The effects of circumferential distortions in inlet total pressure on the flow field in a low-aspect-ratio, high-speed, high-pressure-ratio, transonic compressor rotor are investigated in this paper. The flow field was studied experimentally and numerically with and without inlet total pressure distortion. Total pressure distortion was created by screens mounted upstream from the rotor inlet. Circumferential distortions of eight periods per revolution were investigated at two different rotor speeds. The unsteady blade surface pressures were measured with miniature pressure transducers mounted in the blade. The flow fields with and without inlet total pressure distortion were analyzed numerically by solving steady and unsteady forms of the Reynolds-averaged Navier–Stokes equations. Steady three-dimensional viscous flow calculations were performed for the flow without inlet distortion while unsteady three-dimensional viscous flow calculations were used for the flow with inlet distortion. For the time-accurate calculation, circumferential and radial variations of the inlet total pressure were used as a time-dependent inflow boundary condition. A second-order implicit scheme was used for the time integration. The experimental measurements and the numerical analysis are highly complementary for this study because of the extreme complexity of the flow field. The current investigation shows that inlet flow distortions travel through the rotor blade passage and are convected into the following stator. At a high rotor speed where the flow is transonic, the passage shock was found to oscillate by as much as 20 percent of the blade chord, and very strong interactions between the unsteady passage shock and the blade boundary layer were observed. This interaction increases the effective blockage of the passage, resulting in an increased aerodynamic loss and a reduced stall margin. The strong interaction between the passage shock and the blade boundary layer increases the peak aerodynamic loss by about one percent.

1.
Adamczyk
J. J.
,
Mulac
R. A.
, and
Celestina
M. L.
,
1986
, “
A Model for Closing the Inviscid Form of the Average Passage Equations
,”
ASME JOURNAL OF TURBOMACHINERY
, Vol.
108
, pp.
180
186
.
2.
Bowditch, D. N., and Coltrin, R. E., 1983, “A Survey of Engine Inlet Distortion Capability,” NASA TM-83421.
3.
Cho
N.-H.
,
Liu
X.
,
Rodi
W.
, and
Schonung
B.
,
1993
, “
Calculation of Wake-Induced Unsteady Flow in a Turbine Cascade
,”
ASME JOURNAL OF TURBOMACHINERY
, Vol.
115
, pp.
675
686
.
4.
Copenhaver
W. W.
,
Hah
C.
, and
Puterbauch
S. L.
,
1993
, “
Three-Dimensional Flow Phenomena in a Transonic, High-Through-Flow Compressor Stage
,”
ASME JOURNAL OF TURBOMACHINERY
, Vol.
115
, pp.
240
248
.
5.
Davis
R. L.
,
Hobbs
D. E.
, and
Weingold
H. D.
,
1988
, “
Prediction of Compressor Cascade Performance Using a Navier–Stokes Technique
,”
ASME JOURNAL OF TURBOMACHINERY
, Vol.
110
, pp.
520
531
.
6.
Dawes, W. N., 1986, “Development of a 3D Navier–Stokes Solver for Application to All Types of Turbomachinery,” ASME Paper No. 86-GT-70.
7.
Denton, J. D., and Singh, U. K., 1979, “Time Marching Methods for Turbomachinery Flow Calculation,” VKI Lecture Series, 1979–7.
8.
Denton, J. D., 1986, “The Use of a Distributed Body Force to Simulate Viscous Flow in 3D Flow Calculations,” ASME Paper No. 86-GT-144.
9.
Gallus
H. E.
,
Zeschky
J.
, and
Hah
C.
,
1995
, “
Endwall and Unsteady Flow Phenomena in an Axial Turbine Stage
,”
ASME JOURNAL OF TURBOMACHINERY
, Vol.
117
, pp.
562
570
.
10.
Giles, M. B., 1988, “Stator/Rotor Interaction in a Transonic Turbine,” AIAA Paper No. 88-3093.
11.
Greitzer, E. M., Tan, C. S., Wisler, D. C., Adamczyk, J. A., and Strazisar, A. J., 1994, “Unsteady Flow in Turbomachines: Where’s the Beef?” ASME AD-Vol. 40, Ng, W., Fant, D. and Povinelli, L., eds.
12.
Gundy-Burlet
K. L.
,
Rai
M. M.
,
Stauter
R. C.
, and
Dring
R. P.
,
1991
, “
Temporally and Spatially Resolved Flow in a Two-Stage Axial Compressor: Part 2—Computational Assessment
,”
ASME JOURNAL OF TURBOMACHINERY
, Vol.
113
, pp.
227
232
.
13.
Hah
C.
,
1984
, “
A Navier–Stokes Analysis of Three-Dimensional Turbine Flows Inside Turbine Blade Rows at Design and Off-Design and Conditions
,”
ASME Journal of Engineering for Gas Turbines and Power
, Vol.
106
, pp.
421
429
.
14.
Hah
C.
,
1987
, “
Calculation of Three-Dimensional Viscous Flows in Turbomachinery With an Implicit Relaxation Method
,”
AIAA Journal of Propulsion and Power
, Vol.
3
, No.
5
, pp.
415
422
.
15.
Hah
C.
, and
Wennerstrom
A. J.
,
1990
, “
Three-Dimensional Flowfields Inside a Transonic Compressor With Swept Blades
,”
ASME JOURNAL OF TURBOMACHINERY
, Vol.
113
, pp.
241
251
.
16.
Hah, C., Puterbaugh, S. L., and Copenhaver, W. W., 1993, “Unsteady Aerodynamic Flow Phenomena in a Transonic Compressor Stage,” AIAA Paper No. 93-1868; to be printed in the AIAA Journal of Propulsion and Power.
17.
Hall, E. J., Heidegger, N. J., and Delaney, R. A., 1996, “Performance Prediction of Endwall Treated Fan Rotors With Inlet Distortion,” AIAA Paper No. 96-0244.
18.
Horlock, J. H., 1968, “Fluctuating Lift Forces on Airfoils Moving Through Transverse and Chordwise Gusts,” ASME Journal of Basic Engineering, Vol. 90, Paper No. 68-FE-28.
19.
Jorgenson, P. C. E., and Chima, R. V., 1988, “An Explicit Runge-Kutta Method for Unsteady Rotor/Stator Interaction,” AIAA Paper No. 88-0049.
20.
Longley, J. P., 1988, “Inlet Distortion and Compressor Stability,” Ph.D. Dissertation, Cambridge University.
21.
Mikolajczak, A. A., 1977, “The Practical Importance of Unsteady Flow,” AGARD CP-177, Unsteady Phenomena in Turbomachinery.
22.
Monsarrat, N. T., 1969, “Design Report: Single-Stage Evaluation of Highly-Loaded High-Mach-Number Compressor Stages,” NASA CR 72562.
23.
Moore
J.
, and
Moore
J. E.
,
1981
, “
Calculations of Three-Dimensional Viscous Flow and Wake Development in a Centrufugal Impeller
,”
ASME Journal of Engineering for Power
, Vol.
103
, pp.
367
372
.
24.
Ng
W. F.
, and
Epstein
A. H.
,
1985
, “
Unsteady Losses in Transonic Compressors
,”
ASME Journal of Engineering for Gas Turbines and Power
, Vol.
107
, pp.
345
353
.
25.
Ni, R. H., and Bogoian, J. C., 1989, “Prediction of 3D Multi Stage Turbine Flow Field Using a Multiple Grid Euler Solver,” AIAA Paper No. 89-0203.
26.
Rabe, D., Bolcs, A., and Russler, P., 1995, “Influence of Inlet Distortion on Transonic Compressor Blade Loading,” AIAA Paper No. 95-2461.
27.
Rai, M. M., 1985, “Navier–Stokes Simulations of Rotor-Stator Interaction Using Patched and Overlaid Grids,” AIAA Paper No. 85-1519.
28.
Rao, K., and Delaney, R., 1990, “Investigation of Unsteady Flow Through Transonic Turbine Stage,” AIAA Paper No. 90-2408.
29.
Russler, P. M., 1994, “Acquisition and Reduction of Blade-Mounted Pressure Transducer Data From a Low Aspect Ratio Fan,” WR-TR-94-2021.
30.
Russler, P. M., 1995, “Acquisition and Reduction of Rotor Tip Static Pressure Transducer Data From a Low Aspect Ratio Transonic Fan,” WR-TR-95-2022.
31.
Smith
L. H.
,
1966
, “
Wake Dispersion in Turbomachines
,”
ASME Journal of Basic Engineering
, Vol.
88
, pp.
688
690
.
32.
Smith, L. H., 1970, “Casing Boundary Layers in Mutistage Axial Flow Compressors,” in: Flow Research on Blading, L. S. Dzung, ed., Elsevier Publishing Company, Amsterdam, No. 3, pp. 688–690.
33.
Wennerstrom
A. J.
,
1984
, “
Experimental Study of a High-Through-Flow Transonic Axial Compressor Stage
,”
ASME Journal of Engineering for Gas Turbines and Power
, Vol.
106
, pp.
552
560
.
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