Thomas J.R. Hughes
Peter O’Donnell Jr. Chair in Computational and Applied Mathematics
Professor of Aerospace Engineering and Engineering Mechanics
The University of Texas at Austin
Institute for Computational Engineering and Sciences (ICES)
201 East 24th Street, C0200
Austin, TX 78712-1229 USA
Phone: 512-232-7775 | Fax: 512-232-7508 |
Administrative Associates: Lorraine Sanchez, Cynthia Steiner
Phone: 512-232-7774 | Fax: 512-232-7508 | Email: email@example.com
Computational Mechanics Group picture, lobby of the Peter O’Donnell Building, UT, September 9, 2015. From left to right: Tom Hughes, Shaolie Hossain, Jorge Filipe Tiago (visitor), Zach Wilson, Matthias Taus, Deepesh Toshniwal, Maytee Vipavayangku Chantharayukhont, René Hiemstra, Fred Nugen, Travis Sanders, David Kamensky, Hongyu (Alice) Zhu, Ben Urick, Isaac Lee, Ju Liu, Chad Landis.
The mission of the ICES Computational Mechanics Group (CMG) is to pursue research and development in computational mechanics and to promote Ph.D. and post-doctoral education in the discipline. Activities span fundamental mathematical investigations, the development of new and powerful computational methods and algorithms, and engineering and scientific applications.
A current focus of the CMG is isogeometric analysis, an integrated vision of computational geometry and analysis aimed at unifying the disparate methods and data structures of Computer Aided Geometric Design (CAGD) and Finite Element Analysis (FEA), and breaking the current bottleneck in the translation of CAGD representations to FEA models. Isogeometric analysis provides a unique geometric foundation to product development, from design through analysis. In the few years since its inception, isogeometric analysis has become the most active research area of computational mechanics, attracting investigators from mathematics, computer science and engineering.
Other current CMG research topics are catheter-based nanoparticle drug delivery systems, the growth and adaptation of cerebral and abdominal aneurysms, fluid-structure interaction of bioprosthetic heart valves, new numerical algorithms for phase field models with applications to multiphase flows and the growth of prostrate tumors; the basal boundary condition of the west Antarctic ice sheet, simulation of brittle and ductile fracture, and the development of new discretization technologies for computational structural mechanics and fluid dynamics, including T-splines, divergence- and curl-conforming B-splines, and boundary element methods using hierarchically refined spline bases.
Close collaborations exist with the ICES Center for Computational Geosciences & Optimization, the ICES Center for Predictive Engineering & Computational Sciences, the ICES Computational Visualization Center, the ICES Center for Cardiovascular Simulation, and several U.S. and international universities.
• Shepherd, Kendrick