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BIBLIOGRAFIA Weil J.C. (1992): Dispersion in a rapidly evolving convective boundary layer -in Proceeding di Tenth Symposium on turbulence and diffusion- American Meteorological Society 29/9 2/10 1992 Portland, Oregon Weill A., C. Klapisz, B. Strauss, F. Baudin, C. Jaupart, P. Van Grunderbeeck, J.P. Goutorbe (1980): Measuring heat flux and structure functions of temperature fluctuations with an acustic doppler SODAR - J.Appl. Meteor., 19, 199-205 Weil J.C., R.B. Brower (1982): The Maryland PPSP Dispersion Model for Tall Stacks -Report PPSPMP- 36 Envinromental Center Martin Marietta corp. Baltimore, MD Weil J.C., L.A. Corio, R.P. Brower (1997): A PDF dispersion model for buoyant plumes in the convective boundary layer – J.Appl. Meteor., 36, 982-1003 Wesely M.L. (1988): Use of variance techniques to measure dry air-surface exchange rates – Bound. Layer Meteor., 44, 13-31 Wetzel P.J. (1982):Toward parameterization of the stable boundary layer - J.Atmos. Sci., 21,7-13 Wieringa J. (1993): Representative roughness parameters for homogeneous terrain – Bound. Layer Meteor., 63, 323-363 Willis G.E., J.W. Deardorff (1974): A laboratory model of the unstable planetary boundary layer – J.Atmos. Sci., 31, 1297-1307 Willis G.E., J.W. Deardorff (1976):A laboratory study of dispersion from an elevated source in a convective mixed layer – Atmos. Envir. 12, 1305-1313 Willis G.E., J.W. Deardorff (1978):A laboratory study of diffusion into a convective planetary boundary layer – J. Q. J. R. Meteorol. Soc., 105, 109-117 Willis G.E., J.W. Deardorff (1981): A laboratory study of dispersion from a source in the middle of the convective planetary boundary layer – Atmos. Envir.,12, 1305- 1313 Wilson J.D. (2000):Trajectory models for heavy particles in atmospheric turbulence: comparison with observations –J.Appl. Meteor., 39, 1894-1912 Wilson J.D. ,T.K. Flesch (1993): Flow boundaries in random flight dispersion model enforcing the wellmixed condition - J.Appl. Meteorol., 32, 1695-1707 Wilson J.D., B.L. Sawford (1996): Review of lagrangian stochastic models for trjectories in the turbulent atmosphere – Bound. Layer Meteor., 78, 191-210 Wilson J.D., B.J. Legg, D.J.Thomson (1983): Calculation of particle trajectories in presence of a gradient in turbulent-velocity variance - Bound. Layer Meteor. 27, 163-169 Wyngaard J.C. (1990): Scalar fluxes in the planetary boundary layer - Bound. Layer Meteor. 50, 49-79 Wyngaard J.C., O.R. Cotè,Y. Izumi (1971): Local free convection, similarity and the budgets of shear stress and heat flux – J.Atmos. Sci, 28, 1171-1182 Y Yaglom A.M. (1972):Turbulent diffusion in the surface layer of the atmospghere. Izv.Akad. Nauk USSR,Atmos. Ocean. Phys. 8, 333-340 443
BIBLIOGRAFIA Yamada T.(1976): On similarity functions A, B and C of the planetary boundary layer. Journal of Atmospheric. Science, 33:781-793 Yamada T. (2000): Lagrangian dispersion model for nonneutrally buoyant plumes – J. Appl. Meteor., 39, 427-436 Yamada T., S. Bunker (1988): Development of a nested grid, second moment turbulence closure model and application to the ASCOT Brush Creek data simulation – J.Appl. Meteor., 27, 562-578 Yamartino R.J. (1977): A new method for computing pollutant concentrations in the presence of limited vertical mixing - APCA Note-Book, 27(5):467 Yamartino R.J. (1984): A comparison of several single-pass estimators of the standard deviation of wind direction – J. Clim.Appl. Meteor., 23, 1362-1366 Yamartino R.J., G.Wiegard (1986): Development and evaluation of simple models for the flow, turbulence and pollution concnetration fields within an urban strett canyon – Atmos. Environ., 20, 2137-2156 Yeh G.T., C.H. Huang (1975): Three-dimensional air pollutant modeling in the lower atmosphere – Bound. Layer Mteor., 9, 381 Z Zannetti P.(1990):Air Pollution Modeling - Theories, computational methods and available software - Van Nostrand Reinhold, New York, 444 pp Zilitinkevich S.S. (1989):Velocity profiles, the resistance law and the dissipation rate of mean flow kinetic energy in neutrally and stably boundary layer – Bound. Layer Meteor. 46, 367-378 Zoumakis N.M. (1992): Estimating the zero-plane displacement and roughness length for tall vegetation and forest canopies using semi-empirical wind profiles – J. Appl. Meteor., 32, 574-579 Zlatev Z. (1995): Computer treatment of large air pollution models – Kluwer Academic Publishers, Dordrecht, 358 pp 444
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LA MICROMETEOROLOGIA E LA DISPERSIO
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Informazioni legali APAT Agenzia pe
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Bianca
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Indice 2.5 Il PBL in condizioni di
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Indice 7.2.3 L’Equazione di Fokke
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INQUINAMENTO, INQUINANTI E MODELLI
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LA MICROMETEOROLOGIA E LA CAPACITA
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BIANCA
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TEORIA DI BASE DELLA DISPERSIONE DE
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MODELLI DI TIPO STAZIONARIO 226 omo
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MODELLI DI TIPO STAZIONARIO il camm
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MODELLI DI TIPO STAZIONARIO f z è
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MODELLI DI TIPO STAZIONARIO di tipo
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MODELLI DI TIPO STAZIONARIO nio di
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MODELLI DI TIPO STAZIONARIO Proprio
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MODELLI DI TIPO STAZIONARIO Questo
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MODELLI DI TIPO STAZIONARIO ⇒ Rel
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MODELLI DI TIPO STAZIONARIO Tab.4.4
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MODELLI DI TIPO STAZIONARIO rise).
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MODELLI DI TIPO STAZIONARIO dove U
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MODELLI DI TIPO STAZIONARIO si ha:
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MODELLI DI TIPO STAZIONARIO ci e mo
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MODELLI DI TIPO STAZIONARIO peratur
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MODELLI DI TIPO STAZIONARIO • da
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MODELLI DI TIPO STAZIONARIO Quando
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MODELLI DI TIPO STAZIONARIO dove Q
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MODELLI DI TIPO STAZIONARIO impiega
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MODELLI DI TIPO STAZIONARIO Il prim
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MODELLI DI TIPO STAZIONARIO vertica
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MODELLI DI TIPO STAZIONARIO che pu
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MODELLO EULERIANO zioni del primo o
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MODELLO EULERIANO 5.1.3 La concentr
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MODELLO EULERIANO 5.2.5 Considerazi
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MODELLO LAGRANGIANO A PARTICELLE og
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DEPOSIZIONE SECCA ED UMIDA E PROCES
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MODELLI PER SITUAZIONI PARTICOLARI
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