Abstract
Multi-phase flows in the presence of complex solid geometries are encountered widely throughout industrial processes to intensify mass and heat transfer processes. The efficiency of these processes relies largely on the predominant fluid dynamics regime inside the reaction vessel (e.g. trickle bed, bubble column reactor). The prevailing flow structure is influenced by many factors including the nature of the fluid-solid interactions (i.e. wetting or non-wetting). Such flows are often studied using front-capturing techniques to capture the fluid-fluid interface in combination with an auxiliary model to account for fluid-solid interactions. However, these front-capturing methods have difficulties in accurately representing the interface. Therefore, we adopted a front-tracking method: the Local Front Reconstruction Method (LFRM). In this study, LFRM is coupled with the Immersed Boundary method to incorporate the no-slip boundary condition at the solid surface. The model performance is assessed using droplet spreading simulations, where the equilibrium droplet shape (i.e. radius, height, and outline), the interfacial pressure difference, and the surface tension force are compared to analytical solutions and literature data. The results show an excellent match with the analytical solutions, and additionally superior performance to state-of-the-art volume tracking models.
Original language | English |
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Article number | 113449 |
Number of pages | 19 |
Journal | Journal of Computational Physics |
Volume | 519 |
DOIs | |
Publication status | Published - 15 Dec 2024 |
Funding
This work is part of the \u201CEEMS - Energy Efficient Milky Sprays\u201D project which took place within the framework of the Institute of Sustainable Process Technology (ISPT) and was co-financed by the TKI-Energy & Industry, Danone, DSM, and FrieslandCampina. More information can be found at the EEMS website. Special thanks to C. M. Y. Claassen for her contributions to the implementation of the LFRM framework.
Keywords
- Contact angle
- Direct numerical simulation
- Droplet spreading
- Immersed boundary method
- Local front reconstruction method