A STUDY OF MIXING AND HEAT TRANSFER IN COMPLEX CONFIGURATIONS USING ADVANCED RANS-BASED MODELS. Reynolds stress tensor. Scalar flux vector.
Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author.While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server.
Reynolds stress tensor
Scalar flux vector
Extensions following Sadiki et al. (2003) of the model by Sjörgen and Johansson (2000) for EARSM: , where is the curvature corrected vorticity tensor and model by Wikströmet al. (2000) for EASFM:
4. Results and Discussion
4.1 Swirled flow with small swirl number
a) In curved ducts of relevance in heat exchangers, cooling passages of gas turbines and automobile engines, turbulent flow and heat transfer give rise to the existence of so-called “camel back” shapes in the streamwise mean velocity and temperature distribution of the curvature.These shapes were not captured with existing linear, and nonlinear models as well as some RSM.
b) In swirled combustion flows, turbulent mixing are dominated by an extremely 3-D complex turbulent flow behavior of great interest for many combustion engines purposes.
Exp. Roback and Johnson (1983)
Averaged governing equations and modeling
1. In curved ducts, the combination of advanced EARSM/EASFM allows to predict satisfactorily flow processes with heat transfer phenomena , in contrast to linear, nonlinear models and some models of second order level.
2. In swirled confined flows, turbulent flow and mixing processes dominated by the joint effects of geometry confinement (expansion ratio), circumferential velocity and swirl intensity (S) are satisfactorily described. Some results (turbulent scalar flux) are better than computations using second order level-models.
3. Dealing with configurations exhibiting strong wall effects, Low-Re approach is recommendable, as shown in this work. In such cases, LES can not be high performance.
Applications, Results and Discussions
U-bend Duct Configuration
Exp. Johnson and Launder(1985)