An Outline of Lagrangian Stochastic Dispersion Models
235
Wang L.-P. and D.E. Stock. 1992. Stochastic trajectory models for turbulent diffusion: MonteCarlo process versus Markov chains. Atmos. Environ. 9:1599–1607.
Webster H.N. and D.J. Thomson. 2002. Validation of a Lagrangian model plume rise scheme
using the Kincaid data set. Atmos. Environ. 36:5031–5042.
Webster H.N, S.J. Abel, J.P. Taylor, D.J. Thomson, J.M. Haywood, and M.C. Hort. 2006.
Dispersion modelling studies of the Buncefi eld Oil Depot incident. Hadley Centre technical note 69.
Weil J.C. 1990. A diagnosis of the asymmetry in top-down and bottom-up diffusion using a
Lagrangian stochastic model. J. Atmos. Sci. 47:501–515.
Weil J.C. 2008. Linking a Lagrangian particle dispersion model with three-dimensional
Eulerian wind fi eld models. J. Appl. Meteor. Climatol. 47:2463–2467.
Williams M.D. and M.J. Brown. 2003. Description of the QUIC-PLUME Model, Los Alamos
National Laboratory, LA-UR- 03-1426.
Williams M.D., M.J. Brown, B. Singh, and D. Boswell. 2004. QUIC-PLUME theory guide.
Los Alamos National Laboratory. LA-UR-04-0561.
Wilson J., G. Thurtell, and G. Kidd. 1981. Numerical simulation of particle trajectories in
inhomogeneous turbulence, II: Systems with variable turbulent velocity scale. Bound.
Lay. Meteorol. 21:423–441.
Wilson J.D., B.J. Legg, and D.J. Thomson. 1983. Calculation of particle trajectories in the presence of a gradient in turbulent-velocity variance. Bound. Lay. Meteorol. 27:163–169.
Zimmermann, H. 1995. Field phase report of the TRACT fi eld measurement campaign
EUROTRACT report, Garmisch–Partenkirchen, Germany, 196 pp.
© 2010 by Taylor and Francis Group, LLC
235
Wang L.-P. and D.E. Stock. 1992. Stochastic trajectory models for turbulent diffusion: MonteCarlo process versus Markov chains. Atmos. Environ. 9:1599–1607.
Webster H.N. and D.J. Thomson. 2002. Validation of a Lagrangian model plume rise scheme
using the Kincaid data set. Atmos. Environ. 36:5031–5042.
Webster H.N, S.J. Abel, J.P. Taylor, D.J. Thomson, J.M. Haywood, and M.C. Hort. 2006.
Dispersion modelling studies of the Buncefi eld Oil Depot incident. Hadley Centre technical note 69.
Weil J.C. 1990. A diagnosis of the asymmetry in top-down and bottom-up diffusion using a
Lagrangian stochastic model. J. Atmos. Sci. 47:501–515.
Weil J.C. 2008. Linking a Lagrangian particle dispersion model with three-dimensional
Eulerian wind fi eld models. J. Appl. Meteor. Climatol. 47:2463–2467.
Williams M.D. and M.J. Brown. 2003. Description of the QUIC-PLUME Model, Los Alamos
National Laboratory, LA-UR- 03-1426.
Williams M.D., M.J. Brown, B. Singh, and D. Boswell. 2004. QUIC-PLUME theory guide.
Los Alamos National Laboratory. LA-UR-04-0561.
Wilson J., G. Thurtell, and G. Kidd. 1981. Numerical simulation of particle trajectories in
inhomogeneous turbulence, II: Systems with variable turbulent velocity scale. Bound.
Lay. Meteorol. 21:423–441.
Wilson J.D., B.J. Legg, and D.J. Thomson. 1983. Calculation of particle trajectories in the presence of a gradient in turbulent-velocity variance. Bound. Lay. Meteorol. 27:163–169.
Zimmermann, H. 1995. Field phase report of the TRACT fi eld measurement campaign
EUROTRACT report, Garmisch–Partenkirchen, Germany, 196 pp.
© 2010 by Taylor and Francis Group, LLC