Abstract

The flow state of gas in coals is very complicated. We should pay attention to whether the permeability calculated by Darcy’s law is in accordance with the actual situation. We conducted an experiment on coal permeability and deformation under fixing confining pressure and increasing axial stress conditions. The objective is to investigate the variation of Reynolds number Re. In this study, the dynamic evolution of the Reynolds number is calculated under the relevant assumptions. The Reynolds number increases with an increase in the axial stress. In addition, the larger the value of initial Reynolds numbers, the greater the value of Re in the postpeak, and the possibility of nonlinear flow state is higher. Further, if the mass density (ρ) and fluid viscosity (μ) are constant, the decrease in the amplitudes of the flow rate is less than the increase in the equivalent diameter of the seepage path. Moreover, the tensile stress generated around the pores and fractures parallel or nearly parallel to the axial stress direction with increase in the axial stress results in an increase in the Reynolds numbers and equivalent diameter of the seepage path increase due to the development, expansion, and penetration of the cracks.

Highlights

  • In the process of underground mining, in situ stress, gas pressure, and coal deformation are changing constantly

  • Geofluids in g/m3, v is the characteristic velocity in m/s, r is the characteristic dimension or equivalent diameter of the seepage path in m, and μ is the fluid viscosity in N·m-2·s-1

  • We find that the Reynolds number increases with an increase in the axial strain (ii) Different initial Reynolds numbers result in the Reynolds numbers being may be greater than or less than 10 in the postpeak stage

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Summary

Introduction

In the process of underground mining, in situ stress, gas pressure, and coal deformation are changing constantly. Under the combined effect of various factors, the engineering geological disaster, such as coal and gas outburst, is very prone to occur. The migration characteristic of gas in coals is closely related to the occurrence of gas disasters. The dynamics of the Reynolds number reflect the flow state of the gas in coals under different stress arrangement. The Reynolds number is of great significance for preventing gas disaster. It is very necessary to study the variation of Reynolds number for gas-bearing coal

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