4.7 Article

Age dating base flow at springs and gaining streams using helium-3 and tritium: Fischa-Dagnitz system, southern Vienna Basin, Austria

Journal

WATER RESOURCES RESEARCH
Volume 46, Issue -, Pages -

Publisher

AMER GEOPHYSICAL UNION
DOI: 10.1029/2009WR008006

Keywords

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Funding

  1. U.S. National Science Foundation [EAR-0309212]
  2. International Atomic Energy Agency Isotope Hydrology Section

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Springs and gaining streams are locations where groundwater flow paths naturally converge and discharge as a flow-weighted mixture of water from the contributing aquifer. The age of that water is therefore a good measure of the mean transit time (MTT) of the contributing aquifer. The question examined in this paper is whether tritiogenic helium-3 and tritium ((3)He(trit)-(3)H) can be used to estimate MTT in these settings. To answer that question two factors must be considered: (1) the loss of (3)He from discharging groundwater as it becomes exposed to the atmosphere, and (2) the accuracy with which MTT can be determined from flow-weighted (3)He(trit)-(3)H concentrations. These concepts were tested at the Fischa-Dagnitz system (springs and emerging stream), which is part of the southern Vienna Basin aquifer. Conducting a gas tracer test, gas exchange coefficients (lambda) were established for helium-4 ((4)He) and krypton-84 ((84)Kr), and derived for helium-3 ((3)He) and neon-20 ((20)Ne). By simulating measured groundwater inflow and gas transport in the stream, groundwater inflow concentrations for (3)He, (4)He, (20)Ne, and (84)Kr were estimated. Correcting for the various sources of He, the tritiogenic helium-3 ((3)He(trit)) concentration of inflowing groundwater was estimated at 8.3 tritium units (TU). The flow-weighted groundwater concentration of (3)H, determined from 22 stream water samples, was estimated at 9.8 TU. Assuming that the relationship between flow amount and transit time at Fischa-Dagnitz is characterized by a hybrid dispersion-exponential age model, the (3)He(trit)-(3)H ratio (8.3/9.8 = 0.85) defines a MTT of 8 years. The validity of this estimate was evaluated by comparison to a long-term (3)H time series that exists for Fischa-Dagnitz. The likely range of MTT's derived from the measured (3)H time series is 11 to 14 years.

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