Evaluation of k-epsilon and RNG turbulence models for confined swirling and non-swirling flow


Autoria(s): Kelson, Neil A.; Truelove, John; McElwain, Sean
Data(s)

01/02/1994

Resumo

In a very recent study [1] the Renormalisation Group (RNG) turbulence model was used to obtain flow predictions in a strongly swirling quarl burner, and was found to perform well in predicting certain features that are not well captured using less sophisticated models of turbulence. The implication is that the RNG approach should provide an economical and reliable tool for the prediction of swirling flows in combustor and furnace geometries commonly encountered in technological applications. To test this hypothesis the present work considers flow in a model furnace for which experimental data is available [2]. The essential features of the flow which differentiate it from the previous study [1] are that the annular air jet entry is relatively narrow and the base wall of the cylindrical furnace is at 90 degrees to the inlet pipe. For swirl numbers of order 1 the resulting flow is highly complex with significant inner and outer recirculation regions. The RNG and standard k-epsilon models are used to model the flow for both swirling and non-swirling entry jets and the results compared with experimental data [2]. Near wall viscous effects are accounted for in both models via the standard wall function formulation [3]. For the RNG model, additional computations with grid placement extending well inside the near wall viscous-affected sublayer are performed in order to assess the low Reynolds number capabilities of the model.

Formato

application/pdf

Identificador

http://eprints.qut.edu.au/93427/

Relação

http://eprints.qut.edu.au/93427/1/BHPrpt.pdf

Kelson, Neil A., Truelove, John, & McElwain, Sean (1994) Evaluation of k-epsilon and RNG turbulence models for confined swirling and non-swirling flow.

Direitos

Copyright 1994 The Author(s)

Fonte

Division of Technology, Information and Learning Support; High Performance Computing and Research Support; School of Mathematical Sciences; Science & Engineering Faculty

Palavras-Chave #091501 Computational Fluid Dynamics #091508 Turbulent Flows
Tipo

Report