[dune-fem] A dune-fem project for the thesis - other data

[Mauro Pagani]

About the problem:

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ε∂tv + 4v(v*v-1) - ε*ε div Mi ui = 0

ε∂tv + 4v(v*v-1) - ε*ε div Me ue = 0

with 

Ω = (0,1.4) x (0,1.4)

v = ui - ue

ui(.,0)=-0.5 in A0 = a quarter of a circumference of unit radius
ui(.,0)=+0.5 in <
font style="font-size:10pt" size="2">Ω\A0
ue(.,0)=+0.5 in A0
ue(.,0)=-0.5 in Ω\A0

v =1 on Γ1 =top and right sides of the square

∂v/∂n =0 on Γ2 =left and bottom sides of the square

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I forgot to tell say the the matrices Mi e Me are 2x2, diagonal, with real eigenvalues.

Mauro Pagani 		 	   		   		 	   		  
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