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of solid-fuel particles and this increasingly relies on engineering computer modelling. This project aims to develop a deeper understanding into the mechanisms of pulverised solid fuel ignition, and to
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model epoxy resin composite matrix. A structure property map will be built allowing the properties of not only the matrix phase, but also the composite itself, to be tailored. A variety of resin and
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for industry including: Life Cycle Analysis (LCA), technoeconomics, business models, policy & regulation, public engagement, plant operation. An international opportunity in Year 2 or 3 of the programme
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project will combine mathematical modeling and quantitative analysis of experimental data from collaborations with the Siegert group at the Institute of Science and Technology Austria, experts in high
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Science or Neuroscience (assessed at application). Skills in, and experience of using, advanced data analysis tools and techniques such as specialist R packages, computational modelling, or structural equation modelling
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planning, student intake forecasting, tuition fee setting and new programme financial viability assessments. This involves collaborating with other professional services teams, analysing complex information
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), technoeconomics, business models, policy & regulation, public engagement, plant operation. An international opportunity in Year 2 or 3 of the programme, including opportunities to visit a world-leading facility
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Analysis (LCA), technoeconomics, business models, policy & regulation, public engagement, plant operation. An international opportunity in Year 2 or 3 of the programme, including opportunities to visit a
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research programme is to use genetic, molecular and cellular, and imaging/image analysis approaches to understand the development and function of the vertebrate inner ear, the organ of hearing and balance
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efficiency, ensures safety, enables adaptability, and cuts maintenance costs. This PhD project aims to develop innovative control strategies for flexible structures modelled by partial differential equations