  We describe all possible topological structures of Morse flows and typical
one-parametric gradient bifurcation on the M\"obius strip in the case that the
number of singular point of flows is at most six. To describe structures, we
use the separatrix diagrams of flows. The saddle-node bifurcation is specified
by selecting a separatrix in the diagram of the Morse flow befor the
bifurcation and the saddle connection is specified by a separatrix, which
connect two saddles on the diagram.
