Abstract

Drag force at the bed acting on water flow is a major control on water circulation and sediment transport. Bed drag has been thoroughly studied in sandy waters, but less so in muddy coastal waters. The variation of bed drag on a muddy shelf is investigated here using field observations of currents, waves, and sediment concentration collected during moderate wind and wave events. To estimate bottom shear stress and the bed drag coefficient, an indirect empirical method of logarithmic fitting to current velocity profiles (log-law), a bottom boundary layer model for combined wave-current flow, and a direct method that uses turbulent fluctuations of velocity are used. The overestimation by the log-law is significantly reduced by taking turbulence suppression due to sediment-induced stratification into account. The best agreement between the model and the direct estimates is obtained by using a hydraulic roughness of 10 - 4 m in the model. Direct estimate of bed drag on the muddy bed is found to have a decreasing trend with increasing current speed, and is estimated to be around 0.0025 in conditions where wave-induced flow is relatively weak. Bed drag shows an increase (up to fourfold) with increasing wave energy. These findings can be used to test the bed drag parameterizations in hydrodynamic and sediment transport models and the skills of these models in predicting flows in muddy environments.

Highlights

  • Bottom shear stress affects turbulent mixing in water, flow momentum, vertical structure of flow in the water column, and, water circulation

  • Through quadratic drag relation τb = ρCd Ucur cur refers to the horizontal mean current velocity, bed drag coefficient is estimated as Cd = (u∗ /Ucur

  • The variation of bed drag in a mud-dominated environment under wave action is investigated here, using field observations of waves, currents, and suspended sediment concentration

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Summary

Introduction

Bottom shear stress (τb ) affects turbulent mixing in water, flow momentum, vertical structure of flow in the water column, and, water circulation. This makes bed drag critical for sediment mobility and transport and ecological, biological, and chemical processes in water [1,2]. Estimates of bed drag based on field observations are essential to understanding natural conditions. These field estimates of bed drag can be used to calibrate hydrodynamic and sediment transport models and test the bed drag parametrizations implemented in these models

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