含导水断层的煤层防隔水煤(岩)柱留设优化计算

Optimised calculation of retention of waterproof coal (rock) pillars in coal seams containing water-conducting faults

  • 摘要: 在近断层煤层开采中,断层活化沟通含水层时常诱发矿井突水事故,影响煤矿安全生产,因此,合理留设防隔水煤岩柱的宽度对矿山断层突水的防治工作具有重要意义。《煤矿防治水细则》对各种情况下的断层煤岩柱的留设进行了详细的阐述,给出了断层在导水情况下的煤岩柱留设计算公式,但是面对断层下复杂承压水的威胁,现有的防隔水煤(岩)柱计算公式还不够完善,计算结果还不够精确。为优化防隔水煤柱留设宽度问题,针对导水断层与煤层产状的空间关系及承压水的导水机制,结合承压水导升的水力学分析,根据恒定总能量方程建立了裂隙水流运动模型,分析断层导水过程中的渗流速度、压强与能量损失之间的关系,推导出承压水在断层通道内导升至任意位置的水压计算公式,进而对《煤矿防治水细则》中断层导水条件下的防隔水煤岩柱留设计算方式进行优化。以山东翟镇煤矿七采区近DF3断层待开采的F7202W工作面为工程实例,利用优化前后的公式计算煤柱留设宽度,对比计算结果表明:《煤矿防治水细则》原有计算公式没有考虑承压水导升的水压影响,将煤层底板水压理想化且根据煤层底板位置取水压估值,计算得出DF3断层煤岩柱宽度为117 m。经优化后的计算方法结合七采区各工作面奥灰含水层实际突水数据,计算得出各工作面的稳定流速,根据奥灰含水层突水的最大稳定流速,利用优化公式计算防隔水煤柱宽度为108 m。通过COMSOL Multiphysics建立三维流−固耦合数值计算模型,模拟了翟镇煤矿F7202W工作面的开采过程,根据巷道应力和断层水压分布规律图及不同防隔水煤柱下的断层渗透率变化图,进一步论证了优化公式计算出的108 m煤柱宽度的安全性及合理性,且较《煤矿防治水细则》计算出的安全防隔水煤柱的尺寸缩短了9 m,增加了回采煤炭资源。研究成果为矿井开采中不同承压水条件下断层防隔水煤岩柱留设宽度的精准计算提供了参考。

     

    Abstract: In near-fault coal seam mining, the activation of the fault to communicate with the aquifer often induces mine water accidents and affects the safe production of coal mines, therefore, the width of the coal rock pillar is of great significance to the prevention and control of water accident in the mine fault. Coal Mine Water Prevention and Control Regulations have elaborated in detail on the retention of coal and rock pillars in various situations, and given the formula for the retention of coal and rock pillars in the case of water-conducting faults, but in the face of the threat of complex pressurised water under the faults, the existing formula for calculating the anti-water-isolation coal (rock) pillars is not perfect enough, and the results of the calculations are not precise enough. In order to optimize the width of the coal pillar, for the spatial relationship between the water-conducting fault and the coal seam and the water-conducting mechanism of pressurized water, combined with the hydrodynamic analysis of pressurized water conductivity, we established a fissure water movement model according to the constant total energy equation, analyzed the relationship between seepage velocity, pressure and energy loss in the process of water conductivity of the fault, and deduced the formula for calculating the hydraulic pressure of the pressurized water in the channel of the fault to an arbitrary position. The calculation formula of water pressure in the fault channel is deduced, and the calculation formula of water pressure in the fault channel is then optimised for the waterproof coal rock column under the condition of fault water conduction in the Coal Mine Water Prevention and Control Regulations. Taking F7202W working face near DF3 fault of Zhaizhen coal mine as an engineering example, the formula before and after optimisation was used to calculate the width of coal pillar, and the comparison of the calculation results showed that: the original calculation formula of the Coal Mine Water Prevention and Control Regulations didn't take into account the water pressure influence of the pressurised water conduction and rise, and the water pressure of the bottom plate of the coal seam was idealised and water pressure was valued according to the position of the bottom plate of the coal seam, and the size of the pillar of coal rock on the DF3 fault was 117 m. The optimised calculation method combined with the actual water breakout data of the Austro-Ash aquifer in each working face of the seven mining areas to calculate the stable flow rate of each working face, and based on the maximum stable flow rate of the water breakout in the Austro-Ash aquifer, the optimised formula calculates the size of the water-proof pillar to be 108 m. A three-dimensional fluid-solid coupling numerical calculation model was established through COMSOL Multiphysics to simulate the mining process of the F7202W working face in Zhai Town Coal Mine. Based on the distribution patterns of stress in the roadway and water pressure in the fault, as well as the variation of fault permeability under different water-proof coal pillars, the safety and rationality of the 108 m width of the coal pillar calculated by the optimized formula were further verified. Compared with the size of the safe water-proof coal pillar calculated by the Coal Mine Water Prevention and Control Regulations, the width was shortened by 9 m, increasing the recoverable coal resources. The research results provide a reference for the precise calculation of the width of the coal and rock pillar for fault water prevention and separation under different water pressure conditions in mine exploitation.

     

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