Unsteady shock effects are investigated in a Mach 2 compression ramp in order to better understand the effects of shock motion on optical propagation. A shock surface is constructed from instantaneous flow data and used to determine the shock motion. This shock surface is then compared to the differential tip in the optical propagation in order to separate out the effects of the shock and the non-equilibrium boundary layer between the shock and ramp wall. The results show that even for a low Reynolds number (Re θ = 1375), the low frequency oscillations still show a characteristic Strouhal number of 0.03 which has been observed over a large range of Mach numbers at higher Reynolds numbers. Despite a marginal correlation between the wall pressure and the shock displacement, it is shown that using the wall pressure to drive Plotkin's simplified model of the shock motion [AIAA J., 13:8, 1975] has a much better correlation with the actual motion.