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Partial Differential Equations
Contents
--------------->>> Types of Equations <<<---------------
Wave equation (homogeneous, inhomogeneous)
Heat equation and diffusion form
Laplace and Poisson equations
Euler form and general forms
--------------->>> Methods of solution <<<---------------
Separation of variables
D'Alembert solution for wave equation
Solution by Fourier transform
Special case for general form
Cauchy/Laplace forms
--------------->>> Boundary value problems <<<---------------
Boundaries of wave, heat, Laplace and Poisson equations
2-dimension and 3-dimension analysis (homogeneous and inhomogeneous)
Euler solution and general form
Exam 1
Exam 2