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: Continued development of existing mathematical models of corrosion/ageing. Development of models of reactive transport through polymer foams. Development of a model of competitive solubility when a polymer is
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Research theme: Applied Mathematics, Materials This 3.5 year PhD project is funded by the MADSIM Project (School of Natural Sciences growth fund). Funding is for Home students and EU students with
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with settles status. Up to two funded PhD projects are available in the Department of Mathematics at the University of Manchester on Connections between Numerical Analysis of Differential Equations and
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Application deadline: All year round Research theme: Applied Mathematics, Imaging How to apply: https://uom.link/pgr-apply-fap This is a fully funded project for home students, funded by NTR-Net
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-settled status. The successful candidate will have a good degree in mathematics, physics, engineering, environmental sciences, or similar, with good understanding of fluid mechanics and mathematical models
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mathematical fluid dynamics. Aim To create a fast, efficient, validated software tool for the layout of wind or tidal-stream turbine arrays. Background Wind turbines now generate more than a quarter of UK
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-settled status. The successful candidate will have strong mathematical background, especially in numerical analysis. Knowledge of differential equations is an advantage. Strong programming skills in C++ and