1983
DOI: 10.1016/0004-6981(83)90073-2
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Eulerian—Lagrangian relationships in monte carlo simulations of turbulent diffusion

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Cited by 18 publications
(4 citation statements)
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“…In the Eulerian approach, the mass concentration of fluid elements is calculated as a function of space and time instead of calculating trajectories of fluid elements. Despite this difference, these two approaches solve numerically the same partial differential equation; hence theoretically they lead to identical results when the temporal and spatial resolutions are sufficiently increased and if the same parameterization for sub-grid scale transport is applied in each of them (Hanna, 1979;Lee and Stone, 1983). Both approaches are used in the inverse modeling community to estimate source-sink distributions (Gerbig et al, 2003a;Lauvaux, 2008;Rödenbeck et al, 2003) The atmospheric distribution of passive inert trace gases is variable on small scales (both temporal and spatial), caused…”
Section: Introductionmentioning
confidence: 99%
“…In the Eulerian approach, the mass concentration of fluid elements is calculated as a function of space and time instead of calculating trajectories of fluid elements. Despite this difference, these two approaches solve numerically the same partial differential equation; hence theoretically they lead to identical results when the temporal and spatial resolutions are sufficiently increased and if the same parameterization for sub-grid scale transport is applied in each of them (Hanna, 1979;Lee and Stone, 1983). Both approaches are used in the inverse modeling community to estimate source-sink distributions (Gerbig et al, 2003a;Lauvaux, 2008;Rödenbeck et al, 2003) The atmospheric distribution of passive inert trace gases is variable on small scales (both temporal and spatial), caused…”
Section: Introductionmentioning
confidence: 99%
“…It is also generally found that the proportionality between Eulerian and Lagrangian scales is a function of the turbulence intensity at the position of interest. The idea of proportionality is generally attributed to Hay and Pasquill (1960) with further analysis by Wandel and Kofoed-Hansen (1962) and Lee and Stone (1983). The basic functional form is:…”
Section: Cross-stream Lagrangian Time Scale T LVmentioning
confidence: 99%
“…In the Eulerian approach, the mass concentration of fluid elements is calculated as a function of space and time instead of calculating trajectories of fluid elements. Despite this difference, these two approaches solve numerically the same partial differential equation; hence theoretically they lead to identical results when the temporal and spatial resolutions are sufficiently increased and if the same parameterization for sub-grid scale transport is applied in each of them (Hanna, 1979;Lee and Stone, 1983). Both approaches are used in the inverse modeling community to estimate source-sink distributions (Gerbig et al, 2003a;Lauvaux, 2008;Rödenbeck et al, 2003) The atmospheric distribution of passive inert trace gases is variable on small scales (both temporal and spatial), caused D. Pillai et al: Comparing Lagrangian and Eulerian models for CO 2 transport by strong surface flux variability in the near field and by mesoscale transport phenomena.…”
Section: Introductionmentioning
confidence: 99%