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Method in order to generate more rapidly a stochastic representative of an underground reservoir heterogeneous, which is stressed by the static and dynamic uncertain

机译:为了更快速地生成非均质地下储层的随机表示的方法,其受静态和动态不确定性的影响

摘要

The local static data are transformed into point pseudo-data using the laws of probability and a spatial variability model. The pseudo-data are adjusted, maintaining the laws of probability and the spatial variability model, by the slope of an iterative process where one combines a first Gaussian white noise associated with the tolerance of the pseudo-data with a second Gaussian white noise The distribution of a physical property in a porous heterogeneous medium is adjusted with respect to dynamic data, characteristic of fluid displacement in the medium, and local static data measured at a certain number of measuring points along a hole through the medium, with a certain margin of error. The model is optimized by the gradient of an iterative deformation process where at each iteration a combined result is formed by linear combination of the initial version, representing at least part of the medium and at least one second independent version of the same stochastic model. An objective function measuring the space between the real dynamic data and the dynamic data simulated by a flow simulator is minimized, for the combined result, adjusted by combination coefficients. The iterative adjustment process is pursued until an optimal version of the stochastic model is obtained. The model is adjusted by a gradual process by assuming that the sum of the squares of the combination coefficients between the results is 1 and the pseudo-data is adjusted by an iterative process where the sum of the squares of the coefficients of the combination is also 1. The laws of probability are normal or uniform laws. The iterative adjustment start with two deformation parameters, a first parameter which controls the combination of the initial version and a second parameter which controls the combination of the initial and second Gaussian white noises. Alternatively, the optimization is carried out from a single coefficient when the combination coefficients are identical to the combination of versions and white noises, or by a pilot point method.
机译:使用概率定律和空间变异性模型将局部静态数据转换为点伪数据。通过迭代过程的斜率来调整伪数据,从而保持概率定律和空间可变性模型,在该过程中,将与伪数据的容忍度相关联的第一高斯白噪声与第二高斯白噪声相结合。相对于动态数据,介质中的流体驱替特性以及沿沿穿过介质的孔的一定数量的测量点测量的局部静态数据的多孔数据,调整多孔非均质介质中的物理特性,具有一定的误差范围。通过迭代变形过程的梯度来优化模型,其中在每次迭代中,通过表示同一随机模型的至少一部分介质和至少一个第二独立版本的初始版本的线性组合来形成组合结果。对于由组合系数调整后的组合结果,可将测量实际动态数据与由流量模拟器模拟的动态数据之间的空间的目标函数最小化。进行迭代调整过程,直到获得随机模型的最佳版本为止。假设结果之间的组合系数的平方和为1,则通过渐进过程调整模型,并通过迭代过程调整伪数据,在该过程中,组合系数的平方和也为1.概率定律是正常或统一定律。迭代调整从两个变形参数开始,第一个参数控制初始版本的组合,第二个参数控制初始和第二个高斯白噪声的组合。可替代地,当组合系数与版本和白噪声的组合相同时,从单个系数执行优化,或者通过导频点方法。

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