Disruption Behavior of Aggregates in a Rotating/Oscillating Cylindrical Tank and Implications for Particle Transport in the Ocean

Yixuan Song, M. Rau
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引用次数: 2

Abstract

Particle size and settling speed determine the rate of particulate mass transfer from the ocean surface to the sea bed. Turbulent shear in the ocean can act on large, faster-settling flocculated particles to break them into slower-settling primary particles or sub-aggregates. However, it is difficult to understand the disruption behavior of aggregates and their response to varying shear forces due to the complex ocean environment. A study was conducted to simulate the disruption behavior of marine aggregates in the mixed layer of the ocean. The breakup process was investigated by aggregating and disrupting flocs of bentonite clay particles in a rotating and oscillating cylindrical tank 10 cm in diameter filled with salt water. This laboratory tank, which operated based on an extension of Stokes’ second problem inside a cylinder, created laminar oscillating flow superimposed on a constant rotation. This motion allowed the bentonite particles to aggregate near the center of the tank but also exposed large aggregates to high shear forces near the wall. A high-speed camera system was used, along with particle tracking measurements and image processing techniques, to capture the breakup of the large particle aggregates and locate their radial position. The breakup response of large aggregates and the sizes of their daughter particles after breakup were quantified using the facility. The disruption strength of the aggregated particles is presented and discussed relative to their exposure to varying amounts of laminar shear.
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旋转/振荡圆柱槽中聚集体的破坏行为及其对海洋中粒子输运的影响
颗粒的大小和沉降速度决定了颗粒质量从海洋表面向海底传递的速率。海洋中的湍流剪切可以作用于大的、快速沉降的絮凝颗粒,将它们分解成沉降较慢的初级颗粒或亚聚集体。然而,由于海洋环境复杂,人们很难理解聚集体的破坏行为及其对不同剪切力的响应。模拟了海洋混合层中海洋团聚体的破坏行为。研究了膨润土颗粒在直径为10cm的旋转振荡槽内聚散絮凝体的破碎过程。这个实验室的水箱是基于斯托克斯第二问题在圆柱体内的扩展而运行的,它产生了叠加在恒定旋转上的层流振荡流。这种运动使膨润土颗粒在罐体中心附近聚集,但也使大型聚集体暴露在壁附近的高剪切力下。使用高速摄像系统,结合粒子跟踪测量和图像处理技术,捕捉大颗粒聚集体的破碎过程,并确定它们的径向位置。利用该装置对大团聚体的破碎响应及其破碎后子颗粒的大小进行了量化。提出并讨论了聚集颗粒的破坏强度与它们暴露于不同数量的层流剪切的关系。
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