A one-dimensional spot welding model.
Computation of bifurcated branches in a free boundary problem arising in combustion theory
Computation of bifurcated branches in a free boundary problem arising in combustion theory
We consider a parabolic 2D Free Boundary Problem, with jump conditions at the interface. Its planar travelling-wave solutions are orbitally stable provided the bifurcation parameter does not exceed a critical value . The latter is the limit of a decreasing sequence of bifurcation points. The paper deals with the study of the 2D bifurcated branches from the planar branch, for small k. Our technique is based on the elimination of the unknown front, turning the problem into a fully nonlinear...
Convergence of a lattice numerical method for a boundary-value problem with free boundary and nonlinear Neumann boundary conditions.
Identification of nonlinear coefficient in a transport equation.
Moving heat source reconstruction from the Cauchy boundary data.
On the controllability under constraints on the control for hyperbolic equations.
Solution of the porous media equation by a compact finite difference method.
Thermal radiation and buoyancy effects on heat and mass transfer over a semi-infinite stretching surface with suction and blowing.