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Residence Time Applied to Estuaries.

机译:停留时间应用于河口。

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摘要

Estuaries are complex ecosystems that provide a habitat for many living organisms. Unfortunately, these ecosystems can sometimes be fragile and rely on delicate balances to stay self-sustaining. Residence time is one of a larger set of parameters used to characterize the environmental state of estuaries and other water bodies. Though the science of evaluating large ecosystems is still under development, time scale calculations can greatly help in the understanding of the various processes within an estuary. These metrics help to define an estuary from an ecological and engineering standpoint. As first defined by J.T.F. Zimmerman (1976), residence time is the time it takes for a particle in an estuary, channel or river to travel from one preselected point to another preselected point in the estuary, channel or river. Since residence time is an intimate function of the estuary (i.e., it is a function of freshwater discharge, tides, estuary geometry, etc.) it can be used to make general comparisons of habitats within an estuary and between estuaries. This knowledge can contribute to restoration of estuaries already in decline as well as future projects that aim to construct sustainable habitats. After a brief introduction, we present relevant time scales and provide each with a precise definition. Then we discuss various models for residence time; namely the tidal prism model, a transient storage model, a variable residence time model, a forward Eulerian method and a probabilistic Lagrangian method. Also discussed is how tracers can define residence time and the implications of choosing among different tracer types. Reviews of studies that used residence time in an effort to make systems quantifiable are then presented. Lastly, the paper qualitatively reviews how time scales can be used in various problems dealing with characterization of an estuary.
机译:河口是复杂的生态系统,为许多生物提供了栖息地。不幸的是,这些生态系统有时会很脆弱,只能依靠微妙的平衡来维持自我维持。停留时间是用于表征河口和其他水体环境状态的一大组参数之一。尽管评估大型生态系统的科学仍在发展中,但时标计算可以极大地帮助您了解河口内的各种过程。这些指标有助于从生态和工程的角度定义河口。正如J.T.F. Zimmerman(1976),停留时间是河口,河道或河道中的粒子从一个预选点到河口,河道或河道的另一个预选点所花费的时间。由于停留时间是河口的密切功能(即,它是淡水排放,潮汐,河口几何形状等的函数),因此可以用来对河口内和河口之间的生境进行一般比较。这些知识可以帮助恢复已经下降的河口以及旨在建设可持续栖息地的未来项目。简要介绍之后,我们介绍了相关的时标,并为每个时标提供了精确的定义。然后我们讨论各种停留时间模型;即潮汐棱镜模型,瞬态存储模型,可变滞留时间模型,正向欧拉方法和概率拉格朗日方法。还讨论了示踪剂如何定义停留时间以及在不同示踪剂类型之间进行选择的含义。然后介绍了使用停留时间以使系统可量化的研究综述。最后,本文定性地回顾了如何将时标用于处理河口特征的各种问题。

著录项

  • 作者

    Singh, Kamaldeep.;

  • 作者单位

    University of California, Davis.;

  • 授予单位 University of California, Davis.;
  • 学科 Engineering Environmental.
  • 学位 M.S.
  • 年度 2012
  • 页码 97 p.
  • 总页数 97
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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