2016
DOI: 10.5194/cp-12-1785-2016
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Streamflow variability over the 1881–2011 period in northern Québec: comparison of hydrological reconstructions based on tree rings and geopotential height field reanalysis

Abstract: Abstract. Over the last decades, different methods have been used by hydrologists to extend observed hydro-climatic time series, based on other data sources, such as tree rings or sedimentological datasets. For example, tree ring multi-proxies have been studied for the Caniapiscau Reservoir in northern Québec (Canada), leading to the reconstruction of flow time series for the last 150 years. In this paper, we applied a new hydro-climatic reconstruction method on the Caniapiscau Reservoir and compare the obtain… Show more

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Cited by 26 publications
(32 citation statements)
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“…(; ) for more details). D TW focuses on air flows since this distance involves gradients of absolute values of geopotential heights (Woodcock, ; Obled et al, ; Bontron, ; Wetterhall et al, ; Brigode et al, ). The formula for estimating D TW between two synoptic situations (Z1) and (Z2) characterized by geopotential height fields on a gridded domain oriented south–north (index i ) and west–east (index j ) is DTW=i,j||eGi+i,j||eGji,j||GLi+i,j||GLj×100, where e G is the difference, around a given grid point, between the Z1 and Z2 geopotential gradients, while G L is the maximum of these two gradients in the direction considered ( i or j ), ||eGi=||()normalZ1i,jnormalZ1i+1,1()normalZ2i,jnormalZ2i+1,1, ||eGj=||()normalZ1i,jnormalZ1i,j+1()normalZ2i,jnormalZ2i,j+1, ||GLi=max(),Z1i,jZ1i+1,1Z2i,j...…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…(; ) for more details). D TW focuses on air flows since this distance involves gradients of absolute values of geopotential heights (Woodcock, ; Obled et al, ; Bontron, ; Wetterhall et al, ; Brigode et al, ). The formula for estimating D TW between two synoptic situations (Z1) and (Z2) characterized by geopotential height fields on a gridded domain oriented south–north (index i ) and west–east (index j ) is DTW=i,j||eGi+i,j||eGji,j||GLi+i,j||GLj×100, where e G is the difference, around a given grid point, between the Z1 and Z2 geopotential gradients, while G L is the maximum of these two gradients in the direction considered ( i or j ), ||eGi=||()normalZ1i,jnormalZ1i+1,1()normalZ2i,jnormalZ2i+1,1, ||eGj=||()normalZ1i,jnormalZ1i,j+1()normalZ2i,jnormalZ2i,j+1, ||GLi=max(),Z1i,jZ1i+1,1Z2i,j...…”
Section: Methodsmentioning
confidence: 99%
“…Teweles and Wobus (1954) distances (noted D TW hereafter) are calculated to find the closest WP to each considered day (see Brigode et al (2013a;2013b) for more details). D TW focuses on air flows since this distance involves gradients of absolute values of geopotential heights (Woodcock, 1980;Obled et al, 2002;Bontron, 2004;Wetterhall et al, 2005;Brigode et al, 2016). The formula for estimating D TW between two synoptic situations (Z1) and (Z2) characterized by geopotential height fields on a gridded domain oriented south-north (index i) and westeast (index j) is…”
Section: Classification Of the Historical Periodmentioning
confidence: 99%
“…Kuentz et al (2013) reconstructed the 20th century hydrological variability of the Durance catchment (southern French Alps) based on an analogue downscaling method (Kuentz et al, 2015) and a lumped conceptual hydrological model. More recently, Brigode et al (2016) applied the same downscaling method and a hydrological model to reconstruct streamflow variability in a northern Québec catchment. Few studies have been performed at a country scale, with the exception of Dayon (2015), who used a deterministic statistical downscaling approach combined with a physically based hydrological model to reconstruct hydrometeorological data in France.…”
Section: Introductionmentioning
confidence: 99%
“…It derives from the widely used GR4J model (Perrin et al, 2003) -which has been used recently in a reconstruction context by Brigode et al (2016) -with a fifth parameter added to better model exchanges between surface and groundwater (Le Moine, 2008) and a sixth parameter added to better model low-flow periods (Pushpalatha et al, 2011). GR6J has been intensively used in France, in particular for low-flow studies (see Pushpalatha et al, 2012).…”
Section: Hydrological Modellingmentioning
confidence: 99%
“…Kuentz et al (2013) reconstructed the 20th century hydrological variability of the Durance catchment (southern French Alps) based on an analogue downscaling method (Kuentz et al, 2015) and a lumped conceptual hydrological model. More recently, Brigode et al (2016) applied the same downscaling method and a hydrological model to reconstruct streamflow variability in a northern Québec catchment. Few studies have been performed at a country scale, with the exception of Dayon (2015), who used a deterministic statistical downscaling approach combined with a physically based hydrological model to reconstruct hydrometeorological data in France.…”
Section: Introductionmentioning
confidence: 99%