Global meteoric water line explained

The Global Meteoric Water Line (GMWL) describes the global annual average relationship between hydrogen and oxygen isotope (oxygen-18 and deuterium) ratios in natural meteoric waters. The GMWL was first developed in 1961 by Harmon Craig, and has subsequently been widely used to track water masses in environmental geochemistry and hydrogeology.

Development and definition of GMWL

When working on the global annual average isotopic composition of oxygen-18 and deuterium (2H) in meteoric water, geochemist Harmon Craig observed a correlation between these two isotopes, and subsequently developed and defined the equation for GMWL:[1]

\delta\ce D = 8.0\cdot\delta^\ce O + 10\ ^\!/\!_

Where δ18O and δ2H (also known as δD) are the ratio of heavy to light isotopes (e.g. 18O/16O, 2H/1H).

The relationship of δ18O and δ2H in meteoric water is caused by mass dependent fractionation of oxygen and hydrogen isotopes between evaporation from ocean seawater and condensation from vapor.[2] As oxygen isotopes (18O and 16O) and hydrogen isotopes (2H and 1H) have different masses, they behave differently in the evaporation and condensation processes, and thus result in the fractionation between 18O and 16O as well as 2H and 1H. Equilibrium fractionation causes the isotope ratios of δ18O and δ2H to vary between localities within the area. The fractionation processes can be influenced by a number of factors including: temperature, latitude, continentality, and most importantly, humidity.[3]

Applications

Craig observed that δ18O and δ2H isotopic composition of cold meteoric water from sea ice in the Arctic and Antarctica are much more negative than that in warm meteoric water from the tropic. A correlation between temperature (T) and δ18O was proposed later[4] in the 1970s. Such correlation is then applied to study surface temperature change over time.[5] The δ18O composition in ancient meteoric water, preserved in ice cores, can also be collected and applied to reconstruct paleoclimate.[6] [7]

A meteoric water line can be calculated for a given area, named as local meteoric water line (LMWL), and used as a baseline within that area. Local meteoric water line can differ from the global meteoric water line in slope and intercept. Such deviated slope and intercept is a result largely from humidity. In 1964, the concept of deuterium excess d (d=δ2H - 8δ18O) was proposed. Later, a parameter of deuterium excess as a function of humidity has been established, as such the isotopic composition in local meteoric water can be applied to trace local relative humidity,[8] study local climate and used as a tracer of climate change.

In hydrogeology, the δ18O and δ2H composition in groundwater are often used to study the origin of groundwater[9] and groundwater recharge.[10]

Recently it has been shown that, even taking into account the standard deviation related to instrumental errors and the natural variability of the amount-weighted precipitations, the LMWL calculated with the EIV (error in variable regression)[11] method has no differences on the slope compared to classic OLSR (ordinary least square regression) or other regression methods.[12] However, for certain purposes such as the evaluation of the shifts from the line of the geothermal waters, it would be more appropriate to calculate the so-called "prediction interval" or "error wings" related to LMWL.

See also

Notes and References

  1. Craig. H.. 1961. Isotopic Variations in Meteoric Waters. Science. 133. 3465. 1702–1703. 10.1126/science.133.3465.1702. 17814749. 1961Sci...133.1702C. 34373069. 0036-8075.
  2. Book: Clark, Ian. Environmental Isotopes in Hydrogeology. CRC Press. 2013. 9781482242911. Boca Raton, Florida. 1027763963.
  3. Kendall. Carol. Carol Kendall (scientist). Coplen. Tyler B.. 2001. Distribution of oxygen-18 and deuterium in river waters across the United States. Hydrological Processes. 15. 7. 1363–1393. 10.1002/hyp.217. 2001HyPr...15.1363K. 27744095 . 0885-6087.
  4. Merlivat. Liliane. Jouzel. Jean. 1979. Global climatic interpretation of the deuterium-oxygen 18 relationship for precipitation. Journal of Geophysical Research. 84. C8. 5029. 10.1029/jc084ic08p05029. 1979JGR....84.5029M. 0148-0227.
  5. Fricke. Henry C.. O'Neil. James R.. 1999. The correlation between 18O/16O ratios of meteoric water and surface temperature: its use in investigating terrestrial climate change over geologic time. Earth and Planetary Science Letters. 170. 3. 181–196. 10.1016/S0012-821X(99)00105-3. 1999E&PSL.170..181F. 0012-821X.
  6. Johnsen. Sigfús J.. Clausen. Henrik B.. Dansgaard. Willi. Gundestrup. Niels S.. Hammer. Claus U.. Andersen. Uffe. Andersen. Katrine K.. Hvidberg. Christine S.. Dahl-Jensen. Dorthe. Steffensen. Jørgen P.. Shoji. Hitoshi. 1997. The δ18O record along the Greenland Ice Core Project deep ice core and the problem of possible Eemian climatic instability. Journal of Geophysical Research: Oceans. 102. C12. 26397–26410. 10.1029/97jc00167. 1997JGR...10226397J. 0148-0227. free.
  7. Gat. J. R.. 1996. Oxygen and hydrogen isotopes in the hydrologic cycle. Annual Review of Earth and Planetary Sciences. 24. 1. 225–262. 10.1146/annurev.earth.24.1.225. 1996AREPS..24..225G. 0084-6597.
  8. Voelker. Steven L.. Brooks. J. Renée. Meinzer. Frederick C.. Roden. John. Pazdur. Anna. Pawelczyk. Slawomira. Hartsough. Peter. Snyder. Keirith. Plavcová. Lenka. Šantrůček. Jiří. 2014. Reconstructing relative humidity from plant δ18O and δD as deuterium deviations from the global meteoric water line. Ecological Applications. en. 24. 5. 960–975. 10.1890/13-0988.1. 25154090. 2014EcoAp..24..960V . 1939-5582.
  9. Acheampong. S. Y.. Hess. J. W.. 2000. Origin of the shallow groundwater system in the southern Voltaian Sedimentary Basin of Ghana: an isotopic approach. Journal of Hydrology. 233. 1. 37–53. 10.1016/S0022-1694(00)00221-3. 2000JHyd..233...37A. 0022-1694.
  10. Chen. Jiansheng. Liu. Xiaoyan. Wang. Chiyuen. Rao. Wenbo. Tan. Hongbing. Dong. Haizhou. Sun. Xiaoxu. Wang. Yongsen. Su. Zhiguo. 2011. Isotopic constraints on the origin of groundwater in the Ordos Basin of northern China. Environmental Earth Sciences. 66. 2. 505–517. 10.1007/s12665-011-1259-6. 128698674. 1866-6280.
  11. Boschetti. Tiziano. Cifuentes. José. Iacumin. Paola. Selmo. Enricomaria. 2019. Local Meteoric Water Line of Northern Chile (18°S - 30°S): An application of error-in-variables regression to the oxygen and hydrogen stable isotope ratio of precipitation. Water. 11. 4. 791. 10.3390/w11040791. free.
  12. Crawford. Jagoda. Hughes. Catherine E.. Lykoudis. Spyros. 2014-11-27. Alternative least squares methods for determining the meteoric water line, demonstrated using GNIP data. Journal of Hydrology. en. 519. 2331–2340. 10.1016/j.jhydrol.2014.10.033. 2014JHyd..519.2331C. 0022-1694.

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