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Simulation and Interpretation of Borehole Flowmeter Results Under Laminar and Turbulent Flow Conditions

机译:层层流量计下钻孔流量计的仿真与解释

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The hydraulic conductivity of an aquifer is frequently assumed to be directly proportional to the change in measured velocity in the analysis of flowmeter profiles. In screened wells, the measured velocity can be affected as much by the well screen, gravel pack, and flowmeter itself as by the hydraulic conductivity profile of the adjacent aquifer where the overall transmissivity of the aquifer is high. An existing ground-water flow model was modified to allow for simulation of the presence of a flowmeter in a screened or open borehole when there is turbulent flow throughout the well-aquifer system. Pipe flow through the flowmeter, annular flow around the flowmeter, and slot flow across the well screen are simulated with an equivalent hydraulic conductivity that varies as a function of Reynolds number. Solving the problem sequentially with two models of the well-aquifer system minimizes numerical instabilities. A transient model with time-varying specified heads in the wellbore is simulated first to define the far-field flow profile in the aquifer. The lateral, specified-flow boundary for the second model is defined by the far-field flow profile simulated in the first model. The velocity profile is simulated by sequentially changing the conductances in the wellbore between stress periods to approximate moving the flowmeter up the borehole. Interpretations of hydraulic conductivity profiles from flow profiles in screened wells completed in a highly transmissive aquifer can be problematic. Bypass flow through the annular space can occur if the annular space between the screen and aquifer were left open with most the measured flow being near the top of the screen. Annular fill that has a much lower hydraulic conductivity than the hydraulic conductivity of the aquifer reduces the contrast in hydraulic conductivity inferred from a flow profile. An aquifer with beds of differing hydraulic conductivity could be incorrectly interpreted as homogeneous from the flow profile if the hydraulic conductivity of the annular fill is much less than the hydraulic conductivity of the aquifer. Thus, flow profiles in a screened well may provide misleading estimates of the hydraulic conductivity profile in the aquifer.
机译:通常假设含水层的液压导电性与测量速度的变化成正比,在流量计谱分析中。在筛选的井中,测量的速度可以由井筛,砾石包装和流量计本身受到像含水层的整体透射率高的那样的液压导电性曲线的影响。当在整个含水含水层系统中存在湍流时,修改了现有的地水流模型以允许模拟筛选或开放钻孔中的流量计的存在。管道流过流量计,流量计周围的环形流动,并且井屏幕上的插槽流动被模拟,其等效的液压导电率随着雷诺数的函数而变化。用两种型号的含水系统依次解决问题,最大限度地减少数值不稳定性。首先模拟具有时变的指定头部的瞬态模型,以在含水层中定义远场流动轮廓。第二模型的横向指定流边界由第一模型中模拟的远场流分布定义。通过顺序地改变应力周期之间的井筒中的电导来模拟速度曲线,以近似移动流量计向上移动钻孔。在高度透射含水层中完成的筛选井中的流动型材的液压导电性谱的解释可能是有问题的。如果屏幕和含水层之间的环形空间与大多数所测量的流量靠近屏幕顶部,则可以发生通过环形空间的旁路流过环形空间。环形填充具有比含水层的液压导电率更低的液压导电性降低了从流动轮廓推断的液压电导率的对比度。如果环形填充的液压导电性远小于含水层的液压导率,则含有不同液压导电性的含水层的含水层可能被从流动轮廓均匀地解释为均匀的。因此,屏蔽井中的流程谱可以提供含水层中的液压导电曲线的误导性估计。

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