2021
DOI: 10.1038/s41598-021-00922-2
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Hierarchical climate-driven dynamics of the active channel length in temporary streams

Abstract: Looking across a landscape, river networks appear deceptively static. However, flowing streams expand and contract following ever-changing hydrological conditions of the surrounding environment. Despite the ecological and biogeochemical value of rivers with discontinuous flow, deciphering the temporary nature of streams and quantifying their extent remains challenging. Using a unique observational dataset spanning diverse geomorphoclimatic settings, we demonstrate the existence of a general hierarchical struct… Show more

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Cited by 31 publications
(67 citation statements)
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“…While the average drainage density of our study catchment (D d = 2.22 km −1 ) is in line with that of other sites where similar analyses were conducted (Jensen et al, 2018;Botter et al, 2021;Senatore et al, 2021), the internal distribution of the channel network is uneven. The analysis of a highresolution DTM indicates that the hydrographic network of the upper Valfredda, here seen as the sum of permanent and temporary reaches, directly drains 65 % of the total contributing area (1.7 km 2 out of 2.6 km 2 ).…”
Section: Study Sitesupporting
confidence: 86%
“…While the average drainage density of our study catchment (D d = 2.22 km −1 ) is in line with that of other sites where similar analyses were conducted (Jensen et al, 2018;Botter et al, 2021;Senatore et al, 2021), the internal distribution of the channel network is uneven. The analysis of a highresolution DTM indicates that the hydrographic network of the upper Valfredda, here seen as the sum of permanent and temporary reaches, directly drains 65 % of the total contributing area (1.7 km 2 out of 2.6 km 2 ).…”
Section: Study Sitesupporting
confidence: 86%
“…Of these surveys, 14 were performed when discharge measurements were not available (July-October 2018, August 2020 and August-September 2021), while a total of 16 synchronous observations of active length and discharge were gathered. For more info about the catchment and the empirical activities carried out therein, the reader is referred to Durighetto et al ( 2020) and Botter et al (2021). A local persistency map was constructed on the basis of the field surveys (Figure 4c), and the Weibull plotting position method was used to construct the empirical cumulative distributions of L and Q (Figures 4a and 4d).…”
Section: Application To the Valfredda Catchmentmentioning
confidence: 99%
“…The dynamic connectivity framework presented here can be generalized to interrogate the impact of other relevant parameters (e.g., channel geometry, varying flow velocities, and heterogeneous precipitation patterns) on flux transport and aggregation, allowing us to explore the compound effects of those parameters together with topology in the phenomena and scenarios discussed above. A particularly pertinent application of this framework could arise by incorporating the ephemerality (i.e., persistence of streamflow) of the streams to understand the river response in the face of the spatial heterogeneity introduced by the local ecohydrology of the basin (Botter et al., 2021). This phenomenon can induce a significant impact on the hierarchical aggregation of streamflow, which can be further interpreted in conjunction with the topology via the proposed framework.…”
Section: Summary and Concluding Remarksmentioning
confidence: 99%