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Mathematical Simulation of Using Chromatography Fingerprint To Monitor Reservoir Performance

机译:使用色谱指纹图谱监测储层性能的数学模拟

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摘要

The contribution of a single formation to liquid production is different from others in the production due to hetergenities of reservoir rocks and the fluid distribution. The geochemical monitoring of reservoir performance is to estimate the variation of bulk liquid production of individual pay formation using chromatography fingerprint correlation analysis technology developed in 1990' s. The aim is to monitor the behavior of fluid in the reservoir, to carry out reservoir management, and take measures to raise recovery efficiency. Physical and mathematical moders based on the HQR algorithm have been made according to the process of commingled production of different pay bed. Chromatography fingerprint parameters database can be established using allocation experimental technology to carry out the research of chemical, mathematical simulation and to determine the characteristic methods of those and the four limited conditions of model parameter. Simulation results show that the constraint condition of chromatography fingerprint parameters in calculation is: (1)The parameter reflecting each single pay formation remains constant with the variation of contribution; (2) For one fingerprint compound, the content of this compound in the commingled samples are under the control of the relative contribution of single pay bed respectively; (3) A certain discrete degree must be exised between the array of the parameters of each bed. Therefore mathematical simulation on three - pay bed commingled production dynamic monitoring has been resolved by choosing new parameter.
机译:由于储层岩石的非均质性和流体分布,单一地层对液体生产的贡献与其他方面的贡献不同。对油藏性能的地球化学监测是使用1990年代开发的色谱指纹图谱相关分析技术来估算单个产层的散装液体产量的变化。目的是监测储层中流体的行为,进行储层管理,并采取措施提高采收率。根据不同工资床的混合生产过程,建立了基于HQR算法的物理和数学模型。利用分配实验技术可以建立色谱指纹图谱参数数据库,进行化学,数学模拟研究,确定其特征方法和模型参数的四个局限条件。仿真结果表明,色谱指纹图谱参数在计算中的约束条件为:(1)反映每个单次生成的参数随贡献率的变化而保持恒定; (2)对于一种指纹化合物,混合样品中该化合物的含量分别受单一支付床的相对贡献的控制; (3)在每个床的参数数组之间必须存在一定的离散度。因此,通过选择新的参数,解决了三付费床混合生产动态监控的数学仿真问题。

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