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dispersive equations, completely integrable PDE, and fluids. Applicants are required to have a strong background in analysis and PDE. Experience with probabilistic and/or computational aspects of nonlinear PDE
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to advancing our understanding of mixed phase clouds in the atmosphere. About us The position will be open at the Fluid Dynamic division of Mechanical and Maritime Science department. The research
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computational fluid dynamics (CFD), cardiovascular modeling, or biomechanical growth and remodeling. Demonstrated experience with numerical methods (e.g., finite element method), programming languages (C
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computational fluid dynamics modelling of water treatment and desalination processes is an advantage. Willingness to work within a multidisciplinary group. Demonstrated skills in scientific writing in the form
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develop computational fluid dynamic (CFD) tools that make exascale computing accessible to a broader set of users. The successful candidate will develop a massively parallel solver, capable of running
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About the role Applications are invited for a Postdoctoral Research Associate in Experimental Colloidal Dynamics to work under the supervision of Professor Alice Thorneywork for a period of up to 1
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fluid dynamics, oceanography, physics, applied mathematics or similar field; affinity with coastal simulations; strong skills in Python programming; motivation to cooperate within a dynamic, diverse
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-principles, network-based framework for plant water and carbon transport under climate extremes. The successful candidate will work at the interface of plant physiology, fluid mechanics, network theory
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Postdoctoral researcher (M/F). Modeling damage during earthquakes. Comparison with geophysical data.
), an internationally renowned laboratory that combines fieldwork, experimentation, and modeling to advance understanding of geological processes, continental surface dynamics, fracture-fluid interactions, and natural
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: combining microscopic modelling and simulations (e.g., Brownian dynamics) with continuum approaches (e.g., statistical field theory) to study the macroscopic behaviour of proliferating active systems such as