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470б |
001 2nd order non-homogeneous ODE solved via Fourier Transform.en.srt |
38.78Кб |
001 2nd order non-homogeneous ODE solved via Fourier Transform.mp4 |
582.51Мб |
001 Bi-dimensional heat equation_ exercise 1.en.srt |
34.89Кб |
001 Bi-dimensional heat equation_ exercise 1.mp4 |
405.50Мб |
001 Derivation of the incompressible fluid equation.en.srt |
11.51Кб |
001 Derivation of the incompressible fluid equation.mp4 |
175.94Мб |
001 Fourier series.en.srt |
5.33Кб |
001 Fourier series.mp4 |
27.93Мб |
001 Gradient and Laplacian_ quick summary.en.srt |
1.72Кб |
001 Gradient and Laplacian_ quick summary.mp4 |
8.71Мб |
001 Laplace Equation in Cartesian Coordinates (exercise).en.srt |
28.11Кб |
001 Laplace Equation in Cartesian Coordinates (exercise).mp4 |
435.55Мб |
001 Nonhomogeneous Heat Equation_ Exercise 1.en.srt |
27.96Кб |
001 Nonhomogeneous Heat Equation_ Exercise 1.mp4 |
441.70Мб |
001 Nonhomogeneous Wave Equation (Exercise 1).en.srt |
31.66Кб |
001 Nonhomogeneous Wave Equation (Exercise 1).mp4 |
357.66Мб |
001 Physics behind the equation part 1.en.srt |
10.48Кб |
001 Physics behind the equation part 1.mp4 |
80.84Мб |
001 Separation of variables to solve the heat equation (part 1).en.srt |
25.40Кб |
001 Separation of variables to solve the heat equation (part 1).mp4 |
358.19Мб |
002 Bi-dimensional heat equation_ exercise 2.en.srt |
11.87Кб |
002 Bi-dimensional heat equation_ exercise 2.mp4 |
100.99Мб |
002 Example of pde.en.srt |
6.13Кб |
002 Example of pde.mp4 |
44.89Мб |
002 Fourier Transforms.en.srt |
12.21Кб |
002 Fourier Transforms.mp4 |
74.06Мб |
002 Laplace Equation in Polar coordinates (exercise 1).en.srt |
24.67Кб |
002 Laplace Equation in Polar coordinates (exercise 1).mp4 |
414.34Мб |
002 Nonhomogeneous Heat Equation_ Exercise 2.en.srt |
8.32Кб |
002 Nonhomogeneous Heat Equation_ Exercise 2.mp4 |
137.97Мб |
002 Nonhomogeneous Wave Equation_ D'Alambert formula.en.srt |
50.86Кб |
002 Nonhomogeneous Wave Equation_ D'Alambert formula.mp4 |
381.51Мб |
002 Physics behind the equation part 2.en.srt |
10.00Кб |
002 Physics behind the equation part 2.mp4 |
86.96Мб |
002 Separation of variables to solve the heat equation (part 2).en.srt |
8.33Кб |
002 Separation of variables to solve the heat equation (part 2).mp4 |
140.26Мб |
003 Bi-dimensional wave equation_ exercise 1.en.srt |
18.22Кб |
003 Bi-dimensional wave equation_ exercise 1.mp4 |
146.10Мб |
003 Dirac delta.en.srt |
21.17Кб |
003 Dirac delta.mp4 |
145.63Мб |
003 Laplace Equation in Polar coordinates (exercise 2).en.srt |
17.73Кб |
003 Laplace Equation in Polar coordinates (exercise 2).mp4 |
296.27Мб |
003 Nonhomogeneous Heat Equation_ Exercise 3.en.srt |
33.41Кб |
003 Nonhomogeneous Heat Equation_ Exercise 3.mp4 |
503.62Мб |
003 Separation of variables to solve the heat equation (part 3).en.srt |
31.21Кб |
003 Separation of variables to solve the heat equation (part 3).mp4 |
354.33Мб |
003 Solution to the pde part 1.en.srt |
15.85Кб |
003 Solution to the pde part 1.mp4 |
129.31Мб |
003 Solving a wave equation using D'Alambert formula (exercise).en.srt |
3.81Кб |
003 Solving a wave equation using D'Alambert formula (exercise).mp4 |
54.92Мб |
004 Energy conservation law for the wave equation.en.srt |
3.85Кб |
004 Energy conservation law for the wave equation.mp4 |
43.74Мб |
004 Laplace Equation in Polar coordinates (exercise 3).en.srt |
16.55Кб |
004 Laplace Equation in Polar coordinates (exercise 3).mp4 |
258.39Мб |
004 Multiple Fourier Transforms.en.srt |
14.66Кб |
004 Multiple Fourier Transforms.mp4 |
122.23Мб |
004 Solution to the pde part 2.en.srt |
434б |
004 Solution to the pde part 2.mp4 |
3.53Мб |
005 Laplace Equation in Polar coordinates (exercise 4).en.srt |
17.41Кб |
005 Laplace Equation in Polar coordinates (exercise 4).mp4 |
288.28Мб |
005 Solution to the pde part 3.en.srt |
17.26Кб |
005 Solution to the pde part 3.mp4 |
159.33Мб |
006 Concept of streamlines (with exercise).en.srt |
16.73Кб |
006 Concept of streamlines (with exercise).mp4 |
206.00Мб |
006 Solution to the pde part 4.en.srt |
10.85Кб |
006 Solution to the pde part 4.mp4 |
105.81Мб |
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TutsNode.com.txt |
63б |