IST IST

Seminar on
Functional Analysis and Applications

Supported by The Centre for Mathematics and its Applications - CEMAT
and FCT project POCTI/MAT/59972/2004. 



      

        




        


        
    
          
  •  July 7, 2006, Friday - 15h15 (Room P 3.10): 
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 Heat conduction in 2D-domains with symmetric inclusions: a model and reduction to a vector-matrix problem
        


        


        Marina Dubatovskaya  

        
 


        


        
(Belarusian State University, Minsk, Belarus)

        





        
 Abstract.  
The problem of heat conduction of 2D bounded composite material with
symmetrically situated inclusions having different conductivity is reduced
to a vector-matrix Riemann boundary value problem with a piecewise constant matrix.
The proposed method generalizes an approach by V.V. Mityushev presented in
the book by V.V. Mityushev and S.V. Rogosin on  Constructive Methods for Linear and Nonlinear Boundary Value Problems for Analytic Functions , CRC Press,
1999. The talk is based upon joint work with Sergei Rogosin.
  



        



        

        
Seminars take place in Lisbon, I.S.T. - 
Post Graduation Building

Webpage: http://www.math.ist.utl.pt/funcional