Download Free Download : 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)
MP4
2 Classical mechanics background.mp4 (25.08 MB)
MP4
3 Newton's laws of motion.mp4 (31.55 MB)
MP4
4 Energy conservation law.mp4 (38.95 MB)
MP4
5 Hamiltonian mechanics.mp4 (26.33 MB)
MP4
6 What about statistical physics.mp4 (17.76 MB)
MP4
7 Section summary.mp4 (7.93 MB)
MP4
1 Section intro.mp4 (24.44 MB)
MP4
10 Section outro.mp4 (14 MB)
MP4
13 [Solution] Task 1 - Probabilities.mp4 (16.16 MB)
MP4
14 [Solution] Task 2 - Probabilities.mp4 (38.04 MB)
MP4
15 [Solution] Task 3 - Probabilities.mp4 (21.23 MB)
MP4
2 Probability & Tree diagrams for coin flip experiments.mp4 (23.84 MB)
MP4
3 Event & Counter event in a dice experiment.mp4 (24.32 MB)
MP4
4 Expectation values for coin, dice & urn problems.mp4 (32.09 MB)
MP4
5 Calculating probabilities Urn problems.mp4 (40.15 MB)
MP4
6 Binomial distribution.mp4 (23.16 MB)
MP4
7 Discussion of the binomial distribution.mp4 (35.66 MB)
MP4
8 Normal distribution (Gaussian distribution).mp4 (15.75 MB)
MP4
9 Poisson distribution.mp4 (9.54 MB)
MP4
1 Section intro.mp4 (37.15 MB)
MP4
10 Example Kinetic energy of a gas - Definition of the temperature.mp4 (86.47 MB)
MP4
11 Example Kinetic energy of a gas - Maxwell velocity distribution.mp4 (54.8 MB)
MP4
13 [Solution] Potential energy of a gas - Barometric formula.mp4 (29.03 MB)
MP4
14 Equivalence of canonical and microcanonical ensemble in the thermodynamic limit.mp4 (68.01 MB)
MP4
15 Summary Canonical and microcanonical ensembles.mp4 (23.04 MB)
MP4
17 Section outro.mp4 (7.84 MB)
MP4
18 Quantum statistics example Quantum harmonic oscillator.mp4 (51.21 MB)
MP4
19 Optional Liouville equation.mp4 (19.01 MB)
MP4
3 Microstates versus macrostates.mp4 (42.91 MB)
MP4
4 Example Statistical treatment of the harmonic oscillator.mp4 (61.31 MB)
MP4
5 Microcanonical ensemble.mp4 (66.62 MB)
MP4
7 Canonical ensemble.mp4 (26.28 MB)
MP4
8 Probability of the canonical ensemble.mp4 (38.55 MB)
MP4
9 Partition function.mp4 (24.17 MB)
MP4
1 Section intro.mp4 (17.74 MB)
MP4
10 Entropy of a black hole.mp4 (52.23 MB)
MP4
11 Internal energy U as a thermodynamic potential.mp4 (15 MB)
MP4
12 Helmholtz free energy F.mp4 (23.75 MB)
MP4
13 Enthalpy H.mp4 (9.48 MB)
MP4
14 Gibbs free energy G.mp4 (10.74 MB)
MP4
15 Maxwell relations.mp4 (6.39 MB)
MP4
16 Section summary Thermodynamic square.mp4 (20.51 MB)
MP4
2 First law of thermodynamics.mp4 (14.76 MB)
MP4
3 Thermodynamic Work.mp4 (22.93 MB)
MP4
4 Pressure.mp4 (22.39 MB)
MP4
5 Second law of thermodynamics.mp4 (18.39 MB)
MP4
6 Entropy.mp4 (18.98 MB)
MP4
7 Third law of thermodynamics.mp4 (13.17 MB)
MP4
8 [Exercise] Entropy of a die.mp4 (11.18 MB)
MP4
9 [Solution] Entropy of a die.mp4 (39.15 MB)
MP4
1 Section intro.mp4 (27.07 MB)
MP4
10 Carnot cycle.mp4 (15.63 MB)
MP4
11 Real gas.mp4 (40.17 MB)
MP4
14 Section outro.mp4 (9.94 MB)
MP4
2 Ideal gas.mp4 (38.6 MB)
MP4
3 Thermodynamic processes.mp4 (13.34 MB)
MP4
4 Isentropic processes.mp4 (43.39 MB)
MP4
5 Heat capacity.mp4 (8.8 MB)
MP4
6 Compressibility.mp4 (15.13 MB)
MP4
7 Thermal expansion.mp4 (6.03 MB)
MP4
8 Application Thermodynamic cycles.mp4 (30.57 MB)
MP4
9 Efficiency of thermodynamic cycles.mp4 (11.23 MB)
MP4
1 Section intro.mp4 (20.28 MB)
MP4
2 Phase transitions.mp4 (13.14 MB)
MP4
3 Landau theory.mp4 (15.38 MB)
MP4
4 Example 2nd-order phase transition in Landau theory.mp4 (43.14 MB)
MP4
5 Example 1st-order phase transition in Landau theory.mp4 (55.03 MB)
MP4
8 Section outro.mp4 (8.11 MB)
MP4
1 Section intro.mp4 (19.56 MB)
MP4
12 Section summary.mp4 (11.64 MB)
MP4
2 Partition function of the grand (macro) canonical ensemble.mp4 (21.41 MB)
MP4
3 Grand canonical potential & Entropy.mp4 (33.32 MB)
MP4
4 Non-interacting quantum gas.mp4 (20.01 MB)
MP4
5 Quantum statistics Bosons versus fermions.mp4 (29.29 MB)
MP4
6 Fermions Fermi-Dirac statistics.mp4 (18.98 MB)
MP4
7 Bosons Bose-Einstein statistics.mp4 (24.05 MB)
MP4
8 Bose-Einstein condensate Behavior at low temperature.mp4 (17.21 MB)
MP4
9 Transition to the classical Maxwell-Boltzmann distribution function.mp4 (20.04 MB)
MP4
1 Section intro.mp4 (16.45 MB)
MP4
2 Zeeman energy.mp4 (23.51 MB)
MP4
3 Ising model.mp4 (22.23 MB)
MP4
4 Partition function of a paramagnet.mp4 (31.54 MB)
MP4
5 Magnetization of a paramagnet.mp4 (31.91 MB)
MP4
6 Heisenberg interaction.mp4 (11.01 MB)
MP4
7 Ferromagnet in mean-field approximation.mp4 (62.29 MB)
MP4
8 Phase transition Ferromagnet versus paramagnet.mp4 (55.96 MB)
MP4
1 Section intro.mp4 (28.96 MB)
MP4
10 Defining the energy.mp4 (79.18 MB)
MP4
11 Simulating a Metropolis step.mp4 (116.36 MB)
MP4
12 Running the Monte Carlo algorithm.mp4 (61.4 MB)
MP4
13 Adding finite temperatures.mp4 (65.66 MB)
MP4
14 Implement interaction with a magnetic field.mp4 (43.47 MB)
MP4
15 Dzyaloshinskii-Moriya interaction.mp4 (96.03 MB)
MP4
17 Clean up the code and use functions.mp4 (38.91 MB)
MP4
18 Magnetization versus temperature.mp4 (45.94 MB)
MP4
19 Magnetization versus magnetic field.mp4 (20.76 MB)
MP4
2 Installing Python and Jupyter Notebook.mp4 (42.75 MB)
MP4
20 Magnetization versus magnetic field in a paramagnet.mp4 (31.53 MB)
MP4
21 Thank you & Goodbye!.mp4 (22.89 MB)
MP4
3 About Monte Carlo algorithms.mp4 (50.68 MB)
MP4
5 Calculating Pi - Explaining the idea behind the algorithm.mp4 (24.9 MB)
MP4
6 Approximating Pi.mp4 (61.24 MB)
MP4
7 Alternative solution and time comparison for approximating Pi.mp4 (40.54 MB)
MP4
9 Magnetism Setting up & plotting the initial state.mp4 (98.35 MB)
MP4
MP4
2 Classical mechanics background.mp4 (25.08 MB)
MP4
3 Newton's laws of motion.mp4 (31.55 MB)
MP4
4 Energy conservation law.mp4 (38.95 MB)
MP4
5 Hamiltonian mechanics.mp4 (26.33 MB)
MP4
6 What about statistical physics.mp4 (17.76 MB)
MP4
7 Section summary.mp4 (7.93 MB)
MP4
1 Section intro.mp4 (24.44 MB)
MP4
10 Section outro.mp4 (14 MB)
MP4
13 [Solution] Task 1 - Probabilities.mp4 (16.16 MB)
MP4
14 [Solution] Task 2 - Probabilities.mp4 (38.04 MB)
MP4
15 [Solution] Task 3 - Probabilities.mp4 (21.23 MB)
MP4
2 Probability & Tree diagrams for coin flip experiments.mp4 (23.84 MB)
MP4
3 Event & Counter event in a dice experiment.mp4 (24.32 MB)
MP4
4 Expectation values for coin, dice & urn problems.mp4 (32.09 MB)
MP4
5 Calculating probabilities Urn problems.mp4 (40.15 MB)
MP4
6 Binomial distribution.mp4 (23.16 MB)
MP4
7 Discussion of the binomial distribution.mp4 (35.66 MB)
MP4
8 Normal distribution (Gaussian distribution).mp4 (15.75 MB)
MP4
9 Poisson distribution.mp4 (9.54 MB)
MP4
1 Section intro.mp4 (37.15 MB)
MP4
10 Example Kinetic energy of a gas - Definition of the temperature.mp4 (86.47 MB)
MP4
11 Example Kinetic energy of a gas - Maxwell velocity distribution.mp4 (54.8 MB)
MP4
13 [Solution] Potential energy of a gas - Barometric formula.mp4 (29.03 MB)
MP4
14 Equivalence of canonical and microcanonical ensemble in the thermodynamic limit.mp4 (68.01 MB)
MP4
15 Summary Canonical and microcanonical ensembles.mp4 (23.04 MB)
MP4
17 Section outro.mp4 (7.84 MB)
MP4
18 Quantum statistics example Quantum harmonic oscillator.mp4 (51.21 MB)
MP4
19 Optional Liouville equation.mp4 (19.01 MB)
MP4
3 Microstates versus macrostates.mp4 (42.91 MB)
MP4
4 Example Statistical treatment of the harmonic oscillator.mp4 (61.31 MB)
MP4
5 Microcanonical ensemble.mp4 (66.62 MB)
MP4
7 Canonical ensemble.mp4 (26.28 MB)
MP4
8 Probability of the canonical ensemble.mp4 (38.55 MB)
MP4
9 Partition function.mp4 (24.17 MB)
MP4
1 Section intro.mp4 (17.74 MB)
MP4
10 Entropy of a black hole.mp4 (52.23 MB)
MP4
11 Internal energy U as a thermodynamic potential.mp4 (15 MB)
MP4
12 Helmholtz free energy F.mp4 (23.75 MB)
MP4
13 Enthalpy H.mp4 (9.48 MB)
MP4
14 Gibbs free energy G.mp4 (10.74 MB)
MP4
15 Maxwell relations.mp4 (6.39 MB)
MP4
16 Section summary Thermodynamic square.mp4 (20.51 MB)
MP4
2 First law of thermodynamics.mp4 (14.76 MB)
MP4
3 Thermodynamic Work.mp4 (22.93 MB)
MP4
4 Pressure.mp4 (22.39 MB)
MP4
5 Second law of thermodynamics.mp4 (18.39 MB)
MP4
6 Entropy.mp4 (18.98 MB)
MP4
7 Third law of thermodynamics.mp4 (13.17 MB)
MP4
8 [Exercise] Entropy of a die.mp4 (11.18 MB)
MP4
9 [Solution] Entropy of a die.mp4 (39.15 MB)
MP4
1 Section intro.mp4 (27.07 MB)
MP4
10 Carnot cycle.mp4 (15.63 MB)
MP4
11 Real gas.mp4 (40.17 MB)
MP4
14 Section outro.mp4 (9.94 MB)
MP4
2 Ideal gas.mp4 (38.6 MB)
MP4
3 Thermodynamic processes.mp4 (13.34 MB)
MP4
4 Isentropic processes.mp4 (43.39 MB)
MP4
5 Heat capacity.mp4 (8.8 MB)
MP4
6 Compressibility.mp4 (15.13 MB)
MP4
7 Thermal expansion.mp4 (6.03 MB)
MP4
8 Application Thermodynamic cycles.mp4 (30.57 MB)
MP4
9 Efficiency of thermodynamic cycles.mp4 (11.23 MB)
MP4
1 Section intro.mp4 (20.28 MB)
MP4
2 Phase transitions.mp4 (13.14 MB)
MP4
3 Landau theory.mp4 (15.38 MB)
MP4
4 Example 2nd-order phase transition in Landau theory.mp4 (43.14 MB)
MP4
5 Example 1st-order phase transition in Landau theory.mp4 (55.03 MB)
MP4
8 Section outro.mp4 (8.11 MB)
MP4
1 Section intro.mp4 (19.56 MB)
MP4
12 Section summary.mp4 (11.64 MB)
MP4
2 Partition function of the grand (macro) canonical ensemble.mp4 (21.41 MB)
MP4
3 Grand canonical potential & Entropy.mp4 (33.32 MB)
MP4
4 Non-interacting quantum gas.mp4 (20.01 MB)
MP4
5 Quantum statistics Bosons versus fermions.mp4 (29.29 MB)
MP4
6 Fermions Fermi-Dirac statistics.mp4 (18.98 MB)
MP4
7 Bosons Bose-Einstein statistics.mp4 (24.05 MB)
MP4
8 Bose-Einstein condensate Behavior at low temperature.mp4 (17.21 MB)
MP4
9 Transition to the classical Maxwell-Boltzmann distribution function.mp4 (20.04 MB)
MP4
1 Section intro.mp4 (16.45 MB)
MP4
2 Zeeman energy.mp4 (23.51 MB)
MP4
3 Ising model.mp4 (22.23 MB)
MP4
4 Partition function of a paramagnet.mp4 (31.54 MB)
MP4
5 Magnetization of a paramagnet.mp4 (31.91 MB)
MP4
6 Heisenberg interaction.mp4 (11.01 MB)
MP4
7 Ferromagnet in mean-field approximation.mp4 (62.29 MB)
MP4
8 Phase transition Ferromagnet versus paramagnet.mp4 (55.96 MB)
MP4
1 Section intro.mp4 (28.96 MB)
MP4
10 Defining the energy.mp4 (79.18 MB)
MP4
11 Simulating a Metropolis step.mp4 (116.36 MB)
MP4
12 Running the Monte Carlo algorithm.mp4 (61.4 MB)
MP4
13 Adding finite temperatures.mp4 (65.66 MB)
MP4
14 Implement interaction with a magnetic field.mp4 (43.47 MB)
MP4
15 Dzyaloshinskii-Moriya interaction.mp4 (96.03 MB)
MP4
17 Clean up the code and use functions.mp4 (38.91 MB)
MP4
18 Magnetization versus temperature.mp4 (45.94 MB)
MP4
19 Magnetization versus magnetic field.mp4 (20.76 MB)
MP4
2 Installing Python and Jupyter Notebook.mp4 (42.75 MB)
MP4
20 Magnetization versus magnetic field in a paramagnet.mp4 (31.53 MB)
MP4
21 Thank you & Goodbye!.mp4 (22.89 MB)
MP4
3 About Monte Carlo algorithms.mp4 (50.68 MB)
MP4
5 Calculating Pi - Explaining the idea behind the algorithm.mp4 (24.9 MB)
MP4
6 Approximating Pi.mp4 (61.24 MB)
MP4
7 Alternative solution and time comparison for approximating Pi.mp4 (40.54 MB)
MP4
9 Magnetism Setting up & plotting the initial state.mp4 (98.35 MB)
MP4
Code:
Bitte
Anmelden
oder
Registrieren
um Code Inhalt zu sehen!
Code:
Bitte
Anmelden
oder
Registrieren
um Code Inhalt zu sehen!
Code:
Bitte
Anmelden
oder
Registrieren
um Code Inhalt zu sehen!
