%0 Journal Article
%A Kuznetsova, E. L.
%A Selin, I. A.
%A Formalev, V. F.
%D 2010
%I Begell House
%K heat transfer, Stefan problem, moving boundaries, composite materials, destruction of binders, analytical solution
%N 1
%P 25-35
%R 10.1615/CompMechComputApplIntJ.v1.i1.20
%T ANALYTICAL STUDY OF STEFAN-TYPE PROBLEMS IN COMPOSITES WITH AN ARBITRARY NUMBER OF MOVING BOUNDARIES OF PHASE TRANSITIONS
%U http://dl.begellhouse.com/journals/36ff4a142dec9609,71a7f1590c5d3f38,67d65b58793db3c5.html
%V 1
%X The problem on heat transfer in semi-infinite bodies with an arbitrary number of unsteady moving boundaries of phase transition (Stefan-type problems) has been formulated and solved analytically. Such problems arise in high-temperature heating of composite materials when destruction of binders is accompanied by formation of moving boundaries of the start and end of phase transitions, boundaries of mass entrainment, etc. An analytical solution of the Stefan-type problem has been obtained at an arbitrary number of unsteady moving boundaries and heat transfer in the presence of two moving boundaries has been studied in detail.
%8 2010-03-04