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Estimating viscosity of non-Newtonian fluids using support vector regression method: Rheological parameters of drilling fluids using data fusion

机译:使用支持向量回归法估算非牛顿流体的粘度:使用数据融合的钻井液流变参数

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In contrast to flow studies involving water in hydraulics and hydrodynamics falling in the realm of Newtonian fluids, the flow behavior of food, oil and polymers fall into the category of non-Newtonian fluids, where the rheological parameters viscosity, density, flow velocity, Reynolds number are all interdependent. Because of these interdependencies, in addition, the viscosity is dependent on the dimension and geometry of the conduit used for transporting the medium. Many models exist for different conditions relating the shear rate to shear stress for the estimation of viscosity. For engineering applications involving drilling fluids as encountered in oil & gas industries or geothermal applications, a knowledge of viscosity is important. This paper presents the estimation of viscosity using Support Vector Regression (SVR) method. In an earlier study, without resorting to analytical techniques involving a plethora of equations, the viscosity was estimated, using Artificial Neural Networks (ANN). In this paper, measurements performed in an open Venturi channel with the non-Newtonian fluid flow are used to estimate the viscosity using ANN and SVR techniques.
机译:与涉及牛顿流体领域的水力学和流体力学中的水的流动研究相反,食品,石油和聚合物的流动行为属于非牛顿流体的类别,其中流变参数粘度,密度,流速,雷诺兹数字都是相互依存的。此外,由于这些相互依赖性,粘度取决于用于输送介质的导管的尺寸和几何形状。对于不同的条件,存在许多模型,这些模型将剪切速率与剪切应力相关联以估计粘度。对于石油和天然气行业中遇到的涉及钻井液的工程应用或地热应用,了解粘度至关重要。本文提出了使用支持向量回归(SVR)方法估算粘度的方法。在较早的研究中,在不求助于涉及大量方程式的分析技术的情况下,使用人工神经网络(ANN)估算了粘度。在本文中,使用非牛顿流体流动在开放的文丘里通道中进行的测量用于通过ANN和SVR技术估算粘度。

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