Evaluation of a numerical model for predicting flow and heat transfer in a hexagonal helical cruciform seven-rods bundle and analysis of rod bundle size independence

• Published in: International communications in heat and mass transfer 2025-02, Vol.161, Article 108409
• Main Authors: Jiang, Dianqiang, Deng, Jian, Zhang, Dalin, Zhou, Xingguang, Xiao, Changzhi, Tian, Wenxi, Zhang, Jing, Su, G.H.
• Format: Article
• Language: English
• Subjects: Computational fluid dynamics; Flow and heat transfer; Heat convection; Helical cruciform fuel
• ISSN: 0735-1933
• DOI: 10.1016/j.icheatmasstransfer.2024.108409

In this study, the accuracy and applicability of the numerical model are comprehensively evaluated based on the experimental data of a hexagonal helical cruciform (HC) seven-rods bundle. The STAR CCM+ is utilized as a tool to obtain predicted results of flow and heat transfer in different flow regions. The numerical results indicate that it is an improved method to set a negative heat flux on the hexagonal wall in the laminar flow region. The Reynolds stress transport model can accurately predict the experimental results of heat transfer in the transitional flow region, with an average wall temperature deviation of 2.8 °C. The SST k-ω model with cubic constitutive option can accurately predict the experimental results of the flow resistance, and a relative error of f is 1.8 %. In the turbulent flow region, the SST k-ω model with cubic constitutive option provides an accurate prediction, with an average wall temperature deviation of 3.7 °C. The realizable k-ε two-layer model can accurately predict the flow resistance, and the relative error of f is 0.1 %. The preferred numerical model is used to analyze the size independence of the HC rod bundle. This work provides certain guidelines for the accurate simulation in the HC seven-rods bundle. •Numerical fluid and wall temperatures are compared with the experimental values.•Numerical models in laminar, transitional and turbulent flow regions are evaluated.•Results from helical cruciform rod bundles of different sizes are analyzed.