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Collection of PDE animations
Nasser M. Abbasi
May
24, 2020
Compiled on May
24, 2020
at 2:50am
1
Heat PDE
2
Wave PDE
3
Laplace and Poisson PDE
4
Burger’s PDE
4.1
Example 1
5
Misc. PDE’s
5.1
FitzHugh-Nagumo in 2D
5.1.1
Example 1
5.1.2
Example 2
6
Appendix
6.1
Summary table
6.2
Using Mathematica to obtain the eigenvalues and eigenfunctions for heat PDE in 1D
6.2.1
\(u(0)=0,u(L)=0\)
6.2.2
\(u^{\prime }(0)=0,u^{\prime }(L)=0\)
6.2.3
\(u^{\prime }(0)=0,u(L)=0\)
6.2.4
\(u(0)=0,u^{\prime }(L)=0\)
6.2.5
\(u(0)=0,u\left ( L\right ) +u^{\prime }(L)=0\)
6.2.6
\(u\left ( 0\right ) +u^{\prime }(0)=0,u^{\prime }(L)=0\)
6.2.7
\(u(-L)=0,u\left ( L\right ) =0\)