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systems, bit design, drilling fluids, and downhole thermodynamics, this position will contribute to new methods that improve drilling efficiency, reduce costs, and support the development of deep geothermal
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Research Framework Programme? Not funded by a EU programme Is the Job related to staff position within a Research Infrastructure? No Offer Description This is NTNU NTNU is a broad-based university with a
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SFI FAST: PhD position in Microstructure/texture evolution during extrusion of scrap-based Aluminium
Duties of the position Conduct original research on microstructure evolution during extrusion of scrap-based aluminium alloys, both experimentally and numerically Develop and implement computational
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documentation such as: certified copy of admission to a PhD programme programme summary of approximately one A4 sized sheet including information about your PhD project, topic, method, theoretical approach, and
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2026 - 23:00 (Europe/Oslo) Country Norway Type of Contract Temporary Job Status Full-time Hours Per Week 37.5 Is the job funded through the EU Research Framework Programme? Not funded by a EU programme
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dedicated to the study of all aspects of concrete. Our research interests range from the material to the structural level and are based on theoretical, numerical, and experimental investigations. The PhD
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numerical and data-driven method will be exploited in this project to systematically integrate natural design principles into the development of bioinspired materials. Particularly, artificial intelligence
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. Kurusch Ebrahimi‑Fard and is connected to the research activities of the national project SURE‑AI. The PhD project focuses on developing mathematical and computational methods based on path signatures and
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the mandatory PhD research education programme Develop a hybrid numerical and data-driven method to integrate natural design principles into the development of bioinspired materials Perform independent, high
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and is connected to the research activities of the national project SURE‑AI. The PhD project focuses on developing mathematical and computational methods based on path signatures and related algebraic