Variance and Skewness Evolution in Transient Taylor Dispersion
ORAL
Abstract
This talk will report on a combined numerical, experimental, and theoretical study of the variance and skewness evolution for passive scalar particles transported in pipe and channel flows, with explicit differences between these two cases illustrated and explained. We will investigate the dependence of initial conditions and Peclet number in effecting evolution dynamics within the first diffusive timescale. Questions concerning how the properties of a given initial condition determine the time required for asymptotic theory to become valid will also be addressed.
–
Authors
-
Keith Mertens
University of North Carolina, Mathematics
-
Roberto Camassa
University of North Carolina Chapel Hill, UNC, The University of North Carolina at Chapel Hill, University of North Carolina, Mathematics
-
Rich McLaughlin
University of North Carolina Chapel Hill, University of North Carolina, University of North Carolina, Mathematics
-
Nick Moore
Courant Institute of Mathematical Sciences
-
Matt Hernandez
University of North Carolina, Mathematics
-
William Milliken
University of North Carolina, Mathematics