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Statistical Rock-Property Estimates from Inverted Impedances and Rock-Physics Modeling

机译:从反阻抗和岩石物理模型统计岩石性质的估计

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This work provides an example of a technique to estimate reservoir properties from inverted seismicimpedances. High-quality seismic data has made inversion of that data for elastic properties reliable.Petrophysical and elastic properties from well-log data, along with a rock-physics model, explain therelationships among the elastic properties and the reservoir properties of interest. However, ambiguity andnon-uniqueness are present in those relationships. The inversion of seismic data for P-impedance (IP) andS-impedance (IS) requires pre-stack seismic data, and a particular algorithm to combine low-frequencyinformation. The inversion provides IP and IS for every time sample at each CDP. A calibratedrock-physics model translates seismic-scale impedances to reservoir properties. The calibration of themodel typically is done using well-log curve information around the interval of interest. This paperdemonstrates the seismic inversion routine and the subsequent mapping of the inverted impedances torock properties using data from the Marco Polo field. The rock-physics model chosen was the soft-sandmodel because of the geological trends identified from well data and the interpretation of the depositionalenvironment. In addition, the well-log data indicated the presence of five facies, including a gas-sand,oil-sand, two brine-sands, and shale facies. A Bayesian classification technique mapped the seismicimpedances to the most likely facies. A statistical technique was necessary to account for the non-uniquerelationships among the elastic and reservoir properties. The results are realizations of the most likelyfacies. Probabilistic estimates of porosity and saturation for the hydrocarbon-bearing facies came fromjoint conditional distributions of IP and the ratio of P- to S-velocity (VP/VS). Maps of the probabilitiescontain the associated uncertainty in each results. Limitations to this technique are three-fold. First is thatthe relationship is non-unique between impedances and the rock properties, whereby one value ofimpedance relates to different combinations of rock properties. Second, the resolution of the seismic datais the resolution of the rock properties. Third, the rock-property estimates have errors in them due to errorsin the rock physics model, errors in the inverted data, and errors in the match between the data and themodel.
机译:这项工作提供了一种通过反演地震估算储层性质的技术示例。 阻抗。高质量地震数据已经使该数据的反演具有可靠的弹性。 测井数据中的岩石物理和弹性特性以及岩石物理模型解释了 弹性特性和感兴趣的储层特性之间的关系。但是,模棱两可和 这些关系中存在非唯一性。 P阻抗(IP)和P阻抗地震数据的反演 S阻抗(IS)需要叠前地震数据,以及结合低频的特殊算法 信息。反转为每个CDP的每次采样提供IP和IS。经过校准的 岩石物理模型将地震规模的阻抗转换为储层性质。的校准 通常使用感兴趣区间附近的测井曲线信息完成模型。这篇报告 演示了地震反演程序以及反演阻抗的后续映射 使用马可波罗场的数据获得岩石属性。选择的岩石物理模型是软砂 该模型是由于从井数据中识别出的地质趋势以及对沉积物的解释 环境。此外,测井数据表明存在五个相,包括气砂, 油砂,两个盐水砂和页岩相。贝叶斯分类技术映射了地震 对最可能的相的阻抗。需要一种统计技术来解决非唯一性 弹性和储层性质之间的关系。结果是最有可能的实现 相。含烃相孔隙度和饱和度的概率估计来自 IP和P速度与S速度之比(VP / VS)的联合条件分布。概率图 在每个结果中包含相关的不确定性。该技术的局限性是三方面的。首先是 阻抗和岩石特性之间的关系是不唯一的,因此一个值是 阻抗与岩石特性的不同组合有关。二,地震资料的分辨率 是岩石属性的分辨率。第三,由于错误,岩石属性估算中有错误 在岩石物理模型中,反演数据中的误差以及数据与模型之间的匹配误差 模型。

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