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首页> 外文期刊>International Journal of Coal Science & Technology >Dependence of fluid flow on cleat aperture distribution and aperture–length scaling: a case study from Gondwana coal seams of Raniganj Formation, Eastern India
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Dependence of fluid flow on cleat aperture distribution and aperture–length scaling: a case study from Gondwana coal seams of Raniganj Formation, Eastern India

机译:流体流动对螺旋孔径分布和孔径长度缩放的依赖性 - 以印度东部地区隆兰煤层煤层的案例研究

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Dimensions and mutual relationships amongst fracture (cleat) parameters such as maximum aperture width, average aperture width, length, spacing etc. control the connectivity within a fracture network and the fluid flow in a coal seam as the matrix permeability, here, is negligible. In this paper, we document cleat size distributions and investigate length–aperture relationships from coals of Raniganj coalfield in Eastern India. This coalfield has a proven extractable reserve of six billion tons of coal and holds immense potential to be one of the largest coal bed methane fields serving India’s growing energy needs. Here, cleat length ( L ) correlates with corresponding maximum aperture width ( D _(max)) in a power-law function with an exponent of 0.84 ( D _( max )α L ~(0.84)) instead of the commonly observed exponents of 1 or 0.5 applicable for other natural ‘opening-mode’ fractures. The conventional wisdom pertains that laminar fluid flow ( Q ) through an isolated, smooth-walled, parallel-plate fracture, embedded in an impermeable matrix, is directly proportional to the cube of its aperture width ( b , equivalent to D _( avg ); cubic law: Q α b ~(3)). This assumes a linear relationship between length and fracture aperture. However, the modified relationship between cleat length and average aperture width changes the cubic law applicable for Raniganj coal seam and now fluid flow correlates with aperture width in a power-law function with an exponent of 4.25 ( Q α b ~(4.25)) instead of 3 (cube). Such simplifications will come handy for the modeling and estimation of fluid flow as it will reduce the effort of cleat length measurement which is anyway difficult and can be misleading due to the risk of undersampling.
机译:尺寸和相互关系在裂缝(夹板)参数之类的最大孔径宽度,平均孔径宽度,长度,间隔等中的尺寸和相互关系中控制裂缝网络内的连接和煤层中的流体流动在这里,可以忽略不计。在本文中,我们在印度东部的Raniganj煤田煤炭煤层中的煤层尺寸分布和调查长度 - 孔径关系。该煤田拥有六十亿吨煤炭可提取的储备,并拥有巨大的潜力,成为印度越来越多的能源需求的最大煤层甲烷领域之一。这里,夹板长度(L)与电源法函数中的相应最大孔径宽度(d _(max))相关,其指数为0.84(d _(max)α1〜(0.84))而不是通常观察到的指数适用于其他自然的“开放式”骨折的1或0.5。传统的智慧涉及层流体流动(Q)通过嵌入不可渗透的基质中的隔离,光滑的平行板骨折,与其孔径宽度的立方体成比例(相当于D _(AVG) ;立方法:Qαb〜(3))。这假设长度和裂缝孔之间的线性关系。然而,夹板长度和平均孔径宽度之间的修改关系改变了适用于Raniganj煤层的立方法,现在流体流动与电源界面的孔径宽度,其指数为4.25(Qαb〜(4.25)) 3(立方体)。这种简化对于流体流量的建模和估计,可以减少夹层长度测量的努力,这是难以实现的困难,并且由于欠采样的风险而可能是误导性的。

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