The paper concerns numerical predication of turning points of some kinds nonlinear equation in Hilbert space. It shows existence, distribution of nonsingular and turning point solutions of nonlinear equations by means...The paper concerns numerical predication of turning points of some kinds nonlinear equation in Hilbert space. It shows existence, distribution of nonsingular and turning point solutions of nonlinear equations by means of approximation of primitive problems. The existence of turning point solution of stationary Navier-Stokes equation is analysied as a typical application of developed theory.展开更多
A numerieal predication of turning points of a nonlinear problem and its finite element approximate problem is discussed and applied to the stationary Navier-Stokes equations.
文摘The paper concerns numerical predication of turning points of some kinds nonlinear equation in Hilbert space. It shows existence, distribution of nonsingular and turning point solutions of nonlinear equations by means of approximation of primitive problems. The existence of turning point solution of stationary Navier-Stokes equation is analysied as a typical application of developed theory.
基金Profects Supported by the Science Fund of the Chinese Academy of Science
文摘A numerieal predication of turning points of a nonlinear problem and its finite element approximate problem is discussed and applied to the stationary Navier-Stokes equations.
