234
Air Pollution and Turbulence: Modeling and Applications
Sawford B.L. and F.M. Guest. 1988. Uniqueness and universality of Lagrangian stochastic
models of turbulent dispersion. Eighth Symposium on Turbulence and Diffusion, San
Diego, CA, American Meteriological Society, 96–99.
Seibert P. 2000. Inverse Methods in Global Biogeochemical Cycles, Kasibhatla P. et al., eds.,
American Geophysical Union, Washington, DC, 147–154.
Seibert P. and A. Frank. 2004 Source-receptor matrix calculation with a Lagrangian particle
dispersion model in backward mode. Atmos. Chem. Phys. 4:51–63.
Seibert P. and A. Stohl. Inverse Modelling of the ETEX-1 Release with a Lagrangian Particle
Model. Available at https://www.boku.ac.at/imp/envmet/glor3.html.
Luft TA. 2002. Dispersion calculation according to VDI 3945 part 3 (Environmental
meteorology—Atmospheric dispersion models—Particle model) and TA LUFT 2002.
Tennekes H. 1982. Similarity relations, scaling laws and spectral dynamics. In Atmospheric
Turbulence and Air Pollution Modelling, F.T.M. Nieuwstadt and H. van Dop, eds.,
Reidel, Dordrecht, the Netherlands, 37–68.
Thomson D.J. 1987. Criteria for the selection of stochastic models of particle trajectories in
turbulent fl ows. J. Fluid Mech. 180:529–556.
Thomson D.J. and M.R. Montgomery. 1994. Refl ection boundary conditions for random walk
models of dispersion in non-Gaussian turbulence. Atmos. Environ. 28:1981–1987.
Thomson D.J., W.L. Physick, and R.H. Maryon. 1997. Treatment of interfaces in random walk
dispersion models. J. Appl. Meteor. 36:1284–1295.
Tikhonov A.N. and V.I. Arsenin. 1977. Solutions of Ill-posed Problems, John Wiley & Sons,
New York.
Tinarelli G., D. Anfossi, G. Brusasca, E. Ferrero, U. Giostra, M.G. Morselli, J. Moussafi r, F.
Tampieri, and F. Trombetti. 1994. Lagrangian Particle Simulation of Tracer Dispersion
in the Lee of a schematic Two-Dimensional Hill. J. Appl. Meteorol. 33:744–775.
Tinarelli G., D. Anfossi, M. Bider, E. Ferrero, and S. Trini Castelli. 2000. A new high performance version of the Lagrangian particle dispersion model SPRAY, some case studies.
In Air Pollution Modelling and its Applications XIII, S.E. Gryning and E. Batchvarova,
eds., Kluwer Academic/Plenum Press, New York, 499–507.
Tinarelli G., D. Anfossi, S. Trini Castelli, and G. Belfi ore. 2008. Development of a Lagrangian
particle model for dense gas dispersion in urban environment. Air Pollution Modelling and
its Applications XIX, C. Borrego and A.I. Miranda, eds., Springer, New York, 28–36.
Trini Castelli S. and D. Anfossi. 1997. Intercomparison of 3-D turbulence parameterizations
for dispersion models in complex terrain derived from a circulation model. Il Nuovo
Cimento C. 20:287–313.
Trini Castelli S. 2000. MIRS: A turbulence parameterisation model interfacing RAMS
and SPRAY in a transport and diffusion modelling system. Rap. Int. ICGF/CNR No
412/2000.
Trini Castelli S., E. Ferrero, and D. Anfossi. 2001. Turbulence closure in neutral boundary
layer over complex terrain. Boun. Lay. Meteorol. 100:405–419.
Trini Castelli S., D. Anfossi, and E. Ferrero. 2003. Evaluation of the environmental impact of
two different heating scenarios in urban area. Int. J. Env. and Pollut. 20, 207–217.
Trini Castelli S., D. Anfossi, and S. Finardi. 2009a. Simulations of the dispersion from a waste
incinerator in the Turin area in three different meteorological scenarios. Int. J. Env. and
Pollut., in press.
Trini Castelli S., G. Belfi ore, D. Anfossi, E. Elampe, and M. Clemente. 2009b. Modelling the
meteorology and traffi c pollutant dispersion in highly complex terrain: The ALPNAP
alpine space project. Int. J. Environ. Pollut., in press.
Uliasz M. 2003. A modelling framework to evaluate feasibility of deriving mesoscale surface
fl uxes of trace gases from concentration data. Available at http://biocycle.atmos.colostate.edu/marek.mesoinversion7c.pdf.
© 2010 by Taylor and Francis Group, LLC
Air Pollution and Turbulence: Modeling and Applications
Sawford B.L. and F.M. Guest. 1988. Uniqueness and universality of Lagrangian stochastic
models of turbulent dispersion. Eighth Symposium on Turbulence and Diffusion, San
Diego, CA, American Meteriological Society, 96–99.
Seibert P. 2000. Inverse Methods in Global Biogeochemical Cycles, Kasibhatla P. et al., eds.,
American Geophysical Union, Washington, DC, 147–154.
Seibert P. and A. Frank. 2004 Source-receptor matrix calculation with a Lagrangian particle
dispersion model in backward mode. Atmos. Chem. Phys. 4:51–63.
Seibert P. and A. Stohl. Inverse Modelling of the ETEX-1 Release with a Lagrangian Particle
Model. Available at https://www.boku.ac.at/imp/envmet/glor3.html.
Luft TA. 2002. Dispersion calculation according to VDI 3945 part 3 (Environmental
meteorology—Atmospheric dispersion models—Particle model) and TA LUFT 2002.
Tennekes H. 1982. Similarity relations, scaling laws and spectral dynamics. In Atmospheric
Turbulence and Air Pollution Modelling, F.T.M. Nieuwstadt and H. van Dop, eds.,
Reidel, Dordrecht, the Netherlands, 37–68.
Thomson D.J. 1987. Criteria for the selection of stochastic models of particle trajectories in
turbulent fl ows. J. Fluid Mech. 180:529–556.
Thomson D.J. and M.R. Montgomery. 1994. Refl ection boundary conditions for random walk
models of dispersion in non-Gaussian turbulence. Atmos. Environ. 28:1981–1987.
Thomson D.J., W.L. Physick, and R.H. Maryon. 1997. Treatment of interfaces in random walk
dispersion models. J. Appl. Meteor. 36:1284–1295.
Tikhonov A.N. and V.I. Arsenin. 1977. Solutions of Ill-posed Problems, John Wiley & Sons,
New York.
Tinarelli G., D. Anfossi, G. Brusasca, E. Ferrero, U. Giostra, M.G. Morselli, J. Moussafi r, F.
Tampieri, and F. Trombetti. 1994. Lagrangian Particle Simulation of Tracer Dispersion
in the Lee of a schematic Two-Dimensional Hill. J. Appl. Meteorol. 33:744–775.
Tinarelli G., D. Anfossi, M. Bider, E. Ferrero, and S. Trini Castelli. 2000. A new high performance version of the Lagrangian particle dispersion model SPRAY, some case studies.
In Air Pollution Modelling and its Applications XIII, S.E. Gryning and E. Batchvarova,
eds., Kluwer Academic/Plenum Press, New York, 499–507.
Tinarelli G., D. Anfossi, S. Trini Castelli, and G. Belfi ore. 2008. Development of a Lagrangian
particle model for dense gas dispersion in urban environment. Air Pollution Modelling and
its Applications XIX, C. Borrego and A.I. Miranda, eds., Springer, New York, 28–36.
Trini Castelli S. and D. Anfossi. 1997. Intercomparison of 3-D turbulence parameterizations
for dispersion models in complex terrain derived from a circulation model. Il Nuovo
Cimento C. 20:287–313.
Trini Castelli S. 2000. MIRS: A turbulence parameterisation model interfacing RAMS
and SPRAY in a transport and diffusion modelling system. Rap. Int. ICGF/CNR No
412/2000.
Trini Castelli S., E. Ferrero, and D. Anfossi. 2001. Turbulence closure in neutral boundary
layer over complex terrain. Boun. Lay. Meteorol. 100:405–419.
Trini Castelli S., D. Anfossi, and E. Ferrero. 2003. Evaluation of the environmental impact of
two different heating scenarios in urban area. Int. J. Env. and Pollut. 20, 207–217.
Trini Castelli S., D. Anfossi, and S. Finardi. 2009a. Simulations of the dispersion from a waste
incinerator in the Turin area in three different meteorological scenarios. Int. J. Env. and
Pollut., in press.
Trini Castelli S., G. Belfi ore, D. Anfossi, E. Elampe, and M. Clemente. 2009b. Modelling the
meteorology and traffi c pollutant dispersion in highly complex terrain: The ALPNAP
alpine space project. Int. J. Environ. Pollut., in press.
Uliasz M. 2003. A modelling framework to evaluate feasibility of deriving mesoscale surface
fl uxes of trace gases from concentration data. Available at http://biocycle.atmos.colostate.edu/marek.mesoinversion7c.pdf.
© 2010 by Taylor and Francis Group, LLC