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2023
DOI: 10.1016/j.cej.2023.142248
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Direct numerical simulations of liquid–liquid dispersions in a SMX mixer under different inlet conditions

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Cited by 11 publications
(12 citation statements)
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“…The selection of n i and n k is not a trivial task since these two values determine the size and number of data samples available for the model to be trained with (refer to section Data Reconditioning: Augmentation through Windowing), which naturally has a direct effect on model performance and uncertainty. Considering the differing lengths of the time-series data sets for each simulation case, acknowledging that they have been truncated for each mixing system (τ f = 385 and τ f = 98 for the stirred and static mixer, respectively), the values for n i and n k were fixed to (50,50) and (40,30) for the stirred and static mixer, respectively. These values were subjected to an early sensitivity test, but a full-scale tuning process would be required to discover the optimal configuration for each mixing case study.…”
Section: ■ Methodologymentioning
confidence: 99%
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“…The selection of n i and n k is not a trivial task since these two values determine the size and number of data samples available for the model to be trained with (refer to section Data Reconditioning: Augmentation through Windowing), which naturally has a direct effect on model performance and uncertainty. Considering the differing lengths of the time-series data sets for each simulation case, acknowledging that they have been truncated for each mixing system (τ f = 385 and τ f = 98 for the stirred and static mixer, respectively), the values for n i and n k were fixed to (50,50) and (40,30) for the stirred and static mixer, respectively. These values were subjected to an early sensitivity test, but a full-scale tuning process would be required to discover the optimal configuration for each mixing case study.…”
Section: ■ Methodologymentioning
confidence: 99%
“…Each mixer operates in a completely different flow regime, with the former handling transitional/turbulent flows (Re = ρND r 2 /μ ≈ [9000, 18,000]) and the latter operating under laminar conditions (Re = ρ U r D r /μ = 1.63). For brevity, specifics on the problem formulation of each system will not be described herein, but readers are encouraged to refer to previous publications detailing the geometrical and operational specifications, fluid properties, numerical considerations (e.g., grid refinement), and validation. The extracted data sets comprise multidimensional time-series data encompassing three key metrics integral to the dispersion performance: interfacial area growth (IA), drop count (ND), and DSD, calculated as the approximate volume of cells resolving a fully detached structure or “drop”. The choice of these parameters capitalizes on the explicit and robust nature of the interface-tracking scheme [level-contour reconstruction method (LCRM)] embedded in the CFD code used, which furnishes a more accurate and well-resolved representation of the intricate interfacial dynamics compared to other traditional schemes (e.g., level-set methods) …”
Section: Methodsmentioning
confidence: 99%
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“…This process increases the contact area between the oil droplets and the air, thus enhancing the combustion efficacy of heavy oil and minimizing carbon emissions. 3,4 These traditional methods, such as mechanical agitation emulsification, [5][6][7] ultrasonic emulsification, 8,9 and static mixer emulsification, [10][11][12][13] involve high energy consumption and usually result in an uneven droplet size distribution, which causes agglomeration of the emulsion and limits the practical application of the produced heavy oil emulsions.…”
Section: Introductionmentioning
confidence: 99%
“…The CFD results revealed that it achieved the same mixing effect as the conventional design with fewer mixing elements and a significantly reduced pressure drop by introducing gaps between the mixing elements. Valdes et al 29 used a direct numerical simulation method to study the liquid−liquid dispersion performance in SMX mixers under different dispersed phase morphologies at the inlet. Their results provide new insights into droplet deformation and breakup in industrial SMX mixers.…”
Section: Introductionmentioning
confidence: 99%