30 phd-for-computational-mechanics-"FEMTO-ST"-"FEMTO-ST-institute"-"FEMTO-ST" positions at University of Surrey
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scintillators to X-rays and gamma rays using radioisotopes and X-ray generators. The student will be registered on the Physics PhD program; however, the nature of this research project is highly multi
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, please contact Dr Isabella Guido once deadline passes. You will need to meet the minimum entry requirements for our PhD programme . We are seeking a highly motivated and skilled candidate with a
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requirements for our PhD programme . Skills in Python, C++ or ROS are preferred. How to apply Applications should be submitted via the Robotics and Autonomous Systems PhD programme page. In place of a research
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role is central to empowering the next generation of PhD researchers who aim to build inclusive AI technologies that reflect and serve the needs of all people. About the Role: As CDT Programme Manager
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are possible, please contact Dr Guohong Tian after the deadline passes. You will need to meet the minimum entry requirements for our PhD programme . A resilient candidate with strong background in mechanical
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engineering aspects to the project (around model validity) and computer science aspects (around parallel efficiency and computational time). You will be working closely with engineers at Rolls-Royce and with
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University of Surrey. You will be working on a 3-year project (funded by Innovate UK) looking at coupling of fluid and solid models and how we could use AI to speed up the computational time required. You will
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requirements Open to any UK or international candidates. Starting in January 2026. You will need to meet the minimum entry requirements for our PhD programme . By the start of the PhD programme, applicants must
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process. Our innovative programme aims to produce a new type of doctor - excellent and holistic clinicians who can drive change, delivering integrated and technologically advanced healthcare
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part of an international multidisciplinary research project entitled “Solute motion in complex fluids: mathematics and solvation dynamics”. The programme team intend to advance our current understanding