4.4 Article

Dynamic Response of a Non-Darcian Seepage System in the Broken Coal of a Karst Collapse Pillar

Journal

MINE WATER AND THE ENVIRONMENT
Volume 40, Issue 3, Pages 713-721

Publisher

SPRINGER HEIDELBERG
DOI: 10.1007/s10230-021-00760-8

Keywords

Mine water inrush; Dynamic response; Water seepage; Permeability; Seepage loss

Funding

  1. National Natural Science Foundations of China [51774234, 51874234]

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The study used dynamic research methods to assess the stability of non-Darcian seepage and confirmed that parameter changes are a significant factor in mine water inrush accidents due to karst collapse pillars. The permeability parameters of the internal structure of a KCP play a crucial role in determining the evolution of water inrush accidents.
Dynamic research methods were used to assess the stability of non-Darcian seepage and verify that parameter changes are an important cause of mine water inrush due to a karst collapse pillar (KCP). A KCP is an infiltration system that contains a large amount of partially cemented crushed coal and rocks, and can be very dangerous. We analysed the influence of parameter changes on the stability, the initial permeability, the equilibrium flow velocity, and the deviation factor beta to study the non-Darcian seepage characteristics of this crushed coal media system. The permeability parameters of the internal structure of a KCP were used to characterize the evolution of a KCP water inrush accident. In the physical tests, the porosity of the framework was the factor that determined the seepage state of the porous medium and the initial permeability of the framework. For mines with a risk of KCP water inrush, the permeability parameters also have a safe range. Numerical calculations verified that the system's equilibrium state was stable, and that it has two equilibrium flow rates v(s2) (3.5 x 10(-4) m/s) and v(s3) (5.5 x 10(-4) m/s); this interval will not cause a change in flow regime. Thus, the limiting value of the non-Darcian deviation factor beta was defined given the experiment's initial conditions: when it is less than - 1.5 x 10(11) kg/m(4), the system is not in equilibrium, and the seepage system will lose stability.

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