The educational programs represented are: PhD in Scientific Computing (MICDE) Graduate Certificate in Computational Discovery & Engineering (MICDE) Graduate Certificate in Computational Neuroscience (MICDE) Graduate Certificate in Data Science (MIDAS) These programs are open to all U-M graduate students with an interest in scientific computing or data science. These methodologies can have a wide range […]
Large Eddy Simulation of Turbulent Cavitating Flows
Join us every week for our Coffee Hour! It's the perfect opportunity to take a break, grab a cup of free coffee, and chat with fellow club members about anything from current projects to the latest in scientific computing. Whether you're a regular or new to the club, this is a great chance to connect, […]
Tokenization for Chemistry
The educational programs represented are: PhD in Scientific Computing (MICDE) Graduate Certificate in Computational Discovery & Engineering (MICDE) Graduate Certificate in Computational Neuroscience (MICDE) Graduate Certificate in Data Science (MIDAS) These programs are open to all U-M graduate students with an interest in scientific computing or data science. These methodologies can have a wide range […]
Join us every week for our Coffee Hour! It's the perfect opportunity to take a break, grab a cup of free coffee, and chat with fellow club members about anything from current projects to the latest in scientific computing. Whether you're a regular or new to the club, this is a great chance to connect, […]
Speakers TBD
Join us every week for our Coffee Hour! It's the perfect opportunity to take a break, grab a cup of free coffee, and chat with fellow club members about anything from current projects to the latest in scientific computing. Whether you're a regular or new to the club, this is a great chance to connect, […]
More details will be provided soon!
Zoom link Abstract: Simulating complex physical systems often requires joining non-uniform subsystems, which may be characterized by different geometries or mesh topologies. Coupling these separate subsystems often relies on time-intensive meshing workflows or empirical coupling models, which may not generalize well across all operational regimes. The Schwarz alternating method proposes to overcome these issues, establishing […]