首页> 外文会议>SPWLA annual logging symposium >AN INVESTIGATION OF THE EXPONENT IN ARCHIE’S EQUATION:COMPARING NUMERICAL MODELING WITH LABORATORY DATA:TOWARDS CHARACTERISING DISTURBED SAMPLES FROM THECASCADIA MARGIN:- IODP EXPEDITION 311
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AN INVESTIGATION OF THE EXPONENT IN ARCHIE’S EQUATION:COMPARING NUMERICAL MODELING WITH LABORATORY DATA:TOWARDS CHARACTERISING DISTURBED SAMPLES FROM THECASCADIA MARGIN:- IODP EXPEDITION 311

机译:ARCHIE方程指数的研究:将数值建模与实验室数据进行比较:以表征来自卡斯卡迪亚边距的扰动样本:-IODP实验311

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Archie’s equation is used routinely in estimating thewater saturation of reservoirs, or for estimating a valuefor the reservoir water resistivity in the water leg. Weconsider experimental results from the laboratory for arange of samples exhibiting various grain-shapes, andmixtures of differently-shaped grains. These arecombined with a numerical modeling approach,considering 3D flow of electric current around ‘typical’grain shapes and is extended and applied to spheres andellipsoids.Numerical modelling, considering a single, sphericalgrain, led to values of Archie’s ‘m’ parameter inexcellent agreement with those obtained for largenumbers of sand-sized glass spheres deposited andcompacted in the laboratory. Similarly, for platy grainstheir orientation relative to the direction of flow ofelectric current is shown to be critical, in line with theefficiency concept proposed by Herrick and Kennedy(1993).Existing results for two-component mixtures ofdifferently-shaped grains, namely: quartz sands, glassspheres and shell fragments are considered. Predictionsmade of Archie’s ‘m’ parameter for such mixtures, onthe basis of their proportion and laboratory-determinedvalues of ‘m’ for each component, matched laboratoryderived values, suggesting the prospect of predictingArchie’s ‘m’ parameter on the basis of grain properties(e.g. shape) alone. Each individual sample, includingthese mixtures, obeyed Archie’s equation. Sampleshaving differently shaped grains, however, whenplotted together were better-described by Winsauer’sequation, although the values of ‘m’ derived fromArchie and Winsauer’s equations were quite different.Our approach is applied to estimating m from aknowledge of the grains themselves, even though asample may be highly disturbed and has been applied tosediment-hosted methane hydrate from the CascadiaMargin. Improving the possibilities for reservoircharacterization in loose sands and sediment hostedmethane hydrates.
机译:阿奇方程式通常用于估算 水库的水饱和度,或用于估算值 在水路段的储层水电阻率。我们 考虑实验室的实验结果 表现出各种晶粒形状的样品范围,以及 不同形状的谷物的混合物。这些是 结合数值建模方法, 考虑“典型”附近的3D电流 颗粒形状,并扩展并应用于球体和 椭球。 考虑单个球形的数值建模 导致导致Archie的“ m”参数值 与获得大笔交易的人达成了极好的协议 沉积的沙粒大小的玻璃球的数量和 在实验室压实。同样,对于片状谷物 它们相对于流动方向的方向 电流是至关重要的,符合 赫里克和肯尼迪提出的效率概念 (1993)。 两种成分的现有结果 不同形状的颗粒,即:石英砂,玻璃 考虑球体和壳碎片。预测 由Archie的“ m”参数构成的此类混合物, 它们的比例和实验室确定的依据 每个成分的“ m”值,与实验室匹配 得出的值,暗示了预测的前景 基于谷物特性的Archie的“ m”参数 (例如形状)。每个样本,包括 这些混合服从了Archie的方程式。样本 具有不同形状的颗粒,但是,当 温莎(Winsauer) 等式,尽管“ m”的值源自 Archie和Winsauer的方程式完全不同。 我们的方法适用于从 谷物本身的知识,即使 样品可能受到很大干扰,并已应用于 卡斯卡迪亚的沉积物含甲烷水合物 利润。改善储油库的可能性 寄主中松散的沙子和沉积物的特征 甲烷水合物。

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