Compact axial compressors are of interest to the domestic appliance industry. The associated low Reynolds number leads to high losses compared to large-scale compressors due to a transitional flow field with large regions of separation. This thesis investigates how Reynolds number variations affect the three-dimensional and unsteady flow field in a compact axial compressor both pre-stall and in stall. An experimental study has been conducted using a scaled-up single-stage axial compressor across a Reynolds number range of 10⁴ to 10⁵. Steady and unsteady casing static pressure measurements, along with rotor upstream and downstream unsteady velocity measurements, have been used to observe the rotor flow field. As the Reynolds number is reduced below a critical value, 60,000 in the case of the compressor studied, the pressure rise coefficient of the compressor rapidly decreases. This fall-off in performance, and the critical Reynolds number, is determined by the point at which the compressor endwall separations begin to grow in size. Compact axial compressors have relatively large tip clearances, typically greater than 3% of the chord length. This results in unsteady movement of the tip leakage jet, which impinges on the subsequent blade, and causes leading edge spillage of the flow when operating towards stall. This is particularly prevalent when there is a large casing endwall separation, which can be caused by operating below the compressor’s critical Reynolds number. This spillage leads to a broadband hump and a pattern of equally spaced peaks appearing in the near-field casing static pressure spectra. The frequency spacing of these peaks has been found to equal the measured stall cell speed once rotating stall is established. With the use of an analytical model, and detailed unsteady measurements of the tip leakage jet, it is shown that these flow structures, which decay over a short circumferential distance and rotate at the subsequent stall cell speed, are capable of generating this spectral pattern. Previous research into axial compressor stall has mainly focused on stall inception and methods to extend the stable operating range. This thesis considers the performance of an axial compressor beyond stall and investigates how the characteristics of stall cells depend on Reynolds number. Detailed unsteady measurements have been used to measure the behaviour across a range of in-stall flow coefficients. These measurements have been used to extract the stall hysteresis and to determine the size, speed, number, and spanwise extent of the stall cells. The results show that for the stalled compressor, as the Reynolds number increases, the size of the minimum stall cell that can be sustained decreases. This means that a larger change in throttle area is needed to reduce the stall cell down to a size where the compressor can recover from stall. The stall cells increase in size and slow down as the Reynolds number decreases. The size and shape of the stall cells that form are related to the extent of the three-dimensional flow field present prior to stall. In all cases, as the number of stall cells increases, so do the speed and the total size of the stall cells. Further reductions in the flow coefficient cause an increase in the total size of the stall cells and a decrease in the speed. The value of the critical Reynolds number varies with the compressor blade geometry. A redistribution of the rotor spanwise loading away from the endwalls, with an increased loading at the midspan, can recover some of the loss in performance at the lower Reynolds numbers, and decrease the critical Reynolds number. Increasing the rotor clearance gap in a compact axial compressor results in a significant loss in pressure rise. However, when operating below the critical Reynolds number, this loss is lower, because the casing endwall flow is already separated at lower clearances. Increasing the rotor clearance reduces the stall hysteresis by increasing the minimum stable stall cell size. Below a critical value of Reynolds number, which is dependent on the specific geometry used, the pre-stall and in-stall flow features are highly sensitive to Reynolds number, becoming increasingly three-dimensional and unsteady., EPSRC and Dyson Ltd