The Saigon's river response to coastal dynamics

<p>A good understanding of the hydrological cycle, and discharge in particular, in tropical tidal rivers enables reliable forecasting and decision making by researchers and policy makers.</p><p>The study proposes a low-cost technique to estimate tidally-influenced river discharge based on high frequency in-situ measurements. This technique pursues the work of <em>Camenen et al. 2021 </em>and<em> </em>estimates discharge based on a stage-fall-discharge rating curve, which requires the estimation of the river’s slope.</p><p>The application to the Saigon river (Vietnam) shows that its hydrological dynamics are ruled by a complex combination of atmospheric, continental and oceanic factors and pointed out unexpected hydrological behaviour: the 2018 rainy season was marked by heavy precipitations during four months, especially in November (typhoon USAGI). These high precipitations were associated with an increased water level; but surprisingly, the net water discharge decreased substantially during the same period (<em>figure 9a, 9c</em>). </p><p>We propose an in-depth study of in-situ water level time series at several locations including in the Mekong delta, in the Saigon river and in the surrounding coastal area. The tidal signal obtained via harmonic analysis is extracted from the water level time series and the residual signal is then filtered using a low-pass filter as proposed in <em>Trinh et al. 2020. </em>This discriminates non-tidal fluctuations of water level and thus, permits the analysis of the impact of non-tidal signal such as storm surge or precipitation.</p><p>Our analysis supports that the coastal water level dynamics actually control the slope of the Saigon river and thus, its net discharge. Additionally, the coastal water level might be itself regulated by the seasonal flood of the Mekong delta, so that the Mekong river discharge management would indirectly influence the Saigon river dynamics, even if these two basins are hydrologically disconnected. </p><p>The technique developed will help in better understanding the hydrological pattern of complex tropical estuarine rivers and disentangle the factors that influence their discharges as well as provide insights on tidal river interactions with coastal waters.</p><p> </p><p><img src="data:image/jpeg;base64, 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