TY - JOUR
T1 - Interpretation of spring recession curves
AU - Amit, H.
AU - Lyakhovsky, V.
AU - Katz, A.
AU - Starinsky, A.
AU - Burg, A.
PY - 2002
Y1 - 2002
N2 - Recession curves contain information on storage properties and different types of media such as porous, fractured, cracked lithologies and karst. Recession curve analysis provides a function that quantitatively describes the temporal discharge decay and expresses the drained volume between specific time limits (Hall 1968). This analysis also allows estimating the hydrological significance of the discharge function parameters and the hydrological properties of the aquifer. In this study, we analyze data from perennial springs in the Judean Mountains and from others in the Galilee Mountains, northern Israel. All the springs drain perched carbonate aquifers. Eight of the studied springs discharge from a karst dolomite sequence, whereas one flows out from a fractured, slumped block of chalk. We show that all the recession curves can be well fitted by a function that consists of two exponential terms with exponential coefficients α1 and α2. These coefficients are approximately constant for each spring, reflecting the hydraulic conductivity of different media through which the ground water flows to the spring. The highest coefficient represents the fast flow, probably through cracks, or quickflow, whereas the lower one reflects the slow flow through the porous medium, or baseflow. The comparison of recession curves from different springs and different years leads to the conclusion that the main factors that affect the recession curve exponential coefficients are the aquifer lithology and the geometry of the water conduits therein. In normal years of rainy winter and dry summer, α1 is constant in time. However, when the dry period is longer than usual because of a dry winter, α1 slightly decreases with time.
AB - Recession curves contain information on storage properties and different types of media such as porous, fractured, cracked lithologies and karst. Recession curve analysis provides a function that quantitatively describes the temporal discharge decay and expresses the drained volume between specific time limits (Hall 1968). This analysis also allows estimating the hydrological significance of the discharge function parameters and the hydrological properties of the aquifer. In this study, we analyze data from perennial springs in the Judean Mountains and from others in the Galilee Mountains, northern Israel. All the springs drain perched carbonate aquifers. Eight of the studied springs discharge from a karst dolomite sequence, whereas one flows out from a fractured, slumped block of chalk. We show that all the recession curves can be well fitted by a function that consists of two exponential terms with exponential coefficients α1 and α2. These coefficients are approximately constant for each spring, reflecting the hydraulic conductivity of different media through which the ground water flows to the spring. The highest coefficient represents the fast flow, probably through cracks, or quickflow, whereas the lower one reflects the slow flow through the porous medium, or baseflow. The comparison of recession curves from different springs and different years leads to the conclusion that the main factors that affect the recession curve exponential coefficients are the aquifer lithology and the geometry of the water conduits therein. In normal years of rainy winter and dry summer, α1 is constant in time. However, when the dry period is longer than usual because of a dry winter, α1 slightly decreases with time.
UR - http://www.scopus.com/inward/record.url?scp=0036734339&partnerID=8YFLogxK
U2 - 10.1111/j.1745-6584.2002.tb02539.x
DO - 10.1111/j.1745-6584.2002.tb02539.x
M3 - ???researchoutput.researchoutputtypes.contributiontojournal.article???
C2 - 12236268
AN - SCOPUS:0036734339
SN - 0017-467X
VL - 40
SP - 543
EP - 551
JO - Ground Water
JF - Ground Water
IS - 5
ER -