THE response of a duct-embedded multistage compressor to downstream generated rarefaction waves and their reflections is discussed. Partial differential equations of flow and work in their hyperbolic form representing the compressor-duct system in unsteady flow were solved using the method of characteristi cs. Agreement between the analyzed results and an associated experiment was found in terms of the measured frequency of the pulse reflections, amplitude of the first few passes of the waves, and the final operating point of the system. Contents The Model The type of event investigated was that of a rarefaction wave generated downstream of a compressor, simulating, for example, the effects of extinguishing the re-heat in an air-gas turbine engine or the sudden opening of a downstream placed valve in a process plant. Governing equations of continuity of mass, momentum, and energy were solved in their partial differential form by the method of characteristi cs. Setting the equations in terms of the independent variables, axial distance x and time t and the dependent variables, speed of sound a, convection velocity Cx, and pressure p, resulted in a hyperbolic form of the equations permitting use of this technique. The flow considered was then inviscid, compressible, unsteady, and homentropic. The solution, being one-dimensional in space, predicted the passage of planar waves in the axial direction and compressor simulation was confined to high hub-tip ratio machines. Work transfer within a compressor was modeled by using an actuator disk approach. U3 Since