 MB)
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3  Microstates versus macrostates.mp4 (42.91 MB)
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4  Example Statistical treatment of the harmonic oscillator.mp4 (61.31 MB)
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5  Microcanonical ensemble.mp4 (66.62 MB)
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7  Canonical ensemble.mp4 (26.28 MB)
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8  Probability of the canonical ensemble.mp4 (38.55 MB)
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9  Partition function.mp4 (24.17 MB)
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1  Section intro.mp4 (17.74 MB)
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10  Entropy of a black hole.mp4 (52.23 MB)
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11  Internal energy U as a thermodynamic potential.mp4 (15 MB)
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12  Helmholtz free energy F.mp4 (23.75 MB)
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13  Enthalpy H.mp4 (9.48 MB)
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14  Gibbs free energy G.mp4 (10.74 MB)
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15  Maxwell relations.mp4 (6.39 MB)
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16  Section summary Thermodynamic square.mp4 (20.51 MB)
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2  First law of thermodynamics.mp4 (14.76 MB)
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3  Thermodynamic Work.mp4 (22.93 MB)
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4  Pressure.mp4 (22.39 MB)
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5  Second law of thermodynamics.mp4 (18.39 MB)
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6  Entropy.mp4 (18.98 MB)
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7  Third law of thermodynamics.mp4 (13.17 MB)
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8  [Exercise] Entropy of a die.mp4 (11.18 MB)
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9  [Solution] Entropy of a die.mp4 (39.15 MB)
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1  Section intro.mp4 (27.07 MB)
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10  Carnot cycle.mp4 (15.63 MB)
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11  Real gas.mp4 (40.17 MB)
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14  Section outro.mp4 (9.94 MB)
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2  Ideal gas.mp4 (38.6 MB)
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3  Thermodynamic processes.mp4 (13.34 MB)
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4  Isentropic processes.mp4 (43.39 MB)
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5  Heat capacity.mp4 (8.8 MB)
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6  Compressibility.mp4 (15.13 MB)
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7  Thermal expansion.mp4 (6.03 MB)
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8  Application Thermodynamic cycles.mp4 (30.57 MB)
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9  Efficiency of thermodynamic cycles.mp4 (11.23 MB)
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1  Section intro.mp4 (20.28 MB)
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2  Phase transitions.mp4 (13.14 MB)
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3  Landau theory.mp4 (15.38 MB)
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4  Example 2nd-order phase transition in Landau theory.mp4 (43.14 MB)
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5  Example 1st-order phase transition in Landau theory.mp4 (55.03 MB)
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8  Section outro.mp4 (8.11 MB)
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1  Section intro.mp4 (19.56 MB)
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12  Section summary.mp4 (11.64 MB)
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2  Partition function of the grand (macro) canonical ensemble.mp4 (21.41 MB)
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3  Grand canonical potential & Entropy.mp4 (33.32 MB)
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4  Non-interacting quantum gas.mp4 (20.01 MB)
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5  Quantum statistics Bosons versus fermions.mp4 (29.29 MB)
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6  Fermions Fermi-Dirac statistics.mp4 (18.98 MB)
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7  Bosons Bose-Einstein statistics.mp4 (24.05 MB)
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8  Bose-Einstein condensate Behavior at low temperature.mp4 (17.21 MB)
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9  Transition to the classical Maxwell-Boltzmann distribution function.mp4 (20.04 MB)
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1  Section intro.mp4 (16.45 MB)
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2  Zeeman energy.mp4 (23.51 MB)
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3  Ising model.mp4 (22.23 MB)
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4  Partition function of a paramagnet.mp4 (31.54 MB)
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5  Magnetization of a paramagnet.mp4 (31.91 MB)
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6  Heisenberg interaction.mp4 (11.01 MB)
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7  Ferromagnet in mean-field approximation.mp4 (62.29 MB)
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8  Phase transition Ferromagnet versus paramagnet.mp4 (55.96 MB)
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1  Section intro.mp4 (28.96 MB)
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10  Defining the energy.mp4 (79.18 MB)
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11  Simulating a Metropolis step.mp4 (116.36 MB)
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12  Running the Monte Carlo algorithm.mp4 (61.4 MB)
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13  Adding finite temperatures.mp4 (65.66 MB)
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14  Implement interaction with a magnetic field.mp4 (43.47 MB)
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15  Dzyaloshinskii-Moriya interaction.mp4 (96.03 MB)
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17  Clean up the code and use functions.mp4 (38.91 MB)
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18  Magnetization versus temperature.mp4 (45.94 MB)
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19  Magnetization versus magnetic field.mp4 (20.76 MB)
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2  Installing Python and Jupyter Notebook.mp4 (42.75 MB)
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20  Magnetization versus magnetic field in a paramagnet.mp4 (31.53 MB)
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21  Thank you & Goodbye!.mp4 (22.89 MB)
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3  About Monte Carlo algorithms.mp4 (50.68 MB)
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5  Calculating Pi - Explaining the idea behind the algorithm.mp4 (24.9 MB)
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6  Approximating Pi.mp4 (61.24 MB)
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7  Alternative solution and time comparison for approximating Pi.mp4 (40.54 MB)
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9  Magnetism Setting up & plotting the initial state.mp4 (98.35 MB)
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