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Theory on Orthokinetic Flocculation of Cohesive Sediment: A Review

机译:粘性沉积物的原动力絮凝理论:综述

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Investigation on flocculation phenomenon ofcohesive fine-grained sediment has been a important part of sediment dynamics.During all of three dynamical factors (i.e., Brownian motion, flow shear anddifferential settling) that have been verified to play important roles inpromoting flocculation of cohesive sediment, the influence of flow shear onsediment flocculation has been paid great attention by many researchers (thisflocculation pattern has been termed as “orthokinetic flocculation” in most ofpublished literatures). Among many researches regarding orthokinetic flocculation,the dynamical equation developed by Smoluchowski in 1917 (we called it as Smoluchowskiequation hereafter) has been widely adopted as an origin and basement fortheoretically analyzing sediment flocculation under a shear flow. Meanwhile,many researchers have also pointed out the deficiencies of Smoluchowskiequation (this is because the derivation of Smoluchowski equation was based onsix different assumptions), and correspondingly have amended this equation fromdifferent aspects. In this paper, we attempt to summarize these results,hopefully providing the theoretical research of sediment orthokineticflocculation with some references.
机译:粘性细颗粒泥沙的絮凝现象研究一直是泥沙动力学的重要组成部分。在被证实对促进粘性泥沙絮凝起重要作用的三个动力学因素(即布朗运动,流量剪切和微分沉降)中,流动剪切对沉积物絮凝的影响已引起许多研究者的高度关注(这种絮凝模式在大多数已发表的文献中都被称为“原动力絮凝”)。在许多关于原动力絮凝的研究中,Smoluchowski在1917年提出的动力学方程(以下简称为Smoluchowski方程)被广泛用作理论上在剪切流作用下分析沉积物絮凝的基础。同时,许多研究人员也指出了Smoluchowski方程的不足之处(这是因为Smoluchowski方程的推导基于六个不同的假设),并相应地从不同方面对该方程进行了修正。在本文中,我们试图总结这些结果,希望为沉积物正向絮凝提供理论研究参考。

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