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Sweep Efficiency in CO2 Foam Simulations with Oil

机译:用油扫描CO2泡沫模拟扫描效率

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We simulate gravity segregation and sweep in foam EOR in miscible and immiscible displacements of oil to investigate the effect of oil on foam sweep and the usefulness of simple models designed to predict the extent of gravity override with foam. Comparison of simulation with analytical models highlights limitations of both approaches. In 1D simulations with fine grids, both first-contact and multicontact miscible displacements fit the fractional-flow model for miscible foam floods (Ashoori et al., 2010). In simulations of either sort of displacement, the "critical oil saturation" for foam stability is irrelevant because "gas" and "oil" never co-exist at the same location. Hydrocarbon kills foam abruptly at the point where the simulator changes the name of the nonaqueous phase from "gas" to "oil." In 2D homogeneous reservoirs, the model of gravity segregation of Stone (1982) and Jenkins (1984) must adapt to an inhomogeneous mixed zone for two reasons. First, if pressure varies greatly in the mixed zone, then foam mobility varies there, because in many foam models foam mobility is a function of gas viscosity. In reality, foam mobility is not sensitive to viscosity within bubbles. Second, residual oil saturation can vary in the mixed zone. For miscible displacements Stone and Jenkins' equations work well if one takes gas properties at the middle of the mixed zone. For immiscible displacements, the variation of residual oil saturation in the mixed zone can make the distance to segregation of gas shorter or longer than predicted by Stone and Jenkins depending on whether residual oil kills foam or not. "Modified SWAG" injection (injecting water simultaneously above gas) gave from 70 to 130% greater sweep than co-injection at the same injection rates in our simulations.
机译:我们在油混溶性和不混溶的油位移中模拟重力分离和扫掠泡沫,以研究油对泡沫扫描的影响以及设计用于预测泡沫的重力程度的简单模型的用途。分析模型的模拟比较突出了两种方法的限制。在具有细网格的1D模拟中,第一触点和多连接混溶性位移都适合混溶泡沫泛滥的分数流模型(Ashoori等,2010)。在两种位移的仿真中,泡沫稳定性的“临界油饱和度”是无关紧要的,因为“气体”和“油”在同一位置处永不共存。烃突然在模拟器从“气体”到“油”中改变非水相的名称的点突然爆炸泡沫。在2D均匀的储层中,石头(1982)和Jenkins(1984)的重力隔离模型必须适应非均匀混合区,有两个原因。首先,如果压力在混合区域中变化很大,则泡沫迁移率在那里变化,因为在许多泡沫模型中,泡沫迁移率是气体粘度的函数。实际上,泡沫迁移率对气泡内的粘度不敏感。其次,混合区可以变化残留的油饱和度。对于混溶性的位移石头和Jenkins的方程,如果在混合区中间采用煤气性质,则效果很好。对于不混溶的位移,混合区中残余油饱和度的变化可以使气体的分离或长于石头和詹金斯的距离,这取决于残留的油是否杀死泡沫。 “改性沼泽”注射(同时注射水)在我们模拟中相同的注射率的共注射产生70至130%的扫描。

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