MCS 571 MATLAB Output Figures for PPDE EEM with Derivative BCs
Boundary Conditions of the 2nd Kind
MATLAB Output Figure Stable Case
Ar = r = 0.25
by Artificial Nodes Technique for Mesh m = 7 x-divisions
MATLAB Output Figure in Unstable Case
Ar = r = 0.5
by Artificial Nodes Technique for Mesh m = 7 x-divisions
MATLAB Output Figure Stable Case
Ar = r = 0.25
by 2nd Order FFD/BFD Technique for Mesh m = 7 x-divisions
MATLAB Output Figure Still Stable Case
Ar = r = 0.5
by 2nd Order FFD/BFD Technique for Mesh m = 7 x-divisions
MATLAB Output Figure Very Unstable Case
Ar = r = 0.65
by 2nd Order FFD/BFD Technique for Mesh m = 7 x-divisions