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Applied Mathematics (Nonlinear Analysis, Topological Fluid Dynamics, Numerical Analysis, Uncertainty Quantification) Lab (Takashi Sakajo)
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The lab uses mathematics to describe the motion of complex fluids.
AboutAbout the lab
Describing the motion of vortices and turbulence in the language of mathematics.
The Sakajo Lab studies the mathematical description of complex fluid motion from the standpoint of applied mathematics.
It uses the theory of partial differential equations, dynamical systems theory, numerical analysis, and data science (topological data analysis, data assimilation).
Its applied research is wide-ranging, covering meteorology, oceanography, and medicine, and even joint research with companies.
Key terms
- Topological data analysis
- An analysis method that captures the shape of data through geometric properties such as holes and connectivity
- Data assimilation
- A method of incorporating observational data into numerical simulations to improve predictions
- Vortex dynamics
- A field of fluid dynamics that studies the motion of vortices and how they interact with one another
ResearchResearch themes
The lab is interested in the mathematical description of complex fluid motion. It pursues both theoretical mathematical research and interdisciplinary research with meteorology, oceanography, medicine, and industry.
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MembersFaculty
- ProfessorTakashi Sakajo
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Report an errorAbout the images
The top and research theme images are illustrative and were not taken at the lab. They are cropped from Wikimedia Commons images. Cropped CC BY-SA images are provided under the same CC BY-SA license as the original (version shown on each line).
- Top image: “VortexStreet01” Gary Koopman / Public domain (cropped)
- Mathematics of Fluids and Interdisciplinary Research: “Von Karman vortices off Rishiri Island, Japan” NASA / Public domain (cropped)
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