Coagulation by random velocity fields as a Kramers problem.
about
Distribution of velocity gradients and rate of caustic formation in turbulent aerosols at finite Kubo numbers.Relative velocities in bidisperse turbulent suspensions.Coagulation kinetics beyond mean field theory using an optimised Poisson representation.Solution of the stochastic Langevin equations for clustering of particles in random flows in terms of the Wiener path integral.Strong clustering of noninteracting, sliding passive scalars driven by fluctuating surfaces.Caustic activation of rain showers.Clustering by mixing flows.Aggregation of inertial particles in random flows.Lagrangian and Eulerian descriptions of inertial particles in random flowsStatistical models for spatial patterns of heavy particles in turbulenceAnalysis of the correlation dimension for inertial particlesClustering of Particles Falling in a Turbulent FlowRelative velocities of inertial particles in turbulent aerosolsLyapunov Exponents for Particles Advected in Compressible Random Velocity Fields at Small and Large Kubo NumbersMultiple regimes of diffusionUnmixing in random flowsGeneralized Ornstein-Uhlenbeck processes
P2860
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P2860
Coagulation by random velocity fields as a Kramers problem.
description
2004 nî lūn-bûn
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2004年の論文
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2004年学术文章
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2004年学术文章
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2004年学术文章
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2004年學術文章
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name
Coagulation by random velocity fields as a Kramers problem.
@en
Coagulation by random velocity fields as a Kramers problem.
@nl
type
label
Coagulation by random velocity fields as a Kramers problem.
@en
Coagulation by random velocity fields as a Kramers problem.
@nl
prefLabel
Coagulation by random velocity fields as a Kramers problem.
@en
Coagulation by random velocity fields as a Kramers problem.
@nl
P1476
Coagulation by random velocity fields as a Kramers problem.
@en
P2093
Michael Wilkinson
P304
P356
10.1103/PHYSREVLETT.92.250602
P407
P433
P577
2004-06-24T00:00:00Z
P698
P818
cond-mat/0310603