The influence of quasi resonant internal waves on the radar imaging mechanism of shallow sea bottom topography

Ingo Hennings , Margitta Metzner , G.-P. de Loor
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引用次数: 5

Abstract

During previous field experiments in the North Sea it was often assumed that the water column in such shallow coastal tidal waters is vertically well mixed and stratification was neglected when discussing the Normalized Radar Cross Section modulation caused by the sea floor. In this paper the influence of quasi resonant internal waves with the sea bed on the radar imaging mechanism of submarine sand waves itself is investigated. In situ data of the tidal current velocity and several water quality parameters such as sea surface temperature, fluorescence, and beam transmittance were measured in the Southern Bight of the North Sea in April 1991. Simulations of the total NRCS modulation caused by sand waves and internal waves as a function of the current gradient or strain rate induced by the internal wave current field at the sea surface have been carried out using the quasi-steady approximation and linear internal wave theory. As a first approximation the strain rate depending on stratification was calculated using the two-layer model. These simulations demonstrate that at least a density difference between the two layers of the order of Δρ ≈ 1 kg m–3 is necessary for a sinusoidal thermocline to effect the total NRCS modulation considerably. The NRCS modulation as a function of wind friction velocity has been calculated independently and is discussed with regard to the strain rate of the surface current field caused by the superimposed imaging mechanisms of sand waves and internal waves. It turned out that the existence of a surface roughness-wind stress feedback mechanism cannot be excluded.

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准共振内波对浅海底地形雷达成像机制的影响
在以往的北海野外实验中,在讨论海床引起的归一化雷达截面调制时,通常假设这种浅海潮汐水域的水柱垂直混合良好,而忽略了分层。本文研究了与海床准共振的内波对海底沙波本身雷达成像机理的影响。1991年4月,在北海南海区进行了海流流速和海水表面温度、荧光、波束透射率等水质参数的现场测量。利用准稳态近似和线性内波理论,模拟了沙波和内波引起的总NRCS调制随海面内波流场引起的电流梯度或应变率的变化规律。作为第一近似应变率依赖于分层计算使用两层模型。这些模拟表明,两层之间至少需要Δρ≈1 kg m-3量级的密度差才能使正弦波温跃层显著影响总NRCS调制。独立计算了NRCS调制作为风摩擦速度的函数,并讨论了由沙波和内波叠加成像机制引起的表面流场应变率。结果表明,不能排除表面粗糙度-风应力反馈机制的存在。
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