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PWRI-Induced Injectivity Decline: New Insights on In-Depth Particle Deposition Mechanisms

机译:PWRI引起的注入率下降:深度颗粒沉积机理的新见解

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Injectivity decline during PWRI originates not only from filter-cake build-up, but also from in-depth deposition of oil droplets or solid particles. Physical modelling of particle deposition mechanisms in porous media is thus of key interest for optimizing PWRI operations. The present work brings new insights on oil droplets and solid particle deposition mechanisms in porous media. The experimental conditions were selected such as the ratio between pores and particle sizes is sufficiently large to ensure in-depth propagation. The parameters are: the nature of the particles injected and a Peclet number calculated on the size of the collector grains (Peg), that encompasses in a non-dimensional form the impact of both flow rate and particle size. The results are analysed in the frame of the "colloidal approach". For oil droplets and solid particles, the deposition efficiency (η) shows a transition from a behaviour in which η varies as a power-law of Peg, with exponent values -2/3 (Diffusion Limited Deposition, DLD) to -1 (Reaction Limited Deposition, RLD), characteristic of convection-diffusion regime, to a behaviour characterized by an increase of η versus Peg, characteristic of hydrodynamic deposition regime. In the case of oil droplets (not or slightly charged), the transition occurs at a critical Peg value,geom_C~Peg , corresponding to a diffusion layer thickness around the collector grain equal to the droplets diameter. In the case of electro-sterically stabilized solid particles, the transition takes place at Peg_CPeg_C~geom for larger particles.
机译:PWRI期间的喷射率下降不仅源于滤饼的堆积,还源于油滴或固体颗粒的深入沉积。因此,多孔介质中颗粒沉积机理的物理建模对于优化PWRI操作至关重要。本工作为多孔介质中的油滴和固体颗粒沉积机理带来了新的见解。选择实验条件,例如孔与粒径之比足够大以确保深度传播。这些参数是:注入的粒子的性质以及根据收集器晶粒(Peg)的尺寸计算的Peclet数,它以无量纲形式包含流速和粒径的影响。在“胶体方法”的框架中分析结果。对于油滴和固体颗粒,沉积效率(η)从行为随η随Peg的幂律变化而变化,其指数值为-2/3(扩散受限沉积,DLD),到-1(反应)。有限沉积(RLD),是对流扩散方案的特征,其行为表现为η与Peg的增加有关,这是流体动力学沉积方案的特征。在油滴(不带电荷或微带电)的情况下,过渡在临界Peg值geo_C〜Peg处发生,该值对应于围绕收集器颗粒的扩散层厚度,等于液滴直径。在电空间稳定的固体颗粒的情况下,对于小颗粒,转变发生在Peg_C Peg_C_geom。

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