Dear Yves,
Could you please provide me with a hint on how to implement an inclusion
with level set.
I want to implement an inversion/optimization problem with a given
conductive homogeneous medium.
There is a dipole source with given frequency, power and location and i am
modeling a field via Helmholtz equation or MaxwelL equation
Then i want to put an anomalous object (that has different non zero
conductivity/k ^2) inside the media such a way so field propagation and
frequency resolution is sensitive to the anomalia.
My optimization problem is to find the anomalia's position and shape to
minimize a misfit with the measured field. It is close to
structural_optimization.m example but i don't need holes i need an
inclusion.
It still seems to me that it is very reasonable to use a LevelSet based
technique to describe the anomalia and its changings.
But using the level-set raises the variable jump immediately instead of the
operator coefficient jump that i need for.
I looked through some other examples(like fictitious domains) but still
have no way to come up with.
Please share with me some hints if you have one.
Regards, Egor Vtorushin
