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Field
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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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Funding providers: Swansea University Strategic Partnership Research Scholarships (SUSPRS) with Université Grenoble Alpes, France Subject areas: Applied Mathematics, Mathematical and Computational
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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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PhD studentship in the Groups of “Mathematics Applied to Biology” and “Numerical Analysis and Scientific Computing” at the University of Sussex (UK), with the collaboration of the “Group of
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3 Apr 2024 Job Information Organisation/Company Swansea University Department Central Research Field Mathematics » Other Researcher Profile First Stage Researcher (R1) Country United Kingdom
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PhD Studentship - Physics-based Mathematical Modelling of Water Electrolyzer for Hydrogen Production
physics-based mathematical model of a water electrolyser for hydrogen production that operates on the dynamic electric supply simulating renewable electricity generation (such as offshore wind). The model
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PhD Studentship: Data-driven Probabilistic Modelling of Clonal Dynamics in Human Tissues and Cancers
. Recently, scientists have employed mathematical modelling in combination with probabilistic inference to elucidate the dynamics of clonal evolution over the course of a human lifetime. Such work has revealed
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such probabilistic terms, quantum theory cannot. In this project we will be investigating concrete solutions of the TKMP when K is a finite lattice and immediately using the mathematical solution to address Bell-type
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, chemical and biotech industries. If you have a strong background in computational chemistry, physics, mathematics or a related area, then this is the project for you! With access to large collections
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from common activities and allocated travel/conference funding. We are looking for highly motivated students with an interest in the following experimental and theoretical/mathematical topics (examples