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Modified Arps Equation for Changing B-factor

机译:改进的ARPS方程改变B因子

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SPEE Monograph 4 establishes recommended best practices for decline curve analysis of unconventional wells through the use of specialized diagnostic plots such as the square-root of time plot.These diagnostic plots are important for flow regime identification and selection of an appropriate b-factor for predicting a well’s EUR.However,in practice,because of familiarity with the Arps decline equation and its ease of use,typically a single b-factor is selected despite multi-fractured horizontal wellbores demonstrating changes in flow regime and consequently the b-factor.This paper introduces the Modified Arps Equation,an iterative formulation of the Arps equation.The Modified Arps Equation maintains use of the form of the original Arps equation with a few modifications to allow for a changing b-factor.These modifications allow a single equation to be used with a vectorized b-factor in order to model a well as it transitions from linear flow to boundary dominated flow and eventually back to pseudo-linear flow.This equation may be applied broadly across unconventionals where wells transition over years from linear flow to boundary dominated flow and later return to pseudo-linear flow as simulation data suggest.
机译:Spee Ionograph 4通过使用特殊的诊断图,建立了推荐的最佳实践,以通过使用特殊的诊断图,例如诸如时间段的方形根系。这些诊断图对于流动制度识别和选择适当的B因子来说是重要的无论何种井,在实践中,由于熟悉ARPS下降方程及其易用性,仍然选择了单一的B因子,尽管有多次破裂的水平井筒,所以展示了流动制度的变化,因此是B系数。这纸张介绍了修改的ARPS方程,是ARPS方程的迭代配方。修改的ARPS方程维持了原始ARP方程的形式,具有几种修改,以允许改变的B系数。这些修改允许单个方程允许单个方程与矢量化B因子一起使用,以便在从线性流动转换到边界主导流量的情况下,最终返回对于伪线性流量。这方程可以广泛地应用于非传统,其中从线性流动到边界主导流量的井过渡,随后返回到伪线性流量,因为仿真数据表达。

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