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mathematics, mechanics and statistics. The research is on theory, methods and applications. The areas represented include: fluid mechanics, biomechanics, statistics and data science, computational mathematics
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heat transfer, fluid mechanics, reactive flows, as well as solid mechanics plays a central role. In particular, improved understanding of turbulent, reactive, and multiphase flows together with material
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. Knowledge in fluid mechanics would be a plus Proficiency in Python (at least, one among: Julia, Matlab, or R) Knowledge n Fortran (or C) Being comfortable with version control and code sharing tools (git
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, environmental fluid mechanics, or a related discipline. The qualified candidate will work with Dr. Daniel Dauhajre in the Computational Ocean Dynamics and Ecosystems group and have the opportunity to interact
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differential programming Computational physics, including statistical mechanics, biophysics, fluid mechanics, quantum physics, and molecular dynamics Numerical methods for partial differential equations and
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synthetic ones. Ongoing projects focus on understanding the organization and dynamics of the nucleus, the structure and assembly of spindles, the positioning and transport of cellular organelles, and fluid
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of spindles, the positioning and transport of cellular organelles, and fluid-structure problems in biology. To address these, often in close collaboration with experimental collaborators, we build numerical and
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, single molecule biophysics, biomaterials, materials chemistry, fluid mechanics, rheology, and computational modeling. Candidates should apply at https://puwebp.princeton.edu/AcadHire/position/38901 and
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interdisciplinary research teams, and effectively mentor graduate students and postdoctoral fellows. Candidates must be able to teach existing undergraduate and graduate courses in mechanical engineering
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of research. These include: Computational physics, including statistical mechanics, biophysics, fluid mechanics, quantum physics, and molecular dynamics Numerical methods for partial differential equations and