Bifurcation of the solution to the problem of steady traveling waves in a layer of viscous liquid on an inclined plane
An investigation is made of the values of the wave number for which a periodic solution is not unique; a bifurcation equation is derived, the number of bifurcating solutions is found, and their behavior near a bifurcation point is considered. The bifurcating solutions are continued numerically with respect to a parameter (the wave number) from the neighborhoods of the bifurcation points.
scientific article; zbMATH DE number 3889124