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Estuary Classification Revisited

机译:再谈河口分类

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摘要

Studies over a period of several decades have resulted in a relatively simple set of equations describing the tidally and width-averaged balances of momentum and salt in a rectangular estuary. The authors rewrite these equations in a fully nondimensional form that yields two nondimensional variables: (ⅰ) the estuarine Froude number and (ⅱ) a modified tidal Froude number. The latter is the product of the tidal Froude number and the square root of the estuarine aspect ratio. These two variables are used to define a prognostic estuary classification scheme, which compares favorably with published estuarine data.
机译:经过数十年的研究,得出了一套相对简单的方程式,用于描述矩形河口中动量和盐的潮汐和宽度平均平衡。作者以完全无量纲的形式重写了这些方程,产生了两个无量纲的变量:(ⅰ)河口弗洛德数和(ⅱ)潮汐弗洛德数。后者是潮汐弗洛德数与河口纵横比的平方根的乘积。这两个变量用于定义预后的河口分类方案,与已发布的河口数据相比具有优势。

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  • 来源
    《Journal of Physical Oceanography》 |2013年第8期|1566-1571|共6页
  • 作者单位

    Civil Engineering Department, The University of British Columbia, 2002-6250 Applied Science Lane, Vancouver, BC V6T 1Z4, Canada;

    Civil Engineering Department, and Institute of Applied Mathematics, The University of British Columbia,Vancouver, British Columbia, Canada;

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