Is there a relation between finding the integral of derivative function at a singular point lies on boundaries of given domain, and define a harmonic function ( u =0 ) on that domain?
Set , u=0 be a harmonic function on the given domain such as Crescent domain so there is a cusp on the its boundaries , how to make this integral bounded < infinite
so if this is happen ...should be u not equal zero!
hi,
if you are utilising any numerical method, just put a very small value and not zero to continue the simulations.
regarding the harmonic boundary, you need to simply impose you boundary condition strongly at that point in each period. To avoid singularity, you can approximate your solution at that point by using a proper numerical method, depending on the problem.
The question is not complete: a relation means something that goes on between two concepts - you mentioned only one! :-)
Dear
I know very well what does a relation mean .....so, I have given details about that.
and I started work with some fellow researchers in this website
thanks for your contribution
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