[Colloquium] TOMORROW: RCC Presents- "Unraveling Knotted Vortices" with William Irvine

[Kelsay Foust]

Please forward this announcement to your colleagues who may be interested.


Unraveling Knotted Vortices

William Irvine

Assistant Professor, James Franck Institute


THURSDAY, March 13, 2014, 3:00pm-4:30 pm

Kathleen A. Zar Room, John Crerar Library

*Cookies and Refreshments will be served*


Dr. William Irvine's interests are in the fields of experimental soft condensed matter and theoretical and experimental "knotted fields". A common theme in his research is the strong role played by geometry and advanced optical techniques.
"Soft" is used to describe a rich variety of classical many-body systems that have energetics accessible at room temperature and are large enough for their constituents to be imaged, providing an ideal playground for the study of many open questions in equilibrium and non-equilibrium many-body physics. Using colloidal particles, (both spherical and shaped, fluids and foams), the Irvine lab is investigating a variety of problems in ordered and disordered phases. A recent focus has been on the use of curvature as a tool to probe structure in two dimensions. In particular, the Irvine lab recently investigated the structure of two-dimensional colloidal crystals frustrated by the Gaussian curvature of the curved oil-water interface they are bound to. The Irvine Lab is currently developing techniques to extend these ideas to far from equilibrium processes in curved space.

To tie a shoelace into a knot is a relatively simple affair. Tying a knot in a field is a different story, because the whole of space must be filled in a way that matches the knot being tied at the core. The possibility of such localized knottedness in a space-filling field has fascinated physicists and mathematicians ever since Kelvin's 'vortex atom' hypothesis, in which the atoms of the periodic table were hypothesized to correspond to closed vortex loops of different knot types. Recently Dr. Irvine investigated some remarkably intricate and stable topological structures that can exist in light fields whose evolution is governed entirely by the geometric structure of the field. Open questions remain about the rules that govern the topological structure of field lines, the possible states that can be created and especially what happens when topologically nontrivial states are coupled to matter. Dr. Irvine am currently interested in exploring such structures in both light and `softer' fields.


Kelsay Foust
_______________________
Assistant to Dr. H. Birali Runesha, Assistant Vice President of Research Computing
Office of the Vice President for Research and National Laboratories

Director, Research Computing Center
The University of Chicago
6030 S. Ellis Ave., Suite 126
Chicago, IL 60637
Email: kelsayfoust at uchicago.edu<mailto:kelsayfoust at uchicago.edu>
Phone: (773) 702-3374
Fax: (773) 926-0916

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