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Mathematical Formulations for Three Components of Hydroperiod in Tidal Wetlands

机译:潮汐湿地水力周期三要素的数学公式

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摘要

Hydroperiod has numerous ecological function and effective methods for calculating hydroperiod would be valuable for different ecological or biological studies. However, accurate computation of hydroperiod remain challenging mainly due to absence of accurate mathematical formulation. Additionally, computing hydroperiod is complex due to the daily fluctuating water levels from tides, wind, river flows, and other meteorological events. This research presents quantitative formulations for three components of hydroperiod (flooding depth, frequency, and duration) directly from the physical dynamics of water surface movement in a tidal wetland. A set of National Oceanic and Atmospheric Administration (NOAA) tide gauges along the U.S. West, East, and Gulf coasts are selected to demonstrate the application of the new formulations. The computational results in terms of duration are compared with Morris non-dimensional depth (D) of hydroperiod. The comparison indicates that D is a linear-triangular approximation of sinusoid tide curve and it would generally be a good estimate of the duration component of hydroperiod within the tidal range and the accuracy of D depends on geographic location of the stations that determine the tidal regimes. Whereas the proposed formulation is not limited to variations in tide regimes and can be used as a powerful tool to determine hydroperiod.
机译:水文周期具有许多生态功能,有效的水文周期计算方法对于不同的生态或生物学研究都是有价值的。然而,主要由于缺乏精确的数学公式,对水力周期的精确计算仍然具有挑战性。此外,由于潮汐,风,河流流量和其他气象事件导致的水位每天波动,因此计算水文周期非常复杂。这项研究直接根据潮汐湿地中水面运动的物理动力学,提出了水力周期三个分量(洪水深度,频率和持续时间)的定量公式。选择了一套沿美国西部,东部和墨西哥湾沿岸的国家海洋和大气管理局(NOAA)潮汐仪,以证明新配方的应用。将持续时间的计算结果与流体周期的莫里斯无量纲深度(D)进行比较。比较表明,D是正弦潮汐曲线的线性三角形近似值,通常可以很好地估计潮汐范围内水文周期的持续时间,D的精度取决于确定潮汐方案的站点的地理位置。然而,所提出的制剂不限于潮汐方案的变化,并且可以用作确定水力周期的有力工具。

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