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Improvement and validation of three-dimensional thermal-hydraulic analysis code (II); Task 1: Incorporation of k-$$varepsilon$$ two-equation turbulence model with COMMIX-1A

Muramatsu, Toshiharu; Maekawa, I.*; Ninokata, Hisashi; Aoki, Tadao

COMMIX-1A is a single-phase three-dimensional thermal-hydraulic analysis code with finite difference method developed at U.S.Argonne National Laboratory. The code is provided with one-equation turbulence model in terms of turbulent kinetic energy, k. However the major shortcoming of the model is that the transport of turbulent length scale $$ell$$ is not accounted for. Therefore the supplementary equation related to the turbulent length scale $$ell$$ has been added to the original model. The dissipation rate of turbulent kinetic energy $$varepsilon$$ has been selected as the unknown variable of the additional equation. The model governed by the set of two equations is thus called "k-$$varepsilon$$ model". The incorporated k-$$varepsilon$$ model in the COMMIX-1A has been validated in the analyses of the following three turbulence experiments: (1)Pipe flow, (2)Expansion flow and (3)Buoyancy flow. In turbulent pipe flow of Re=3.9$$times$$10$$^{5}$$, calculated velocity distribution agrees well within the error of 1 %, but distribution of k is underestimated by maximum 73% in the axial region. In the turbulent channel expansion flow case with backward facing step, calculated reattachment length is overestimated by 18 %. In the enclosed buoyancy driven recirculating flow case, calculated temperature, k and $$varepsilon$$ distributions have shown good agreement with those of the experiment with accuracy of second order in space.

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