1997
DOI: 10.1023/a:1000414710372
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Turbulent mixing of reactive gases in the convective boundary layer

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Cited by 39 publications
(27 citation statements)
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“…The immediate origins of the model -which we call the Second-Order Model for Conserved and Reactive Unsteady Scalars (SOMCRUS) -go back to Verver et al (1997Verver et al ( , 2000, who developed a secondorder closure model to investigate reactive species in the CBL. This work by Verver et al (1997Verver et al ( , 2000 was subsequently used by Kristensen et al (2010) as a basis for a simple, one-dimensional second-order closure model to obtain continuous equilibrium profiles of turbulent fluxes and mean concentrations of non-conserved scalars (the O 3 -NO-NO 2 triad) in a steady-state convective boundary layer without shear.…”
Section: Introductionmentioning
confidence: 99%
See 1 more Smart Citation
“…The immediate origins of the model -which we call the Second-Order Model for Conserved and Reactive Unsteady Scalars (SOMCRUS) -go back to Verver et al (1997Verver et al ( , 2000, who developed a secondorder closure model to investigate reactive species in the CBL. This work by Verver et al (1997Verver et al ( , 2000 was subsequently used by Kristensen et al (2010) as a basis for a simple, one-dimensional second-order closure model to obtain continuous equilibrium profiles of turbulent fluxes and mean concentrations of non-conserved scalars (the O 3 -NO-NO 2 triad) in a steady-state convective boundary layer without shear.…”
Section: Introductionmentioning
confidence: 99%
“…The immediate origins of the model -which we call the Second-Order Model for Conserved and Reactive Unsteady Scalars (SOMCRUS) -go back to Verver et al (1997Verver et al ( , 2000, who developed a secondorder closure model to investigate reactive species in the CBL. This work by Verver et al (1997Verver et al ( , 2000 was subsequently used by Kristensen et al (2010) as a basis for a simple, one-dimensional second-order closure model to obtain continuous equilibrium profiles of turbulent fluxes and mean concentrations of non-conserved scalars (the O 3 -NO-NO 2 triad) in a steady-state convective boundary layer without shear. The development here combines a simple mixed-layer model (Tennekes, 1973) of the diurnally varying CBL from which we obtain the depth h(t), the mean virtual potential temperature , and the virtual potential temperature difference across the assumed infinitesimally thin CBL top with a second-order model of the turbulence and mean CBL structure for both conserved and reactive species with surface sources and sinks, and turbulent entrainment of FT air across the top of the CBL.…”
Section: Introductionmentioning
confidence: 99%
“…1) Do some fluxes of reactive species diverge with height in the surface layer as calculated by the models (Fitzjarrold and Lenschow 1983;Kramm et al 1991;Kristensen et al 1997), and do the flux profiles of reactants depart from the predicted linear profile of inert scalars in a convective boundary layer (Schumann 1989;Gao and Wesely 1994;Verver et al 1997)? 2) Can we apply the relations based on surface layer or mixed layer similarity theory to the reactants (Hamba 1993;Galmarini et al 1997b;Kristensen et al 1997;Petersen et al 1999)?…”
Section: A Field Experiments Designed To Combine Atmospheric Physics Amentioning
confidence: 99%
“…Atmospheric turbulence is the process that brings together the reactants and it is the main mixing mechanism in clear and cloudy boundary layers. Following these pioneering studies, other authors Kramm et al 1991;Hamba 1993;Gao and Wesely 1994;Galmarini et al 1997a,b;Verver et al 1997;Petersen et al 1999) have investigated various ABL reacting flows in order to find out under which conditions and for which parameters chemistry is limited by turbulence. In their research, they studied the influence of turbulence on chemistry by including the chemical terms in the governing equations.…”
mentioning
confidence: 99%
“…LES consists of explicitly resolving all scales larger than the grid scale (on the order of tens of meters in the ABL), while the smallest (less energetic) scales are parameterized using a subgrid-scale (SGS) model. Since the pioneering paper of Schumann [2] that showed for the first time that segregation of reactants due the inefficient mixing of the convective turbulence plays an important role on moderating the reaction rates, several numerical studies on the effect of turbulence on chemistry in the ABL have been performed using LES [3,4,5,6,7,8,9,10,11,12,13,14,15,16,17]. In particular, Gao et al [3] and Patton et al [14] focused their study on the lowest part of the ABL and on the interplay between chemistry and turbulence in and above canopies.…”
Section: Introductionmentioning
confidence: 99%