Goos-Hanchen and Imbert shifts in total reflection on the interface separating two media with relative motion normal to the incidence plane

This study is concerned with the case of total internal reflection on the boundary separating two media with relative motion normal to the incidence plane and with the response effects involving the Goos-Hanchen longitudinal shift L-x and the Fedorov-Pavageau-Imbert transverse shift L-y. This motion case presents, for the subsonic velocities that we can produce, more weak effects than those of a motion case parallel to the incidence plane. Moreover, we show that this case is similar to one where the second medium is more refringent.