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, optomechanics/nanomechanics. You have or are about to obtain a PhD in at least one of the following areas: nano-mechanics/nanoelectromechancics, OR multi-physics modelling (numerical simulations, e.g. matlab
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drive performance. This role may work with multiple sources of funding including restricted gifts and grants as well as contracts. The full job description is available, here: https://openlearning.mit.edu
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-fuels. It will involve studying the behavior of methanol synthesis catalysts under varying reaction conditions, proposing an associated kinetic model, and implementing the reaction kinetics into a
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on the development, theoretical analysis, and optimal implementation of numerical methods for systems governed by multiphysics and multiscale differential models, including the use of parallel computing architectures
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of this research project is to develop a quasi-atomic-scale 3D model of PEDOT:PSS fibres (a pi-conjugated, semiconducting polymer) dispersed in water. This polymer complex is a benchmark in numerous fields of energy
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and numerical models that predict material deformation, force transmission to cells and the resulting changes in cellular mechanics and signalling. The position is primarily computational, but a
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to represent PVD-functionalized electrodes without unnecessarily increasing computational cost. The work will combine fundamental modelling, numerical simulation and experimental validation, with a strong
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of thermal effects on force generation, material properties, and geometric clearances. Validate numerical models against experimental results and data available in the scientific literature. Disseminate
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spatial datasets of relevance to offshore windfarm development, standardise within a GIS, and consolidate into combined datasets through expert weighted or numerical modelling. Further weightings will be
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description Internal erosion and piping are among the main failure mechanisms of clay–sand layered dikes and remain important challenges in flood risk management. Reliable numerical models can improve our