%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% W. G. Pritchard Lab Seminar: 11:15 AM - 12:15 PM, 106 McAllister Bldg **Monday October 2, 2006** Competition between chaotic mixing and self-organization from granular tumblers to microchannels James F. Gilchrist Department of Chemical Engineering Lehigh University Abstract: Both colloidal and granular systems may be regarded as model systems that demonstrate self-organization. The combined interactions of discrete particles, whose individual properties are relatively well-characterized, can result in rich phase behavior and/or pattern formation. Self- organization of constituents ranging from millimeter to nanometers in size will be demonstrated in two model systems. In one example, flowing granular materials tend to segregate, ordering constituents by size, density or even surface properties. Like fluids, chaotic advection in granular flows can enhance mixing. We investigate the competition between segregation and mixing of glass beads in unique tumbler geometries that produce a variety of patterns. A simple continuum model for the underlying flow gives insight into the structure of these segregation patterns. At much smaller length scales, we are interested in self- organization of particle suspensions in microfluidic channels. In steady pressure-driven flows, self-organization occurs due to particle migration, typically driving particles away from the walls toward the center of the channel despite the diffusive Brownian motion of the particles. In channels whose geometry induces flow in the direction transverse to the pressure gradient, competition between particle self-organization and mixing due to advection results in concentration profiles where the underlying 3D flow acts as a template for the pattern. %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%