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The Inflection-Point Retracking Algorithm: Improved Jason-2 Sea Surface Heights in the Strait of Hormuz

机译:拐点追踪算法:霍尔木兹海峡改进的Jason-2海面高度

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摘要

In this study, a waveform retracking algorithm based on finding the inflection-point of the waveform is proposed. After two-steps pre-processing procedure, we employ this method for 145 cycles of Jason-2 data for two tracks 81 and 16 over the Strait of Hormuz. Moreover, we obtain the corrected SSH by the common empirical methods namely Offset Centre of Gravity, Beta and Threshold as well as the ALES. We compare the SSH time series from proposed algorithm with those from common empirical methods. Results are validated against three nearby tide-gauges in the case study. The correlation coefficient and RMSE between the corrected SSH and tide-gages data were computed for three distance classes from the coastline: 0 approximate to 5, 5 approximate to 10 and 10 approximate to 15 kilometer. Our method improves the averaged RMSE of raw SSH up to 41%, 41% and 24%, for these classes over track 81 and 51%, 38% and 41% over track 16, respectively. The averaged correlation values of the proposed method indicate 33%, 11% and 2% improvement over track 81 and are 29%, 14% and 3% over track 16 for three distance groups, respectively. Our method leads to slightly better results than the successful ALES method, especially within the range of 0 approximate to 5km.
机译:在这项研究中,提出了一种基于找到波形拐点的波形重新跟踪算法。经过两步预处理程序后,我们对霍尔木兹海峡上两个轨道81和16的145个Jason-2数据周期进行了这种方法。此外,我们通过常见的经验方法(即“重心偏移中心”,“β”和“阈值”)以及ALES获得了校正后的SSH。我们比较了所提算法的SSH时间序列和常见经验方法的时间序列。在案例研究中,针对三个附近的潮位计验证了结果。针对距海岸线的三个距离类别,计算了校正后的SSH和潮汐表数据之间的相关系数和RMSE:0近似于5、5近似于10和10近似于15公里。我们的方法将原始SSH的平均RMSE分别提高了41%,41%和24%,分别高于第81条轨道和51%,38%和41%以上的轨道。对于三个距离组,所提出方法的平均相关值表明分别比轨道81改善33%,11%和2%,分别比轨道16改善29%,14%和3%。我们的方法比成功的ALES方法产生的结果略好,尤其是在0到5 km的范围内。

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