Abstract

Sand production is a complex phenomenon caused by the erosion of borehole walls during the extraction of hydrocarbons. In this paper, the sanding process in a typical Thick-Walled Hollow Cylinder (TWHC) test is numerically simulated. The main objective of the study is to model the particulate mechanism of sand production in granular assemblies with different bonding conditions and examine the effects of parameters such as stress level and cavity size on the sanding model. Due to the discrete nature of sand particles, the Discrete Element Method (DEM) is chosen to model solid particles, and the Lattice-Boltzmann Method (LBM) is implemented to simulate fluid flow through the solid particulate medium. A computer program is developed using the Immersed Moving Boundary (IMB) approach to couple the two methods and model fluid–solid interactions. After the program is validated, the simulations were conducted on 2D models representing cross-sections of TWHC samples under radial fluid flow. The results show that the developed program is able to capture complicated stages of sand production already observed in experiments. The program also proves to be a promising tool in the parametric study of sand production. It successfully simulates different aspects of the sanding phenomenon, including the scale effect, the extension of failure zones in samples under incremental stress, and the stress relaxation during rapid particle erosion.

Highlights

  • The results show that the developed program is able to capture complicated stages of sand production already observed in experiments

  • The results of the Discrete Element Method (DEM)-Lattice-Boltzmann Method (LBM) numerical study are presented in two categories

  • The variation of numbers of produced particles with stress level and fluid pressure is studied for selected stress intervals and the numerical results are compared with previous experimental results

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Summary

Introduction

It can be summarized as the separation and erosion of grain particles from the wellbore wall, along with the extraction of hydrocarbons. Redistribution of in-situ stress or the increased effective stress (in a depleting reservoir) leads to the failure of weak rock around the wellbore [2,3,4,5,6]. Some parts of the rock are disintegrated and may dislocate and enter the extraction well as a result of flowinduced hydrodynamic forces. Unconsolidated or weakly-consolidated sandstones, which comprise almost 70% of the oil and gas reserves, are susceptible to sand production [7,8,9,10]

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