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Improved Reservoir Description of Shaly Sands Using Conventional Well Log-Derived Data for Flow Units Identification

机译:利用常规测井资料推导的流动单元识别,改进了泥质砂岩储层描述

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Reservoir evalation of shaly formations has long been a difficult task. This in turn makes seeking enhanced reservoir description of shaly sand reservoirs much more difficult. This study develops four models and a systematic technique which incorporate conventional log-derived data to identify shale type and hydraulic flow units in shaly sand reservoirs. The four models were derived using available shale models: laminated shale, dispersed shale for low and high shaly formations, total shale, and the Waxman-Smits (W-S) "Cation Exchange Capacity" model. It is found that these four models possess. common features in that each flow unit in any shaly sand reservoir can be represented by a straight line on a log-log plot of the "Shaly Reservoir Quality Index" (SRQI) versus porosity. This straight line representing the flow unit yields a unique slope that equal: [1.7 =(m/2)] for laminated shale, [1,7] for dispersed shale, [1.7+(m/2)] for total shale model, and (1.7+m) for Waxman-Smits model. In addition, each flow unit has a characteristic intercept at #phi#=1.0 which is equal to the "Shaly Flow Unit Factor" (SFUF). This study also includes how to apply these models in order to define the shale type and identify different flow units constituting the shaly sand reservoir. These shaly sand models were validated using a simulated well-log data. The new nodels, in combination with the technique proposed in this study, represnet an effective tool for an enhanced reservoir description of shaly sand reservoirs. In addition, it provides an economicl technique due to its inherent use of conventional well log-derived data.
机译:长期以来,页岩层的储层评估一直是一项艰巨的任务。反过来,这使得寻求增强的泥质砂岩储层描述更加困难。这项研究开发了四个模型和一项系统技术,这些技术结合了常规测井数据来识别页岩砂储层中的页岩类型和水力流动单元。这四个模型是使用可用的页岩模型得出的:层状页岩,用于低和高页岩地层的分散页岩,总页岩以及Waxman-Smits(W-S)的“阳离子交换容量”模型。发现这四个模型具有。共同点在于,在“页岩储层质量指数”(SRQI)与孔隙度的对数对数图上,可以用直线表示任何页岩砂储层中的每个流动单元。代表流量单位的直线产生的唯一斜率等于:层状页岩为[1.7 =(m / 2)],分散页岩为[1,7],总页岩模型为[1.7+(m / 2)],对于Waxman-Smits模型为(1.7 + m)。另外,每个流动单元在#phi#= 1.0处具有特征截距,该截距等于“ Shaly流动单元系数”(SFUF)。该研究还包括如何应用这些模型来定义页岩类型和识别构成泥质砂岩储层的不同流动单元。这些泥质砂岩模型已使用模拟测井数据进行了验证。新节点与本研究中提出的技术相结合,代表了一种有效的工具,可用于增强对泥质砂岩储层的描述。另外,由于其固有地使用常规的测井数据,因此它提供了一种经济的技术。

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