UNCERTAINTY QUANTIFICATION BY MONTE CARLO SIMULATION OF LAB-DERIVED SATURATION DATA FROM SPONGE CORES

Mohammed Alghazal, Dimitrios Krinis
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Abstract

Fluid saturation data obtained from core analysis are used as control points for log calibration, saturation modeling and sweep evaluation. These lab-derived data are often viewed as ground-truth values without fundamentally understanding the key limitations of experimental procedures or scrutinizing the accuracy of measured lab data. This paper presents a unique assessment of sponge core data through parameterization, uncertainty analysis and Monte-Carlo modeling of critical variables influencing lab-derived saturation results. This work examines typical lab data and reservoir information that could impact final saturation results in sponge coring. We dissected and analyzed ranges of standard raw data from Dean-Stark and spectrometric analysis (including, gravimetric weights, distilled water volumes, pore volumes and sponge’s absorbance), input variables of fluid and rock properties (such as, water salinity, formation volume factors, plug’s dimension and stress corrections), governing equations (including, salt correction factors, water density correlations and lab mass balance equations) and other factors (for instance, sources of water salinity, filtrate invasion, bleeding by gas liberation and water evaporation). Based on our investigation, we have identified and statistically parameterized 11 key variables to quantify the uncertainty in lab-derived fluid saturation data in sponge cores. The variables’ uncertainties were mapped into continuous distributions and randomly sampled by Monte-Carlo simulation to generate probabilistic saturation models for sponge cores. Simulation results indicate the significance of the water salinity parameter in mixed salinity environments, ranging between 20,000 to 150,000 ppm. This varied range of water salinity produces a wide uncertainty spectrum of core oil saturation in the range of +/- 3 to 10% saturation unit. Consequently, we developed two unique salinity variance models to capture the water salinity effect and minimize the uncertainty in the calculation of core saturation. The first model uses a material balance to solve for the salinity given the distilled water volume and gravimetric weight difference of the sample before and after leaching. The second model iteratively estimates the salinity required to achieve 100% of total fluids saturation at reservoir condition after correcting for the bleeding, stress and water evaporation effects. Our work shows that these derived models of water salinity are consistent with water salinity data from surface and bottom-hole samples. Despite the prominence of applications of core saturation data in many aspects of the industry, thorough investigation into its quality and accuracy is usually overlooked. To the best of our knowledge, this is the first paper to present a novel analysis of the uncertainty coupled with Monte-Carlo simulation of lab-derived saturation’s data from sponge cores. The modeling approach and results highlighted in this work provide the fundamental framework for modern uncertainty assessment of core data.
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用蒙特卡罗模拟海绵岩心饱和度数据的不确定度定量
岩心分析获得的流体饱和度数据作为测井校正、饱和度建模和扫描评价的控制点。这些实验室导出的数据通常被视为基础真值,而没有从根本上理解实验程序的关键限制或仔细检查测量的实验室数据的准确性。本文通过参数化、不确定性分析和蒙特卡罗模型对影响实验室导出的饱和度结果的关键变量进行了独特的评估。这项工作检查了可能影响海绵取心最终饱和度结果的典型实验室数据和储层信息。我们对来自Dean-Stark和光谱分析的标准原始数据(包括重量、蒸馏水体积、孔隙体积和海绵吸光度)、流体和岩石性质的输入变量(如水盐度、地层体积因素、桥塞尺寸和应力校正)、控制方程(包括盐校正因素、水密度相关性和实验室质量平衡方程)和其他因素(例如:水的含盐量、滤液侵入、气体释放和水分蒸发导致出血的来源)。根据我们的调查,我们确定并统计参数化了11个关键变量,以量化海绵岩心中实验室导出的流体饱和度数据的不确定性。将变量的不确定性映射为连续分布,并通过蒙特卡罗模拟随机采样,生成海绵岩心的概率饱和度模型。模拟结果表明,在20,000 ~ 150,000 ppm的混合盐度环境中,水盐度参数具有重要意义。水矿化度的变化范围使得岩心含油饱和度在+/- 3 ~ 10%的饱和度范围内具有广泛的不确定性。因此,我们开发了两个独特的盐度变化模型来捕捉水盐度的影响,并最大限度地减少岩心饱和度计算中的不确定性。第一个模型使用物料衡算,根据浸出前和浸出后样品的蒸馏水体积和重量差来求解盐度。第二个模型在校正出血性、应力和水分蒸发效应后,迭代估计在油藏条件下达到100%总流体饱和度所需的盐度。我们的工作表明,这些导出的水盐度模型与地面和井底样品的水盐度数据一致。尽管岩心饱和度数据的应用在行业的许多方面都很突出,但对其质量和准确性的深入调查通常被忽视。据我们所知,这是第一篇对海绵岩心的实验室导出饱和度数据进行蒙特卡罗模拟的不确定性分析的论文。本文所强调的建模方法和结果为现代岩心数据的不确定性评估提供了基本框架。
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