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A Solution for the Northern Hemisphere Climatic Zonation During a Glacial Maximum

Published online by Cambridge University Press:  20 January 2017

Barry Saltzman
Affiliation:
Department of Geology and Geophysics, Yale University, New Haven, Connecticut 06520 USA
Anandu D. Vernekar
Affiliation:
Institute for Fluid Dynamics and Applied Mathematics, University of Maryland, College Park, Maryland 20742 USA

Abstract

The same model previously used to deduce an acceptable first order picture of the present zonally averaged macroclimate is now solved for the climatic response to the “glacial” surface boundary conditions that prevailed at 18,000 BP in the northern hemisphere. The equilibrium solution obtained gives the distributions with latitude of the mean temperature, wind, humidity, precipitation, evaporation, heat balance, transient baroclinic eddy statistics (i.e., kinetic energy of the meridional wind and meridional flux of heat, momentum, and water vapor), and the energy integrals. In general terms, the solution shows the glacial atmosphere to be colder and drier than at present, with an intensified polar front, stronger mean zonal and poloidal winds, more intense transient baroclinic eddies (storms) transporting heat, momentum and water vapor poleward at higher rates, and reduced precipitation and evaporation. Also evident is an equatorward shift of the climatic zones (as delineated by the mean surface zonal winds, the poloidal motion, and the difference between mean evaporation and precipitation), particularly in higher latitudes. Other properties of the solution, such as the effect of zonal wind changes on the length of the day, are discussed.

Type
Research Article
Copyright
University of Washington

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References

Alyea, F.N., (1972). Numerical simulation of an ice age paleoclimate. Atmospheric Science Paper No. 193 Colorado State University 120.Google Scholar
Anderson, D.L., (1974). Earthquakes and the rotation of the earth. Science 186, 4950.CrossRefGoogle ScholarPubMed
Brooks, C.E.P., (1949). 2nd Ed. Climate Through the Ages Ernest Benn London 395(republished, Dover Press, NY, 1970).Google Scholar
Fairbridge, R.W., (1961). Convergence of evidence on climatic change and ice ages. Annals of the New York Academy of Science 95, 542579.CrossRefGoogle Scholar
Flint, R.F., (1971). Glacial and Quaternary Geology. Wiley New York 892.Google Scholar
Flohn, H., (1953). Studien über die atmosphärische Zirkulation in der letzen Eiszeit. Erdkunde 7, 266275.CrossRefGoogle Scholar
Lambeck, K., Cazenave, A., (1973). The earth's rotation and atmospheric circulation—I. Seasonal variations. Geophysical Journal 32, 7993.CrossRefGoogle Scholar
Mintz, Y., Munk, W., (1951). The effect of winds and tides on the length of the day. Tellus 3, 117121.CrossRefGoogle Scholar
Newell, R.E., (1974). Changes in the poleward energy flux by the atmosphere and ocean as a possible cause for ice ages. Quaternary Research 4, 117127.CrossRefGoogle Scholar
Saltzman, B., (1968). Surface boundary effects on the general circulation and macroclimate: a review of the theory of the quasi-stationary perturbations in the atmosphere. Meteorological Monographs 30, 419.Google Scholar
Saltzman, B., Vernekar, A.D., (1971a). An equilibrium solution for the axially-symmetric component of the earth's macroclimate. Journal of Geophysical Research 76, 14981524.CrossRefGoogle Scholar
Saltzman, B., Vernekar, A.D., (1971b). Note on the effect of earth orbital radiation variations on climate. Journal of Geophysical Research 76, 41954197.CrossRefGoogle Scholar
Saltzman, B., Vernekar, A.D., (1972). Global equilibrium solutions for the zonallyaveraged macroclimate. Journal of Geophysical Research 77, 39363945.CrossRefGoogle Scholar
Schutz, C., Gates, W.L., (1973). Supplemental global climatic data: January. Rand Report R-915/2-ARPA 38.Google Scholar
Schutz, C., Gates, W.L., (1974). Supplemental global climatic data: July. Rand Report R-1029/1-ARPA 38.Google Scholar
Sellers, W.D., (1973). A new global climatic model. Journal of Applied Meteorology 12, 241254.2.0.CO;2>CrossRefGoogle Scholar
Vernekar, A.D., (1972). Long-period global variations of incoming solar radiation. Meteorological Monographs 12, No. 34 21+ tables.Google Scholar
Warshaw, M., Rapp, R.R., (1973). An experiment on the sensitivity of the global circulation model. Journal of Applied Meteorology 12, 4349.2.0.CO;2>CrossRefGoogle Scholar
Willett, H.C., (1953). Atmospheric and oceanic circulation as factors in glacial-interglacial changes of climate. Shapley, H., Climatic Change Harvard University Press Cambridge 5171.Google Scholar
Williams, J., Barry, R.G., Washington, W.M., (1974). Simulation of the atmospheric circulation using the NCAR global circulation model with ice age boundary conditions. Journal of Applied Meteorology 13, 305317.2.0.CO;2>CrossRefGoogle Scholar