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Bibliography

Ewert, R. & W. Schröder.
``Acoustic perturbation equations based on flow decomposition via source filtering''.
J. Comput. Phys. volume 188: pp 365-398, 2003.

Hu, F. Q., M. Y. Hussani & J. L. Manthey.
``Low-dissipation and Low-dispersion Runge-Kutta Schemes for Computational Acoustics''.
J. Comput. Phys. volume 124(1): pp 177-191, 1996.

Li, X., C. Schemel, U. Michel & F. Thiele.
``On the Azimuthal Mode Propagation in Axisymmetric Duct Flows''.
AIAA Paper (2002-2521), 2002.
[ PDF ].

Li, X., C. Schemel, U. Michel & F. Thiele.
``Azimuthal Sound Mode Propagation in Axisymmetric Flow Ducts''.
AIAA Journal volume 42(10): pp 2019-2027, 2004.

Schemel, C.
Modellierung und numerische Simulation der Entstehung und Ausbreitung von Schall durch Entropiewellen in beschleunigten Rohrströmungen.
Diploma thesis, Technische Unversität Berlin, 2003.
[ PDF ].

Schemel, C., F. Thiele, F. Bake, B. Lehmann & U. Michel.
``Sound Generation in the Outlet Section of Gas Turbine Combustion Chambers''.
AIAA Paper (2004-2929), 2004a.
[ PDF ].

Morgenweck, D., C. Schemel & F. Thiele.
``Comparison of computational aeroacoustics with theory using the benchmark case of sound waves excited from a semi infinite duct''.
PAMM - Proceedings in Applied Mathematics and Mechanics (4), 2004.

Schemel, C., F. Thiele & U. Michel.
``Numerical Simulation of the Noise Generation at the Outlet Section of Combustion Chambers''.
Proceedings of the Joint Congress CFA/DAGA'04 pp 115-116, 2004b.
[ PDF ].

Li, X., N. Schönwald, J. Yan & F. Thiele.
``A Numerical Study on the Acoustic Radiation from a Scarfed Intake''.
AIAA Paper (2003-3245), 2003.

Tam, C. K. W. & C. Webb.
``Dispersion-Relation-Preserving Finite Difference Schemes for Computational Aeroacoustics''.
J. Comp Phys. volume 107(2): pp 262-281, 1993.

Stanescu, D. & W. Habashi.
``2N-storage Low-dissipation and Low-dispersion Runge-Kutta Schemes for Computational Aeroacoustics''.
J. Comput. Phys. volume 143(2): pp 674-681, 1998.

Williamson, J. H.
``Low-storage Runge-Kutta schemes''.
J. Comput. Phys. volume 35(1): pp 48-56, 1980.
ISSN 0021-9991.

Tam, C. K. W., C. Webb & T. Z. Dong.
``A Study of Short Wave Components in Computational Aeroacoustics''.
Journal of Computational Acoustics volume 1: pp 1-30, 1993.

Panek, L.
Numerische Simulation der Störungsausbreitung in Düsenströmungen unter Berücksichtigung nichtlinearer Effekte.
Diploma thesis, Technische Unversität Berlin, 2004.
[ PDF ].

Tam, C. & Z. Dong.
``Wall Boundary Conditions for High-Order Finite Difference Schemes in Computional Aeroacoustics''.
Theoret. and Comput. Fluid Dynamics volume 6(6): pp 303-322, 1994.

Tam, C. K. W. & L. Auriault.
``Time-Domain Impedance Boundary Conditions for Computational Aeroacoustics''.
AIAA Journal volume 34(5): pp 917-923, 1996.

Myers, M. K.
``On the acoustic boundary condition in the presence of flow''.
Journal of Sound and Vibration volume 71(8): pp 429-434, 1980.

Israeli, M. & S. Orszag.
``Approximation of radiation boundary condition''.
J. Comput. Phys. volume 41(1): pp 115-135, 1981.

Hu, F.
``A Stable Perfectly Matched Layer For Linearized Euler Equations In Unsplit Physical Variables''.
J. Comput. Phys. volume 173: pp 455-480, 2001.

Berenger, J.-P.
``A perfectly matched layer for the absorption of electromagnetic waves''.
J. Comput. Phys. volume 114: pp 185-200, 1994.

Hu, F.
``On Absorbing Boundary Conditions for Linearized Euler Equations by a Perfectly Matched Layer''.
J. Comput. Phys. volume 129: pp 201-219, 1996.



Charles Mockett 2005-03-18