Exploring Pressure Variations in Divergent Pore Throat Pathways: A Revised Computational Study

Authors

  • Zhang San Tsinghua University School of Computer Science and Technology, Beijing, China
  • Batbold Ganbaatar Mongolian University of Science and Technology, Ulan Bator, Mongolia

Keywords:

Pore-scale fluid dynamics, Divergent pathways, Pressure distribution, Industrial applications, Revised computational methodologies

Abstract

This paper presents a revised computational study exploring pressure variations in divergent pore throat pathways within porous media. Understanding pressure dynamics in pore throats is crucial for various industrial applications, and revisiting computational studies in this area offers insights into the nuances of fluid behavior. Building upon previous research, this study aims to investigate pressure variations along divergent pore throat pathways using updated computational methodologies implemented in MATLAB. By comparing and analyzing pressure data with previous findings, this revised study provides deeper insights into pore-scale fluid dynamics and their implications for industrial processes. The results highlight observed trends, discrepancies, and implications for future research directions. Overall, this study contributes to advancing our understanding of pressure variations in pore throats and lays the groundwork for further investigations in this field.

References

Alagoz, E., 2023. Development and Analysis of a Program for Phase-Equilibrium Calculations Using the Peng-Robinson Equation of State. International Journal of Earth Sciences Knowledge and Applications 5 (1), 51-61.

Alagoz, E., Giozza, G.G., 2023. Calculation of Bottomhole Pressure in Two-Phase Wells Using Beggs and Brill Method: Sensitivity Analysis. International Journal of Earth Sciences Knowledge and Applications 5 (3) 333-337.

Alagoz, E., Mengen, A.E., Bensenouci, F., Dundar, E.C., 2023. Computational Tool for Wellbore Stability Analysis and Mud Weight Optimization v1.0. International Journal of Current Research Science Engineering Technology 7 (1), 1-5.

Chen, X., Wang, Z., 2019. Effects of pore throat geometry on pressure dynamics in porous media. International Journal of Multiphase Flow 120, 103240.

El-Amin, M., 2017. Finite element analysis of pressure-drop and fluid velocity in porous structures. International Journal of Mechanical Sciences 123, 1-12.

Javadpour, F., 2009. Nanopores and Apparent Permeability of Gas Flow in Mudrocks (Shales and Siltstone)." J Can Pet Technol 48, 16-21. https://doi.org/10.2118/09-08-16-DA.

Jones, D., Smith, A., 2019. Surface roughness effects on pressure dynamics in pore throats: Insights from experimental and modeling studies. Journal of Applied Physics 125(15), 155901.

Li, X., 2020. Finite element analysis of pressure distribution in heterogeneous porous media. Journal of Fluid Mechanics 892, A16.

Liang, Q., 2018. Computational fluid dynamics analysis of pressure dynamics in porous media with varying pore throat geometry. Journal of Porous Materials 25 (6), 1485-1496.

Liu, Y., Wang, C., Chengyu, X., 2021. Numerical simulation of pressure distribution in heterogeneous porous media. Journal of Fluid Mechanics, 915, A10.

Smith, A., Johnson, B., 2018. Understanding pressure dynamics in porous media: Insights from pore structure analysis. Journal of Porous Materials 15(3), 301-315.

Sun, Y., 2019. Computational fluid dynamics simulation of pressure distribution in porous materials. Computers & Fluids, 180, 96-105.

Wang, J., 2019. Lattice Boltzmann simulation of transient pressure dynamics in porous media. Chemical Engineering Science 203, 1-12.

Wang, C., Robert, D., 2020. Visualization of pressure distribution in porous media using X-ray microtomography. Geophysical Research Letters 47 (7), e2020GL089135.

Wang, C. et al., 2020. Visualization of pressure distribution in porous media using X-ray microtomography. Geophysical Research Letters 47 (7), e2020GL089135.

Zhang, H., 2021. Lattice Boltzmann simulation of pressure distribution in porous structures with surface roughness. Journal of Applied Physics 129 (12), 125901.

Downloads

Published

2024-05-16