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Advanced spectral analysis of sea water level changes

机译:海水位的高级光谱分析变化

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Navigation in coastal areas requires accurate water levels modeling and prediction. Basically, tides are generated as a response to the attraction forces exerted by the moon and the sun. However, such attraction forces are not the only factors affecting water levels. The shape of bays, local wind and weather patterns also can affect tides. In this paper, the least-squares spectral analysis (LSSA) approach is used to analyze long series of tidal data, atmospheric pressure, and wind speed extended morethan 9 years. The tide prediction model is developed by determining the harmonic constituents of the tidal data using LSSA approach. It is found that the resultant spectrum still contains different peaks after forcing all tidal constituents. The water level response to atmospheric pressure is also investigated. The amplitude and phase response of tidal data to atmospheric pressure are determined. It is shown that the response of water level to the atmospheric pressure has an average of about 4.5 mm/millibar. Moreover, the amplitude and phase response of tidal data to wind speed is also investigated. It is found that the power ratio of pressure effect to wind effect is about 1.64 x 10~6. That means the effect of wind is too small compared to the effectof atmospheric pressure, which can be considered a special case for this location as it is surrounded by mountains that affect the wind speed and its variation.
机译:沿海地区的导航需要准确的水位建模和预测。基本上,潮汐被产生为对月亮和太阳施加的吸引力的反应。然而,这种吸引力不是影响水位的唯一因素。海湾,地方风和天气模式的形状也会影响潮汐。在本文中,最小二乘谱分析(LSSA)方法用于分析长长系列的潮汐数据,大气压和风速延伸9年。通过使用LSSA方法确定潮汐数据的谐波成分来开发潮汐预测模型。结果发现,在迫使所有潮汐成分后,所得频谱仍然含有不同的峰。还研究了对大气压力的水位反应。确定潮汐数据与大气压的幅度和相位响应。结果表明,水位与大气压的响应平均约为4.5mm /毫巴。此外,还研究了潮汐数据对风速的幅度和相位响应。发现压力效应对风效应的功率比为1.64×10〜6。这意味着随着大气压的影响,风的影响太小,这可以被认为是这种位置的特殊情况,因为它被影响风速的山脉及其变化。

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