煤与瓦斯突出过程中动力效应及能量耗散特征量化研究

Quantitative study on dynamic effects and energy dissipation characteristics during coal and gas outbursts

  • 摘要: 煤与瓦斯突出是一种煤矿开采过程中伴随复杂能量释放的动力灾害。为量化研究其动力效应和能量耗散特征,以龙滩煤矿典型突出煤样为研究对象,利用自主研发的煤与瓦斯突出模拟试验系统,研究了瓦斯压力、装煤量对突出强度的影响规律,并通过多元线性回归建立了突出煤量的预测模型。结果表明:瓦斯压力的增加显著缩短腔体压力释放时间(从0.789 s降至0.232 s),并提高了突出煤−瓦斯两相流阵面峰值速度(从8.73 m/s增至51.52 m/s),显著加剧了煤体的破碎程度,等效粒径从330 μm降至192 μm,新增表面积从1.495 m2/kg增至9.662 m2/kg;装煤量的增加延长了压力释放时间(延长51%),同时提升了突出煤量(由25.25 kg增至40.74 kg)。多元线性回归模型表明,突出煤量(B)与初始瓦斯压力(P0)、装煤量(M)呈高度线性关系(拟合系数R2=0.96),回归方程为B=10.146+26.62P0+0.41M。突出过程中煤体吸附瓦斯膨胀能仅有6.5%~15.0%参与了突出做功(用于破煤和抛煤),其他能量以瓦斯的缓慢涌出的形式而耗散。参与突出做功的瓦斯膨胀能中约90%的能量用于煤体破碎,剩余约10%用于煤体抛出。瓦斯压力对膨胀能的转化有决定性作用,随瓦斯压力增大,参与突出做功的吸附瓦斯膨胀能越大,突出煤量增大。而随着装煤量增大,总体吸附膨胀能增大,但参与突出做功的膨胀能占比不变,尽管突出煤量增大,但相对突出强度不变。

     

    Abstract: Coal and gas outbursts are dynamic disasters in coal mining characterized by complex energy release processes. To quantitatively investigate the dynamic effects and energy dissipation characteristics, a representative outburst coal sample from Longtan Coal Mine is selected as the research object. Using a self-developed coal and gas outburst simulation system, the effects of gas pressure and coal capacity on outburst intensity are examined. A multiple linear regression model is also established to predict the mass of outburst coal. Experimental results show that increasing gas pressure significantly shortens the cavity pressure release time (from 0.789 s to 0.232 s) and increases peak velocity of two-phase coal-gas flow front (8.73 m/s to 51.52 m/s). Besides, the coal fragmentation is intensified, with the equivalent particle size decreasing from 330 μm to 192 μm and new surface area increasing from 1.495 m2/kg to 9.662 m2/kg. Increasing the coal loading prolongs the pressure release time by 51% and enhances outburst intensity (rising from 25.25 kg to 40.74 kg). The multiple linear regression model reveals a strong linear relationship between the mass of outburst coal (B), initial gas pressure (P0), and coal loading (M) (with a fitting coefficient R2 = 0.96), expressed by the regression equation: B=10.146+26.62P0+0.41M. Only 6.5% to 15% of the gas expansion energy adsorbed by the coal contributes to the outburst, specifically, coal fragmentation and ejection, while the remaining energy dissipates through slow gas emission. Of the energy involved in the outburst, about 90% is consumed in coal fragmentation and approximately 10% in coal ejection. Gas pressure plays a decisive role in the conversion of gas expansion energy: as gas pressure increases, the amount of adsorbed gas expansion energy involved in the outburst increases, thereby raising the mass of outburst coal. Although a greater coal loading leads to a higher total expansion energy, the proportion contributing to the outburst remains constant, resulting in increased absolute but unchanged relative outburst intensity.

     

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