A stability analysis of a Eulerian solution method for moving boundary problems in electrochemical machining
A front-tracking method, which is based on a system of N nonlinear, autonomous, ordinary differential equations for describing the movement of N marker points on the moving boundary is described. Local stability of equilibrium solutions and global stability of nonequilibrium solutions are analysed. The general considerations are supplemented by several computations of some examples.
scientific article; zbMATH DE number 4174289
scientific article