10:30 AM-12:30 PM
Center City 1
Many applications give rise to mathematical models involving multiple equations in multiple unknowns that are nonlinearly dependent on each other. These systems have often been formulated in an operator split or time-lagged manner in order to develop a model numerically solvable within a reasonable amount of time and computer memory. However, with the advent of large, parallel computers, fully implicit formulations are now more tractable. The speakers in this minisymposium will present work in solving fully implicit formulations of large, nonlinear systems found in various applications. They will discuss the algorithmic and computational issues they are facing in order to develop solution methods that run on today's state-of-the-art computers and produce solutions in reasonable times.
Organizer: Carol S. Woodward