XDJ [Download] Partial Differential Equations (Poisson, Laplace, heat eq.) For Free What you’ll learn How to use the Fourier Trasforms to tackle the problem of solving PDE’s Fourier Transforms in one and multiple dimensions Method of separation of variables to solve the Heat equation (with exercises) Method of separation of variables to solve the Laplace equation in cartesian and polar coordinates (with exercises) How to apply the Fourier Transform to solve 2nd order ODE’s as well concept of streamlines Mathematical tricks How to derive Heisenberg Uncertainty Principle using concepts of Probability Theory Requirements Calculus (especially: derivatives, integrals) Multivariable Calculus (especially: the Jacobian, the Laplacian, etc.) Complex Calculus (basics of Fourier series and residues could help) Some notions of probability theory (distributions, mean, variance) Complex numbers Who this course is for: Students who are interested in Physics and in mathematical derivations of concepts SALES PAGE DOWNLOAD LINK RAR password: xdj@hacksnation.com
Scottdf updated Download links ( free ): 1: https://drive.google.com/drive/folders/ljhel1QgzfgzMhvLO 2: https://mega.nz/file/hidfnbhytxIvbnhGZr2qvGx 4: https://mega.nz/file/lhduhscvf8fJIfgthjklm
