Activities

Organizer

• Applied Math Lab (AML) group meetings, New York University, 2023-2025
• Minicourses by young researchers, New York University, Fall 2024
• Biological and Bioinspired Fluids and Structures minisymposium (with Silas Alben), SIAM Life Sciences, July 2022
• Student AIM Seminar Series, University of Michigan, 2018-2022
• MCAIM Graduate Seminar, University of Michigan, 2021-2022
• 2022 SIAM Student Mini-Symposium in Applied Mathematics, University of Michigan, 27 May 2022
• 2021 SIAM Student Mini-Symposium in Applied Mathematics, University of Michigan, 16 July 2021
• 2020 SIAM Student Mini-Symposium in Applied Mathematics, University of Michigan, 29 May 2020
• Postdoc-Grad Mentorship Program, University of Michigan, 2019-2020

Other activities

• Participant: Complex Motion in Fluids 2023 summer school, University of Cambridge, 17-20 July 2023
• SIAM Student Chapter representative, University of Michigan, 2020-2022
• Member of the Graduate Student Advisory Committee, University of Michigan, 2019-2020
• Participant: Introduction to the Great Lakes cluster and batch computing with Slurm workshop, University of Michigan, 31 May 2019
• Participant: 2019 MICDE Symposium, University of Michigan, 10 April 2019
• Participant: XSEDE HPC OpenMP workshop, University of Michigan, 7 August 2018
• Participant: 2018 MICDE Symposium, University of Michigan, 22 March 2018

Useful Links

For L^AT_EX purposes:

• To generate tables: https://www.tablesgenerator.com/
• For definition of colors: http://latexcolor.com/
• To find the command for a symbol: http://detexify.kirelabs.org/classify.html

Relevant to fluid dynamics:

• To watch some classic fluid dynamics films from MIT: http://web.mit.edu/hml/ncfmf.html
• Photos and videos of fluid mechanics, with brief explanations: http://fyfluiddynamics.com/

Vortex sheets:

A vortex sheet embedded in two-dimensional ideal flow with smoothing parameter δ=0.5.
Desingularization of Periodic Vortex Sheet Roll-up, R. Krasny.

Roll-up of the vortex sheet shed by an elliptically loaded wing. The value of the smoothing parameter is δ=0.1.
Computation of vortex sheet roll-up, R. Krasny.

Numerical solutions of the filtered Birkhoff-Rott equations for the anti-symmetric and symmetric modes.
Singular vortex dynamics on filtered Euler flows, T. Gotoda.

Photo can be found in Milton Van Dyke's book: An Album of Fluid Motion.