Analysis of Goos–Hanchen shift for a dielectric–chiral interface incorporating non-integer dimensional spaces

Analysis of the Goos–Hänchen (GH) shift, for a dielectric–chiral interface incorporating non-integer dimensional (NID) spaces and applying the formula proposed by Artmann, is demonstrated. Both perpendicular and parallel modes of incidence are taken into account in this regard. The impact of variation of permittivity, NID parameter and chirality parameter on the behaviour of reflection coefficient, phase and corresponding GH shift is examined.