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Addendum to 'Effects of sea roughness and atmospheric stability on wind wave growth'

机译:附录“海洋粗糙度和大气稳定性对风浪生长的影响”

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摘要

Myrhaug and Slaattelid (2002) (hereafter referred to as MS) considered the effects of sea surface roughness and atmospheric stability on the wind wave growth using the logarithmic boundary layer profile including a stability function, combined with some commonly used sea surface roughness formulations. Since no consistent sea surface roughness formulations existed in the literature at that time, MS chose to demonstrate how the results varied by using two roughness formulas having significantly different behaviour. MS used the Toba et al. (1990) formula where the roughness increases as the wave age increases, and the Smith et al. (1992) formula where the roughness decreases as the wave age increases (see Table 2, MS). The wave age independent Charnock (1955) formula was used as a reference. Since then an expression for the sea surface roughness has been provided by Volkov (2001). The purpose of this note is to use the Volkov (2001) roughness formula and to present similar results as in MS. Volkov concludes that simple power law formulas like that proposed by e.g. Toba et al. and Smith et al. for the dependency of roughness with wave age are not adequate.
机译:Myrhaug和Slaattelid(2002)(以下简称MS)使用对数边界层轮廓(包括稳定函数),结合一些常用的海面粗糙度公式,考虑了海面粗糙度和大气稳定性对风浪生长的影响。由于当时的文献中没有一致的海面粗糙度公式,因此MS选择使用两种行为显着不同的粗糙度公式来说明结果如何变化。 MS使用Toba等。 (1990年)公式,其中粗糙度随着波龄的增加而增加,史密斯等人。 (1992年)公式,其中粗糙度随着波龄的增加而减小(见表2,MS)。波浪年龄无关的夏诺克(1955)公式用作参考。从那时起,Volkov(2001)提供了海面粗糙度的表达式。本说明的目的是使用Volkov(2001)粗糙度公式,并提供与MS中相似的结果。沃尔科夫得出的结论是,简单的幂定律公式类似于例如鸟羽等。和史密斯等。对于粗糙度与波龄的依赖性不足。

著录项

  • 来源
    《Ocean Engineering》 |2003年第8期|p.1079-1082|共4页
  • 作者单位

    Department of Marine Hydrodynamics, Norwegian University of Science and Technology, N-7491 Trondheim, Norway;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 海洋学;
  • 关键词

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