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application. Entry Requirements Acceptable first degree - Mathematics. 1st class BSc or 2:1 Masters or equivalent. Start Date: 1 October 2026 Additional Funding Information This PhD project is in a competition
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developed during this work will deepen our understanding of nonlinear wave phenomena in fluid mechanics and contribute to the broader theory of interfacial flows. This PhD project is in a competition for a
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offering fully funded studentships for October 2026 entry. The programme offers postgraduates the opportunity to undertake a 4-year PhD research project whilst enhancing professional development and research
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the pregnant person could decide on an elective Caesarean Section (CS) that would be preferred over the emergency CS that would likely result if a natural childbirth would be attempted. The PhD project will
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Project Supervisor - Dr James Bull A PhD position is available in laser spectroscopy to probe the excited- and ground-state dynamics of next-generation photomolecular motors (PMMs). The position is
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Chemistry, Pharmacology, Pharmacy, Pharmaceutical Science. Mode of study Full-time Start date 1 October 2026 This PhD project is in a competition for a Faculty of Science funded studentship. Funding is
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. The standard minimum entry requirement is 2:1 in Computing science or related fields. Mode of Study Full-time Start Date 1 October 2026 Funding Information: This PhD project is in a competition for a Faculty of
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Primary Supervisor - Dr Marius Somveille Background Seabirds are highly mobile organisms connecting distant regions across the world’s oceans and seas. While being important contributors to marine ecosystems, seabirds are also particularly threatened by human activity. To design effective...
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and highly selective method to modify natural products at otherwise inert positions. This interdisciplinary project will apply state-of-the-art biocatalysts, including cytochrome P450s, hydroxylases
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connectivity or mechanical integrity. The interaction between fluid velocity, vapour generation, and pack geometry must be quantified to enable scalability for mobile and stationary applications. This PhD