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up to a £5k/annum research training support grant for the full duration of the 4-year programme. Metal-ligand multiple bonding is a burgeoning area for making chemically novel structural motifs
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an annual tax-free stipend set at the UKRI rate (£20,780 for 2025/26) and tuition fees will be paid. Robotic metal additive manufacturing offers transformative potential for flexible, large-scale, and high
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date is October 2026. We recommend that you apply early as the advert may be removed before the deadline. Metal components subject to high rates of deformation can fail catastrophically by fragmentation
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studentship is available in the Department of Chemistry, University of Manchester, to study metal-organic frameworks (MOFs) and their applications via EPR. The start date for this studentship is 21 September
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Application deadline: 28/02/2026 Research theme: Metal Organic Frameworks UK only This 3.5 year PhD project is fully funded by the Department of Chemistry (via EPSRC DLA). Home students, and EU
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Deadline: All year round UK only This 3.5-year PhD project is fully funded and home students, and EU students with settled status, are eligible to apply. The successful candidate will receive an annual tax-free stipend set at the UKRI rate (£20,780 for 2025/26) and tuition fees will be paid. We...
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++) and confidence working with numerical tools. Desirable: Familiarity with heat transfer/thermodynamics and/or finite‑element methods. Prior exposure to reactor physics (deterministic or Monte Carlo
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FFA on different type of metallic surfaces as a function of temperature and concentration. The modelling data and principal component analysis will be used to build property-structural relationships
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topology of the network influence the strain energy functions that can be used to describe their behaviour on the macroscale. We will combine techniques from discrete calculus, linear algebra and finite
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laser beams propagate through, and are absorbed by, metallic vapour plumes and describe this mathematically/numerically Implement the mathematical descriptions into finite-volume numerical implementations