711 postdoctoral-position-in-molecular-dynamic-simulation-self-assemble-polymer PhD positions in United Kingdom
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nanoparticles with defined properties without any prior knowledge of polymer self-assembly behaviour or input from a human operator – significantly accelerating the rate of discovery. To remove the need for human
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The bacterium Clostridioides difficile is an important cause of diarrhoeal illness, particularly in the elderly and those undergoing antibiotic therapy. C. difficile infections (CDI) are difficult to treat and prevent due to the ability of C. difficile to produce robust spores that can survive...
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that simulates real-world environmental conditions to test the durability and longevity of these materials and products made thereof, is also required. This PhD project aims to investigate novel high-performance
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of £25,000 plus payment of their full-time home tuition fees. Additionally, £2,000 per annum is provided for consumables, travel, etc. Due to funding restrictions this PhD position is only available to UK
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Self-funded PhD Opportunities in Plant Growth, Reproduction and Stress Responses School of Biosciences PhD Research Project Self Funded Dr Lisa Smith, Dr Sam Amsbury, Prof Andrew Fleming
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design rules for more effective formulations Project Description Lubricants are not simple liquids. The surfactant molecules present in such systems self-assemble into aggregates and these aggregates, in
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A continual learning approach for robust robotic control in electric batteries assembly. This project is an exciting opportunity to undertake industrially linked research in partnership with
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will also use finite volume-based numerical simulations and (if desired by the student) mathematical modelling. You will work alongside other researchers within the Fluid Dynamics Research Centre
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Numerical simulations of Lattice QCD DoS Dr. Craig McNeile (craig.mcneile@plymouth.ac.uk , tel.: +441752586332) 2nd Supervisor Dr. Vincent Drach ( vincent.drach@plymouth.ac.uk , tel: +441752586335
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Supervisors: Dr Abhay Vincent This is a fully funded PhD (fees and bursary) in experimental icing research. Fundamental understanding of droplet impact dynamics is integral to icing. The overall aim