Abstract

The special issue reports the current advancements in the field of computational heat transfer. The area has witnessed rapid strides in the last four decades and the world has seen an explosive growth in the number, range of applicability and robustness of newer computational tools and their increasing application to problems of practical importance in thermal sciences. This issue carries articles that propose better than the state-of-the-art techniques for solving fluid flow and heat transfer problems, those that consider novel variants to existing techniques and demonstrate their use in engineering problems and also those that have employed well known techniques to very complex problems in fields ranging from chemical engineering to nuclear thermal hydraulics. The first paper in the issue by Yadav et al. reports the results of steady state simulations of a three dimensional model of a super critical CO2 based natural convection loop with end heat exchangers. The study shows that even for a small temperature difference of 18 K, buoyancy is powerful enough to result in high heat transfer rates. Nandakumar et al. in their paper studied the thermal hydraulics of sodium heated once through steam generator of a nuclear reactor by three dimensional simulations and used these results in a one dimensional analysis. The results from the study provide an estimate of a key engineering quantity, namely differential thermal expansion of shells and tubes in the steam generator. Amit Kumar and Malhotra formulated a two dimensional numerical model of downward flame over a thin solid fuel and solved it to study the effect of a gas phase heat sink (a wire mesh) on the flame spread and flame extinction. The numerical results were validated with experiments and both of them showed that the wire mesh was effective in reducing the flame spread when placed at a distance of 5 mm. Sengupta et al. carried out a three dimensional conjugate heat transfer analysis of the BeO reflector assemblies of a 2 W upgraded Apsara nuclear reactor. The key challenge here is the accomplishment of heat transfer purely by natural convection and the results indicate that the maximum air gap between the aluminium side and BeO blocks should not be more than 0.3 mm to keep the temperatures within safe limits. Biswas et al. considered a new sub-grid model pertaining to large eddy simulation (LES) methodology, namely shear improved Smagorinsky model that can take into account the mean shear arising out of the anisotropy of the flow. The model was tested for the lid driven cavity flow and the predictions were seen to agree well with the experiments as well as the LES model. Kalyana Raman et al. employed the immersed boundary method (IBM) under mixed convection at Re = 100 for an elliptic cylinder. The advantage of the IBM was the use of a simple Cartesian grid in the simulations. The critical Richardson number at which shedding gets suppressed was determined for different aspect ratios of the elliptic cylinder. Phongthanapanich and Dechaumpai proposed a new second order accurate characteristic based finite volume element method for analyzing time-dependent scalar convection–diffusionreaction equation in two dimensions. The method combined the finite volume and the finite element methods. It was seen that the method reduces spurious oscillations and does not require an artificial diffusion to improve the solution stability. Song and Tafti evaluated the use of a wall model for the LES of a rotating ribbed duct and compared the C. Balaji (&) Department of Mechanical Engineering, Indian Institute of Technology Madras, Chennai, India e-mail: balaji@iitm.ac.in

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