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Whole-assembly flutter analysis of a low-pressure turbine blade

Published online by Cambridge University Press:  04 July 2016

A. I. Sayma
Affiliation:
Imperial College, MED, London, UK
M. Vahdati
Affiliation:
Imperial College, MED, London, UK
M. Imregun
Affiliation:
Imperial College, MED, London, UK
J. S. Green
Affiliation:
Rolls-Royce, Derby, UK

Abstract

This paper reports the findings of a flutter investigation on a low-pressure turbine blade using a 3D, non-linear, integrated aeroelasticity method. The approach has two important features: (i) the calculations are performed in a time-accurate and integrated fashion, whereby the structural and fluid domains are linked via an exchange of boundary conditions at each time step, and (ii) the analysis is performed on the entire bladed-disk assembly, thus removing the need to assume a critical vibration mode shape. Although such calculations are both CPU and in-core memory intensive, they do not require prior knowledge of the flutter mode and hence allow a better understanding of the aeroelasticity phenomena involved.

The flow is modelled inviscidly but the steady-state viscous effects are accounted for using a distributed loss model. The structural model was obtained from a standard finite element (FE) representation and a large number of assembly modes were included in the calculations. The study focused on three part-speed conditions at which a number of unstable modes were known to exist from the available experimental data. The whole assembly was modelled using about 664,000 mesh points and predictions were made of aeroelastic modal time histories. From these time histories it was possible to identify the forward and backward travelling waves and to deduce the unstable modes of vibration. The theoretical predictions were found to be in very good agreement with the experimental findings.

Type
Research Article
Copyright
Copyright © Royal Aeronautical Society 1998 

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References

1. Bendiksen, O. Role of shocks in transonic/supersonic compressor flutter, AIAA J, 1986, 24, pp 11791186.Google Scholar
2. Marshall, J.G. and Imregun, M.A. Survey of aeroelasticity methods with emphasis on turbomachinery, J Fluids and Structures, 1996, 10, pp 237267.Google Scholar
3. Lane, F. System mode shapes in the flutter of compressor blade rows, J Aeronaut Sci, 1956, 23, pp 5466.Google Scholar
4. Erdos, J.I., Altzner, E. and McNally, W. Numerical solution of periodic transonic flow through a fan stage, A1AA J, 1977, 15, pp 165186 Google Scholar
5. He, L. Method of simulating unsteady turbomachinery flows with multiple perturbations, A1AA J, 1992,30, pp 27302735.Google Scholar
6. Vahdati, M. and Imregun, M.A. Non-linear integrated aeroelasticity analysis of a fan blade using unstructured dynamic meshes, J Mech Eng Sci, 1996, Part C, 210, pp 549563.Google Scholar
7. Baldwin, B.S. and Barth, J.A One equation turbulence transport model for high Reynolds number wall-bounded flows, AIAA Paper 91-0610, 1991.Google Scholar
8. Vahdati, M., Morgan, K. and Peraire, J. The computations of viscous compressible flows using an upwind algorithm and unstructured meshes, Computational Non-linear Mechanics in Aerospace Engineering, AIAA Progress in Aeronautics and Astronautics series, 1993.Google Scholar
9. Swanson, R.C. and Turkel, E. On central-difference and upwind schemes, J Comp Phys, 1992, 101, pp 292306.Google Scholar
10. Hirsch, C. Numerical Computation of Internal and External Flows, Volume I, John Wiley & Sons, 1995.Google Scholar
11. Ewins, D.J. Vibration modes of bladed disk assemblies, J Mech Eng Sci, 1973,15, pp 165186.Google Scholar