Time-preserving expansive models for geodesic flows of higher genus compact surfaces without conjugate points and continuous Green bundles, and the uniqueness of the measure of maximal entropy

We show that the geodesic flow of a compact , closed surface of genus greater than one without conjugate points and continuous
Green bundles is time-preserving semi-conjugate to a continuous expansive flow acting on a compact 3-manifold. As an application ,
we get the uniqueness of the measure of maximal entropy of the geodesic flow.