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Original Articles

A regional numerical sulfur dispersion model using a meteorological model with explicit treatment of clouds

Pages 389-407 | Received 15 Nov 1989, Accepted 18 Jun 1990, Published online: 18 Jan 2017

References

  • Berge, E. 1988. An examination of three numerical schemes for solving the advection equation. IBM Bergen Scientific Centre, Bergen, Norway. IBM report nr. 88138, 20 pp.
  • Brost, R. A., Haagenson, P. L. and Kuo, Y. H. 1988. The effect of diffusion on tracer puffs simulated by a regional scale eulerian model. J. Geophys. Res. 93, No. D3, 2389–2404
  • Chang, J. S., Brost, R. A., Isaksen, I. S. A., Madronich, S., Middleton, P., Stockwell, W. R. and Walcek, C. J. 1987. A three-dimensional eulerian acid deposition model: Physical concepts and formulation. J, Geophys. Res. 92, No. D12, 14681–14700
  • Charmichael, G. R. and Peters, L. K. 1984a. An eulerian transport/transformation/removal model for SO2 and sulfate. 1. Model development. Atmos. Environ. 18, 937–951.
  • Charmichael, G. R. and Peters, L. K. 1984b. An eulerian transport/transformation/removal model for SO2 and sulfate. 2. Model calculation of SO„ transport in the eastern united states. Atmos. Environ. 18, 953–967.
  • Charmichael, G. R., Peters, L. K. and Kitada, T. 1986. A second generation model for regional-scale transport/chemistry/deposition. Atmos. Environ. 20, 173–188.
  • Chaumerliac, N., Nickerson, E. C. and Rosset, R. 1987. Sulfur scavenging in a mesoscale meteoro-logical model with semispectral microphysics. J. Geophys. Res. 91, No. D3, 3114–3126
  • Eliassen, A., Hov, O., Iversen, T., Saltbones, J. and Simpson, D. 1988. Estimates of airborne trans-boundary transport of sulphur and nitrogen over Europe. The Norwegian Met. Inst. EMEP1MSC-W report 1188, Oslo, Norway, 79 pp.
  • Eliassen, A. and Saltbones, J. 1983. Modelling of long-range transport of sulfur over Europe: A two year model run and some model experiments. Atmos. Environ. 17, 1457–1473.
  • Fowler, D. 1980. Removal of sulfur and nitrogen compounds from the atmosphere in rain and by dry deposition. Proc. Int. Conf Ecol. Impact Acid Precip., 22-31, SNSF-project, As-NLH, Norway, 22–32.
  • Gronás, S., Foss, A. and Lystad, M. 1987. Numerical simulations of polar lows in the Norwegian Sea. Tellus 39A, 334–353.
  • Holton, J. R. 1979. An introduction to dynamic meteorology. New York, Academic Press, 391 pp.
  • Hov, Ø., Eliassen, A. and Simpson, D. 1988. Calculation of the distribution of the NO compounds in Europe. Tropospheric Ozone (ed. I. S. A. Isaksen). Dordrecht, Reidel, 239–261.
  • Isaksen, I. and Rodhe, H. 1978. A two-dimensional model for the global distribution of gases and aerosol particles in the troposphere. Univ. of Stockholm, Dept. of Met., Report AC-47, 36 pp.
  • Karamchandani, P. and Peters, L. K. 1983. Analysis of the error associated with grid representation of point sources. Atmos. Environ. 17, 927–933.
  • Kristjansson, J. E. 1990. Model simulations of an explosive meso β-scale cyclone: The role of condensation parameterization. Tellus 42A, 78–91.
  • Mahrt, L. 1987. Grid averaged surface fluxes. Mott. Wea. Rev. 115, 1550–1560.
  • McRae, G. J., Goodin, W. R. and Seinfeld, J. H. 1982. Numerical solution of the atmospheric diffusion equation for chemically reacting flows. J. Comp. Phys. 45, 1–42.
  • McRae, O, J., Goodin, W. R. and Seinfeld, J. H. 1982. Development of a second-generation mathematical model for urban air pollution. 1. Model formulation. Atmos. Environ. 16, 679–696.
  • Mesinger, F. and Arakawa, A. 1976. Numerical methods used in atmospheric models, volume I. GARP Publications Series No. 17, WMO/ICSU, 64 PP.
  • Middleton, P., Chang, J. S., Del Corral, J. C., Geiss, H. and Rosinski, J. M. 1988. Comparison of RADM and OSCAR precipitation chemistry data. Atmos. Environ. 22, 1195–1208.
  • Nordeng, T. E. 1987. The effect of vertical and slant-wise convection on the simulation of polar lows. Tellus 39A, 354–375.
  • Nordlund, G. 1986. Local deposition of sulfur: A comparison of Finnish estimates and EMEP model (EMEP-west) values. In Atmospheric computations to assess acidification in Europe: work in progress (ed. J. Alcamo and J. Bartnicki). IIASA, Laxenburg, Austria, RR-86-5,27-29.
  • Pacyna, J., Schaug, J., Harstad, A., Krognes, T. and Skjelmoen, J. E. 1987. Data report July—December 1985, EMEP1CCC-report 6187. The Norwegian Institute for Air Research, Lillestrom, Norway, 233 pp.
  • Pleune, R. 1989. A parameterization of the vertical eddy diffusion in stable situations and its impact on a numerical acid rain prediction model. Univ. of Bergen, Sec. of Met., Report no. 3-1989, 50 pp.
  • Prahm, L. P., Conradsen, K. and Nielsen, L. B. 1980. Regional source quantification model for sulfur oxides in Europe. Atmos. Environ. 14, 1027–1054.
  • Pudykiewicz, J., Benoit, R. and Staniforth, A. 1985. Preliminary results from a partial LTRAP model based on an existing meteorological forecast model. Atmos. Oce. 23, 267–303.
  • Richtmyer, D. and Morton, K. W. 1967. Difference methods for initial-value problems. 2nd edition. Wiley. New York, 405 pp.
  • Rodhe, H., Crutzen, P. and Vanderpool, A. 1981. Formation of sulfuric and nitric acids in the atmosphere during long-range transport. Tellus 33, 132–141.
  • Rodhe, H. and Grant, L. 1983. Summer and winter budgets for sulfur over Europe. Idöjaras 87, 1–6.
  • Rood, R. B. 1987. Numerical advection algorithms and their role in atmospheric transport and chemistry models. Rev. Geophys. 25, 71-100.
  • Rutledge, S. A., Hegg, D. A. and Hobbs, P. V. 1986. A numerical model for sulfur and nitrogen scavenging in narrow cold-frontal rainbands. 1. Model description and discussion of microphysical fields. J. Geophys. Res. 91, 14385–14402.
  • Sehmel, G. A. 1980. Particle and gas dry deposition: A review. Atmos. Environ. 14, 983–1011.
  • Seinfeld, J. H. 1975. Air pollution: physical and chemical fundamentals. McGraw-Hill, 506–514.
  • Seinfeld, J. H. 1986. Atmospheric chemistry and physics of air pollution. Wiley, New York, 738 pp.
  • Smolarkiewicz, P. K. 1983. A simple positive definite advection scheme with small implicit diffusion. Mon. Wea. Rev. 111, 479–486.
  • Smolarkiewicz, P. K. 1984. A fully multidimensional positive definite advection transport algorithm with small implicit diffusion. J. Comp. Phys. 54, 325–362,
  • Sundqvist, H., Berge, E. and Kristjansson, J. E. 1989. Condensation and cloud parameterization studies with a mesoscale NWP model. Mon. Wea. Rev. 117, 1641–1657.
  • Tremblay, A. and Leighton, H. 1985. A three-dimensional cloud chemistry model. J. Cli. Appl. Met. 25, 652–671.