4.7 Article

Mixing interfaces, fluxes, residence times and redox conditions of the hyporheic zones induced by dune-like bedforms and ambient groundwater flow

期刊

ADVANCES IN WATER RESOURCES
卷 88, 期 -, 页码 139-151

出版社

ELSEVIER SCI LTD
DOI: 10.1016/j.advwatres.2015.12.014

关键词

Stagnation points; Mixing layer; River morphology; Hyporheic flows; Groundwater

资金

  1. Deadwood River Project
  2. US Forest Service Award [009421-01]
  3. National Science Foundation Award [1141690]
  4. Italian Ministry of Public Instruction, University and Research through the Project PRIN [2010JHF437]
  5. Division Of Earth Sciences
  6. Directorate For Geosciences [1141690] Funding Source: National Science Foundation

向作者/读者索取更多资源

Recent studies highlighted the importance of the interface between streams and their surrounding sediment, known as the hyporheic zone, where stream waters flow through the alluvium. These pore water fluxes stem from the interaction among streambed morphology, stream hydraulics and surrounding groundwater flow. We analytically model the hyporheic hydraulics induced by a spatially uniform ambient groundwater flow made of a horizontal, underflow, and a vertical, basal, component, which mimics gaining and losing stream conditions. The proposed analytical solution allows to investigate the control of simple hydromorphological quantities on the extent, residence time and redox conditions of the hyporheic zone, and the thickness of the mixing interface between hyporheic and groundwater cells. Our analysis shows that the location of the mixing zone shallows or deepens in the sediment as a function of bedform geometry, surface hydraulic and groundwater flow. The point of stagnation, where hyporheic flow velocities vanish and where the separation surface passes through, is shallower than or coincides with the deepest point of the hyporheic zone only due to underflow. An increase of the ambient flow causes a reduction of the hyporheic zone volume similarly in both losing and gaining conditions. The hyporheic residence time is lognormally distributed under neutral, losing and gaining conditions, with the residence time moments depending on the same set of parameters describing dune morphology and stream flow. (C) 2015 Elsevier Ltd. All rights reserved.

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