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Potential vorticity inversion in terrain-following coordinates with applications to morphological data assimilation.

机译:地形跟随坐标中的潜在涡度反演及其在形态数据同化中的应用。

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摘要

Forecasts generated by numerical weather prediction models continue to improve, but they are far from perfect. Forecast errors can be separated into those caused by shortcomings in the model (e.g., discretization and parameterization errors) and those caused by an imperfect estimate of the state of the atmosphere, oceans, and land surface (i.e., the initial conditions) given to the model, The goal of data assimilation is to eliminate the second class of errors to the greatest extent possible, given the observations at hand. Data assimilation is often treated as a statistical problem: Given a set of observations valid at some time, a previous forecast also valid at that time, and information about their error characteristics, what is the initial condition that is most likely to be closest to reality?; Morphological data assimilation is a complementary approach that seeks to use visual information, satellite data in particular, to help define the state of the atmosphere. The connection between satellite imagery and initial conditions in the form a model expects is made through the use of potential vorticity and its inversion.; The results presented in this dissertation document the construction of methods necessary to carry out morphological data assimilation in a more advanced and presumably accurate way than previous attempts. In particular, warping, wind partitioning, and potential vorticity inversion techniques are discussed within the context of morphological data assimilation. The potential vorticity inversion procedure is the most involved, and its discussion takes up the bulk of the work. Although the inversion procedure is not currently robust, prospects for the future are discussed that may lead to further improvement.
机译:数值天气预报模型生成的预报仍在不断改进,但远非完美。可以将预测误差分为模型缺陷(例如离散化和参数化误差)引起的预测误差,以及对大气,海洋和陆地表面状态(即初始条件)的不正确估计引起的预测误差。考虑到手头的观察,数据同化的目标是最大程度地消除第二类错误。数据同化通常被视为统计问题:给定一组观察值在某个时间有效,先前的预测在那个时候也有效,并且有关其错误特征的信息,最有可能与实际情况最接近的初始条件是什么? ?;形态数据同化是一种补充方法,旨在利用视觉信息(尤其是卫星数据)来帮助定义大气状态。卫星图像和模型所期望的初始条件之间的联系是通过使用潜在涡度及其反演实现的。本论文提出的结果证明了以比以前的尝试更先进,更准确的方式进行形态数据同化所必需的方法的构建。特别是,在形态数据同化的背景下讨论了翘曲,风分配和潜在涡度反转技术。潜在的涡度反演程序涉及最多,其讨论占用了大部分工作。尽管反演程序目前尚不完善,但讨论了可能导致进一步改进的未来前景。

著录项

  • 作者

    Decker, Steven G.;

  • 作者单位

    The University of Wisconsin - Madison.;

  • 授予单位 The University of Wisconsin - Madison.;
  • 学科 Atmospheric Sciences.
  • 学位 Ph.D.
  • 年度 2006
  • 页码 231 p.
  • 总页数 231
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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