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to exploit approximate or computational solutions; however, this can be unsatisfactory in that it lacks in valuable physical insight. This insight is often crucial in changing partial mathematical solutions
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background in Computer Science, Mathematics. Students with interests in machine learning, deep learning, AI, uncertainty quantification, probabilistic methods are encouraged to apply. For eligible students
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the research project, particularly on the passive control of tip vortices with permeable tip treatment with experimental and/or computational fluid dynamics approaches. This will entail both independent research
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-level degree in Mathematics or Computer Science with an orientation towards Theoretical Computer Science. A strong background in logic and complexity theory is highly desirable and the candidate must
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-level degree in Mathematics or Computer Science with an orientation towards Theoretical Computer Science. A strong background in logic and complexity theory is highly desirable and the candidate must
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? Mechanical seals are critical components in high-pressure storage solutions for hydrogen and carbon capture technologies. In this project, you will: Develop a 3D Digital Model: Create an advanced computational
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; EPSRC Centre for Doctoral Training in Green Industrial Futures | Bath, England | United Kingdom | 14 days ago
: Analyse how curation and drying impact mechanical properties and hygrothermal performance. Develop a Predictive Model: Create a computational model linking operational variables and material properties
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and modelling techniques. Real-World Impact: Contribute to transformative technologies in clean energy and carbon capture. Future job opportunities: Digital modelling and computational fluid dynamics
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variability to address specific research questions. Student profile: Essential skills: The student is expected to have a background in one or more of the following areas: environmental science/ mathematics
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The transition of boundary layers from the laminar to the turbulent regime is one of the most challenging topics in classical physics and applied mathematics, and stands as a bottleneck problem in