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Dynamic response of fluid mud in a submarine trench to water waves

机译:海底沟槽中的泥浆对水波的动力响应

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摘要

The dynamic response of fluid mud in a submarine rectangular trench to time-periodic surface waves propagating over the trench has been studied experimentally and theoretically. It was shown that for a particular trench geometry relative to the characteristic length scale of the surface waves, the fluid mud in the trench may be excited in a mode of resonant oscillation. Resonance within the trench resulted in large strain rates in the fluid mud compared to off resonance conditions, and thus reduced scale effects in the experiments. Detailed experiments were conducted to study the dynamics of fluid mud under wave action and its relationship with the fluid mud properties. A mathematical model was developed to predict the wave-induced motion of the fluid mud in the trench. The model employed small amplitude wave theory and treated the viscosity of fluid mud as a function of strain rate. The objective of the study was to determine how motions of sediment-laden fluids under water waves differ from that of a clear-water fluid, knowledge of which is important for description of near bottom kinematics in waters with "ill-defined" bottoms. It was found that the Carreau model described the viscosity of fluid mud well and shear rate and time of shearing had only minor effects on the fluid mud viscosity at small strain rates. Experimental measurements showed that the fluid mud in the trench was gradually eroded by wave action, but changes in density distribution were confined to a layer near the clear-water/fluid-mud interface. The theoretical model predicted the movement of fluid mud in the trench qualitatively. The results of this study indicated that fluid mud would behave as a Newtonian fluid at small strain rates.
机译:已经在实验和理论上研究了海底矩形沟槽中的流体泥浆对在沟槽上传播的时间周期表面波的动态响应。结果表明,对于特定的沟槽几何形状,相对于表面波的特征长度尺度,沟槽中的流体泥浆可能会以共振振荡的方式被激发。与非共振条件相比,沟槽内的共振导致流体泥浆中的应变率大,从而降低了实验中的水垢效应。进行了详细的实验,以研究波浪作用下的流体泥浆动力学及其与流体泥浆性质的关系。建立了数学模型以预测沟槽中流体泥浆的波诱导运动。该模型采用小振幅波理论,并将流体泥浆的粘度作为应变率的函数进行处理。这项研究的目的是确定在水波下含沙流体的运动与清水流体的运动如何不同,清水流体的知识对于描述“底部不清晰”的水中的近海运动学很重要。发现Carreau模型描述了流体泥浆的粘度,并且在小应变速率下,剪切速率和剪切时间对流体泥浆的粘度影响很小。实验测量表明,沟槽中的流体泥浆由于波浪作用而逐渐被侵蚀,但密度分布的变化被限制在清水/流体-泥浆界面附近的一层。理论模型定性地预测了泥浆在沟槽中的运动。这项研究的结果表明,在小应变速率下,流体泥浆将表现为牛顿流体。

著录项

  • 来源
    《Coastal engineering》 |1996年第2期|p.97-121|共25页
  • 作者单位

    Department of Civil and Environmental Engineering, South Dakota State University, Brookings, SD 57007, USA;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 水路运输;
  • 关键词

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