2014
DOI: 10.1111/gwat.12236
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Heat as a Tracer for Examining Depth‐Decaying Permeability in Gravel Deposits

Abstract: 12Depth dependence of permeability can appear in any geologic setting; however, vertical trends 13 in alluvial gravel deposits are poorly understood because of the high variability of hydraulic 14 conductivity K in monotonic sequences. This paper examines the sensitivity of depth-decaying 15 permeability through heat transport simulation around a river's losing reach in the Toyohira River hydraulic gradient also appears in the observation wells for this analysis, as described below.

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Cited by 9 publications
(7 citation statements)
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“…This study counted the number of individual 0.1 m cells that were vertically connected in the stochastically generated fields. In this simulation, constant head boundaries of 20 and 19 m were assigned to the upstream and downstream sides of the cube, respectively, resulting in the mean hydraulic gradient of 0.1 (m/m), as the highest value of the water table around the losing section of the river discharge (Sakata, 2014). However, the calculation results of K e were rarely dependent on the head boundary condition (the comparison was omitted due to paper length restriction).…”
Section: Modeling and Analysis Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…This study counted the number of individual 0.1 m cells that were vertically connected in the stochastically generated fields. In this simulation, constant head boundaries of 20 and 19 m were assigned to the upstream and downstream sides of the cube, respectively, resulting in the mean hydraulic gradient of 0.1 (m/m), as the highest value of the water table around the losing section of the river discharge (Sakata, 2014). However, the calculation results of K e were rarely dependent on the head boundary condition (the comparison was omitted due to paper length restriction).…”
Section: Modeling and Analysis Methodsmentioning
confidence: 99%
“…The previous study also determined the vertical trend of core-scale K with the decay exponent of A = 0.11 m -1 . Such a large decay exponent plays a role of controlling the groundwater flow and transport near the ground in the alluvial fan (Sakata, 2014).…”
Section: Introductionmentioning
confidence: 99%
“…In recent years, the depth-decay and anisotropy of hydraulic conductivity has been found to have significant effects on groundwater flow, solute and heat transport, and distribution of groundwater age and residence time in basins Jiang et al, 2010;Gomez and Wilson, 2013;Sakata, 2015;Zlotnik et al, 2011]. Here, we examine how they affect the critical depth of artesian flow conditions and the rate of variation in artesian head with depth.…”
Section: Effect Of the Depth-decay And Anisotropy Of Hydraulic Conducmentioning
confidence: 96%
“…The records of river temperatures near Site 2 until March 2011 were publicly available [18]. The author also measured groundwater temperatures in a borehole at Site 2 from June 2010 [19] to the present. Here, the temperature data between June 2010 to March 2011 were used for the analysis of peak delay in temperatures.…”
Section: Field Experiments Settingmentioning
confidence: 99%