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Udemy - Computational Physics Scientific Programming with Python

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  1. Magnet Link：Magnet LinkMagnet Link
  2. File Size：7.04 GB
  3. Creat Time：2024-05-25
  4. Active Degree：116
  5. Last Active：2024-11-13
  6. File Tags：Udemy  Computational  Physics  Scientific  Programming  with  Python  
  7. Statement：This site does not provide download links, only text displays, and does not contain any infringement.
File List:

    Udemy - Computational Physics Scientific Programming with Python

  1. 11 - [Add on] Nobel prize lecture Electronic properties of graphene/005 Band structure of graphene.mp4 139.82 MB
  2. 11 - [Add on] Nobel prize lecture Electronic properties of graphene/009 Applying magnetic field Landau quantization & Quantum Hall effect.mp4 130.65 MB
  3. 04 - Derivatives/010 [Solution] Calculate velocity and acceleration.mp4 126.83 MB
  4. 11 - [Add on] Nobel prize lecture Electronic properties of graphene/003 From free electrons to band structures.mp4 125.52 MB
  5. 09 - Monte Carlo algorithms/008 Simulating a Metropolis step.mp4 119.17 MB
  6. 11 - [Add on] Nobel prize lecture Electronic properties of graphene/008 Band structure of a graphene nanoribbon.mp4 115.73 MB
  7. 07 - Differential equations II Multiple dimensions/011 Solving the heat equation in two dimensions.mp4 115.26 MB
  8. 04 - Derivatives/006 Better accuracy Richardson method.mp4 111.56 MB
  9. 09 - Monte Carlo algorithms/006 [Project] Simulating a magnet - Setting up & plotting the initial state.mp4 100.69 MB
  10. 09 - Monte Carlo algorithms/012 Dzyaloshinskii–Moriya interaction giving rise to non-collinear spin textures.mp4 98.30 MB
  11. 08 - Eigenvalue problems/011 [Solution] Fit three harmonic oscillations to our numerical solution.mp4 96.25 MB
  12. 10 - [Add On] Quantum mechanics Solving the Schrödinger equation/008 Determining & Discussing the eigensystem of the quantum harmonic oscillator.mp4 95.86 MB
  13. 10 - [Add On] Quantum mechanics Solving the Schrödinger equation/005 Determining & Discussing the eigensystem of the particle in a box.mp4 93.03 MB
  14. 07 - Differential equations II Multiple dimensions/021 Brake maneuver to reach moon orbit.mp4 89.89 MB
  15. 05 - Integrals/016 Calculating the vector potential of a charged wire.mp4 88.74 MB
  16. 11 - [Add on] Nobel prize lecture Electronic properties of graphene/007 Plotting a graphene nanoribbon.mp4 87.44 MB
  17. 07 - Differential equations II Multiple dimensions/015 Analyzing the orbital motion of earth & moon.mp4 84.41 MB
  18. 03 - Series expansion, interpolation & data fitting/010 Perfect interpolation using polynomials - Solving a system of linear equations.mp4 83.03 MB
  19. 08 - Eigenvalue problems/007 [Solution] Write your own routine to calculate the eigenvalues.mp4 82.30 MB
  20. 09 - Monte Carlo algorithms/007 Defining the energy.mp4 81.09 MB
  21. 06 - Differential equations I Basics and 1-dimensional problems/014 Compare different methods for solving differential equations.mp4 80.11 MB
  22. 07 - Differential equations II Multiple dimensions/010 Solving the heat equation in one dimension.mp4 77.10 MB
  23. 11 - [Add on] Nobel prize lecture Electronic properties of graphene/004 Plotting a graphene lattice.mp4 74.76 MB
  24. 08 - Eigenvalue problems/009 Fourier transform Find the characteristic frequencies of the numerical solution.mp4 74.51 MB
  25. 05 - Integrals/007 Rotating a stick around one end.mp4 73.54 MB
  26. 07 - Differential equations II Multiple dimensions/004 Solving the differential equation of a rolling ball.mp4 71.28 MB
  27. 07 - Differential equations II Multiple dimensions/007 Solving the Lorenz differential equation for the chaotic case.mp4 70.58 MB
  28. 02 - [Optional] Python Crash Course/015 Plots with matplotlib.mp4 69.63 MB
  29. 03 - Series expansion, interpolation & data fitting/015 Update the coefficients using gradient descent.mp4 69.37 MB
  30. 05 - Integrals/011 Rotating a sphere Numerical solution.mp4 69.19 MB
  31. 04 - Derivatives/007 Implementing second derivative.mp4 67.54 MB
  32. 09 - Monte Carlo algorithms/010 Improve code using finite temperatures.mp4 67.25 MB
  33. 06 - Differential equations I Basics and 1-dimensional problems/015 Implementation of Runge Kutta 4th order method.mp4 65.21 MB
  34. 05 - Integrals/017 Calculating the magnetic field of a charged wire.mp4 65.18 MB
  35. 05 - Integrals/004 Discretizing integrals & Trapezoidal method.mp4 64.56 MB
  36. 05 - Integrals/006 [Project] Rotational energy & Moment of inertia - Start with a point mass.mp4 64.39 MB
  37. 08 - Eigenvalue problems/012 Generalization to n coupled oscillators.mp4 63.52 MB
  38. 09 - Monte Carlo algorithms/009 Running the Monte Carlo algorithm.mp4 62.80 MB
  39. 09 - Monte Carlo algorithms/004 Approximating Pi using a Monte Carlo algorithm.mp4 62.71 MB
  40. 04 - Derivatives/004 Implementation of derivatives in Python.mp4 60.56 MB
  41. 03 - Series expansion, interpolation & data fitting/014 Calculating the gradient of the error.mp4 60.48 MB
  42. 07 - Differential equations II Multiple dimensions/013 Coding the differential equations for sun, earth & moon.mp4 59.46 MB
  43. 02 - [Optional] Python Crash Course/016 Density plot.mp4 58.52 MB
  44. 03 - Series expansion, interpolation & data fitting/006 Taylor expansion of general function.mp4 58.31 MB
  45. 07 - Differential equations II Multiple dimensions/019 Simulating earth escape.mp4 55.81 MB
  46. 06 - Differential equations I Basics and 1-dimensional problems/012 Improvement Use the SciPy function solve_ivp.mp4 54.59 MB
  47. 08 - Eigenvalue problems/004 Numerical solution of the coupled differential equations.mp4 53.92 MB
  48. 06 - Differential equations I Basics and 1-dimensional problems/017 Comparison of our three methods to solve differential equations.mp4 53.61 MB
  49. 04 - Derivatives/005 Why is the central-differences method better.mp4 52.60 MB
  50. 09 - Monte Carlo algorithms/001 Introduction.mp4 51.78 MB
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