Advances in Multiphase Flows: Numerical, Experimental, and AI+ Methodologies

A special issue of Mathematics (ISSN 2227-7390). This special issue belongs to the section "Engineering Mathematics".

Deadline for manuscript submissions: 31 May 2024 | Viewed by 3211

Special Issue Editors


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Guest Editor
Kevin T. Crofton Department of Aerospace and Ocean Engineering, Virginia Tech, Blacksburg, VA 24060, USA
Interests: multiphase flow; cavitation; bubble and droplet; fluid engineering
State Key Laboratory of Water Resources and Hydropower Engineering Science, School of Water Resources and Hydropower Engineering, Wuhan University, Wuhan 430072, China
Interests: numerical modeling; cavitating flow; marine propeller; pump

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Guest Editor
Research Center of Fluid Machinery Engineering and Technology, Jiangsu University, Zhenjiang 212013, China
Interests: hydraulic machinery; CFD; cavitating flow; pump

Special Issue Information

Dear Colleagues,

Multiphase flow has wide applications in numerous fields, including chemical engineering, aerospace engineering, petroleum engineering, power engineering, geology, food processing, and environmental engineering. It refers to the movement of two or more phases of matter (i.e., solid, liquid, or gas) together in a system. Understanding multiphase flow is essential for optimizing the efficiency of industrial processes and minimizing environmental impacts.

The behavior of multiphase flow is highly dependent on the properties of the fluids and the flow conditions, such as density, viscosity, and velocity, in the simultaneous flow of two or more phases. It is complex to study and requires advanced analytical tools, computational models, and experimental techniques. In the meantime, fluid mechanics and data-driven methods have gradually been well integrated. Prevalent data-driven methods such as deep learning (DL) and reinforcement learning (RL) could solve many traditionally challenging problems from new perspectives with exceptional efficiencies. However, the challenges of applying data-driven methods to multiphase flow lie in many aspects, such as the lack of high-fidelity datasets (numerical or experimental) and difficulties in creating versatile models and analytical solutions. There is also ongoing research into developing advanced materials/structures and technologies for controlling multiphase flow in different industrial applications. Therefore, multiphase flow is an important study area with significant implications and continuous interest in scientific fields.

This Special Issue aims to gather the recent developments and advancements in the field of multiphase flow. Particular interest is paid to the integration of different methodologies, including analytical, numerical, experimental, and artificial intelligence (AI) techniques. We also welcome papers discussing the challenges and opportunities in a broader field of fluid dynamics, not restricted to multiphases. The findings can contribute to better understanding, prediction, modeling, controlling, and optimization by providing new or improved insights.

In this Special Issue, original research papers, review articles, and perspectives are welcome. Research areas may include (but are not limited to) the following:

  • Two-phase and three-phase flows including gas–liquid, liquid–liquid, gas–solid, or gas–solid–liquid;
  • Multiphase flow modeling and CFD;
  • Multiphase turbulence;
  • Theoretical and mathematical modeling;
  • Numerical methods for simulation and optimization;
  • AI techniques in fluid dynamics research;
  • Multiphase flow measurement and instrumentation;
  • Experimental techniques for flow characterization;
  • Flow visualization;
  • Flow regime transitions and flow pattern prediction;
  • Heat and mass transfer in multiphase flows;
  • Mixing and separation in multiphase flows;
  • Multiphase flow in porous media;
  • Multiphase flow in microchannels and nanochannels;
  • Microfluidic devices and systems;
  • Multiphase flow in viscous and non-Newtonian fluids;
  • Flows in complex geometries with complex boundary conditions;
  • Fluid–structure interaction in multiphase flow;
  • Bubbly flows in fluidized beds;
  • Bubble and drop dynamics;
  • Interaction of gases, liquids, and solids;
  • Interface dynamics and interfacial instabilities;
  • Rheology of multiphase flows;
  • Reactive flows;
  • Cavitating and boiling flows with phase transition;
  • Plasma in dielectrics;
  • Atomization;
  • Multiphase flow in industrial applications.

We look forward to receiving your contributions, and hope this Special Issue will provide a platform for researchers to share their work and exchange knowledge and ideas.

Dr. Mingming Ge
Dr. Bin Ji
Prof. Dr. Desheng Zhang
Guest Editors

Manuscript Submission Information

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Keywords

  • fluid mechanics
  • computational fluid dynamics
  • analytical and numerical methods
  • experiments in fluids
  • data-driven and data assimilation
  • machine learning, deep learning, and reinforcement learning
  • multiphase flows
  • heat and mass transfer
  • bubble and droplets
  • cavitation

Published Papers (3 papers)

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Research

18 pages, 8124 KiB  
Article
Numerical Investigation of Cavitating Jet Flow Field with Different Turbulence Models
by Lidong Li, Yan Xu, Mingming Ge, Zunce Wang, Sen Li and Jinglong Zhang
Mathematics 2023, 11(18), 3977; https://doi.org/10.3390/math11183977 - 19 Sep 2023
Cited by 2 | Viewed by 633
Abstract
In numerous industries such as drilling, peening, cleaning, etc., a cavitating jet is adopted. However, it is challenging to simulate the cavitating flow field numerically with accuracy. The flow field of the organ pipe cavitation nozzle is simulated in this research using the [...] Read more.
In numerous industries such as drilling, peening, cleaning, etc., a cavitating jet is adopted. However, it is challenging to simulate the cavitating flow field numerically with accuracy. The flow field of the organ pipe cavitation nozzle is simulated in this research using the RNG kε, DES, and LES turbulence models. The LES model can more accurately predict the periodic shedding of a cavitating cloud, which is basically consistent with the jet morphology captured with a high−speed camera. The flow pattern, cavitating cloud evolution and shedding period of a cavitating jet are analyzed. The findings demonstrate that the LES model produces a cavitating effect inside the nozzle that is superior to those produced by the RNG kε and DES models. The vortex rings in the diffusion section are simulated using the LES model, which accelerates cavitation. The cavitating clouds of the organ pipe nozzle show periodic evolutions, with stages of generation, development, shedding and collapse. The periodic shedding of the cavitating clouds exhibits a similar pattern in the vorticities simulated using the LES model, and the vorticities display the small-scale structures where the cavitating bubbles collapse. This study can provide a reference for the simulation of a cavitating jet and the analysis of the cavitating mechanism. Full article
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17 pages, 6162 KiB  
Article
Numerical Simulation of Hole Cleaning of a Horizontal Wellbore Model with Breakout Enlargement Section
by Xiaofeng Sun, Liang Tao, Yuanzhe Zhao, Jingyu Qu, Di Yao and Zijian Li
Mathematics 2023, 11(14), 3070; https://doi.org/10.3390/math11143070 - 12 Jul 2023
Cited by 1 | Viewed by 939
Abstract
Horizontal wells are more likely than vertical wells to have enlarged wellbore sections due to borehole instability. However, there is scarce research on borehole cleaning of horizontal wells with enlarged wellbore sections. In this paper, we establish a horizontal wellbore model with a [...] Read more.
Horizontal wells are more likely than vertical wells to have enlarged wellbore sections due to borehole instability. However, there is scarce research on borehole cleaning of horizontal wells with enlarged wellbore sections. In this paper, we establish a horizontal wellbore model with a breakout enlargement section using field borehole diameter data. We used the three-dimensional computational fluid dynamics (CFD) method and the Realizable k-ε turbulence model with the Euler–Euler approach to simulate the effects of the drilling fluid circulation return speed and the spinning speed of the drill pipe on the cutting movement of conventional horizontal wells and horizontal wells with a breakout enlargement section. The simulation results demonstrate that increasing the drilling fluid circulation return speed and the spinning speed of the drill pipe does not significantly improve the hole cleaning impact for horizontal wells with a breakout enlargement section. We analyzed the effects of the enlargement ratio, ellipticity, and principal axis orientation on the borehole cleaning effect of horizontal wells with a breakout enlargement section. The results show that the cleaning impact is better when the enlargement ratio is lower; moreover, the ellipticity is larger and the principal axis orientation is perpendicular to the gravity direction. This paper fills a gap in the existing theory of hole cleaning in horizontal wells and provides a theoretical basis for improving the hole cleaning effect in actual drilling processes. Full article
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15 pages, 3316 KiB  
Article
Estimating the Critical Velocity of the Incipient Motion of Particles on the Cuttings Bed Surface: An Experimental and Theoretical Analysis
by Kaixiang Shen, Zhenqiang Xu, Guoshuai Ju, Yingsheng Wang and Zijian Li
Mathematics 2023, 11(12), 2689; https://doi.org/10.3390/math11122689 - 13 Jun 2023
Viewed by 1012
Abstract
During the drilling of highly deviated and horizontal wells, a pump shutdown causes drill cuttings to settle and form a cuttings bed in the annulus. This study investigated the incipient motion law of the particles on the cuttings bed surface when the drilling [...] Read more.
During the drilling of highly deviated and horizontal wells, a pump shutdown causes drill cuttings to settle and form a cuttings bed in the annulus. This study investigated the incipient motion law of the particles on the cuttings bed surface when the drilling fluid starts circulating again. This work could help field engineers to determine a reasonable incipient pump displacement to improve hole-cleaning efficiency. In this study, the effects of the well inclination angle, cuttings size, and different cuttings densities on the critical velocity of particle motion are analyzed experimentally, using a large-scale flow loop. Next, based on a stress analysis of the particles on the cutting bed surface and on the boundary layer flow around the particles, an analytical formula for the surface shear force of the drilling fluid on particles is derived and a critical velocity model for incipient motion is established. Verification is then carried out and combined with the experimental results. This study has important implications for the design of drilling operations and for the management of cuttings transport in oil and gas wells. It can guide the setting and prediction of pump discharge to improve hole-cleaning efficiency. Full article
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