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OpenFOAM® pp 145-155 | Cite as

Enhanced Turbomachinery Capabilities for Foam-Extend: Development and Validation

  • Ilaria De DominicisEmail author
  • Gregor Cvijetić
  • Mark Willetts
  • Hrvoje Jasak
Chapter

Abstract

Turbomachinery simulations represent one of the most challenging fields in Computational Fluid Dynamics (CFD). In recent years, the general CFD capabilities of foam-extend have been extended by introducing and maintaining additional features specifically needed for turbomachinery applications, with the aim of offering a high-quality CFD tool for the study of rotating machinery. This work presents the implementation and validation of new capabilities for turbomachinery with foam-extend, a community-driven fork of OpenFOAM\(^{\textregistered }\). The formulation of an energy equation more convenient for compressible turbomachinery applications has resulted in the rothalpy equation. Rothalpy is a physical quantity conserved over a blade row, stator or rotor, but not over a stage, both stator and rotor. It is fundamental to take into account that the value of rothalpy is not continuous across the rotor–stator interface, due to the change of rotational speed between zones. The rothalpy equation has been derived for both relative and absolute frames of reference, showing that additional terms appear in the absolute frame of reference. Moreover, additional functionality has been added to the rotor–stator interface boundary conditions’ General Grid Interface (GGI), partial Overlap GGI and Mixing Plane Interface, in order to account for the rothalpy jump. The development of these new capabilities and their validation are shown, as well as industrial applications of compressible turbomachinery flows.

Nomenclature

e

Energy

\(h_0\)

Total enthalpy

i

Rothalpy

\(\rho \)

Density

p

Static pressure

R

Radius

\(S_H\)

Source term of enthalpy

T

Temperature

t

Time

\(\bar{\bar{\tau }}\)

Viscous stress tensor

\(\mathbf {U}\)

Rotational velocity vector

\(\mathbf {V}\)

Absolute velocity vector

\(V_\theta \)

Component of absolute velocity in the tangential direction

\(\mathbf {W}\)

Relative velocity vector

\(\omega \)

Rotor angular velocity

Notes

Acknowledgements

Marie Curie Initial Training Network (ITN) AeroTraNet2 of the European Community’s Seventh Framework Programme (FP7).

References

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Copyright information

© Springer Nature Switzerland AG 2019

Authors and Affiliations

  • Ilaria De Dominicis
    • 1
    Email author
  • Gregor Cvijetić
    • 2
  • Mark Willetts
    • 3
  • Hrvoje Jasak
    • 2
  1. 1.General Electric PowerMethodologies for ToolsRugbyUK
  2. 2.Department of Energy, Power Engineering and Environment, Faculty of Mechanical Engineering and Naval ArchitectureUniversity of ZagrebZagrebCroatia
  3. 3.General Electric PowerTools & Methods Integration GroupRugbyUK

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