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the skeleton. In our group we have developed Subject Specific Computed Tomography (CT)-based Finite Element (FE) models (CT-SSFE) to predict the bone strength in metastatic vertebrae, showing
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We are looking for a researcher, whose expertise lies in computational fluid mechanics and finite element methods, to work with Matthew Hubbard and Reuben O’Dea on a Wellcome Trust funded project
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completed applications will be considered. Complete application packages should be submitted online through the UBC Faculty Careers job portal (https://hr.ubc.ca/careers-and-job-postings/faculty-careers
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are essential. Experience with finite element simulation software will also be considered an asset. Where to apply Website https://emploi.cnrs.fr/Offres/Doctorant/UMR7315-DAMAND-007/Default.aspx Requirements
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/ Laboratory of Mechanics and Acoustics (LMA) – Marine acoustics and Seismic imaging group (Marseille, France) Main collaborators at CNRS-LMA : Dr Nathalie Favretto-Cristini, Dr Paul Cristini, Dr Vadim
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. Where to apply Website https://www.career.tu-darmstadt.de/tu-darmstadt/job/56424 Requirements Research FieldMathematics » Discrete mathematicsEducation LevelPhD or equivalent Skills/Qualifications We seek
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education to enable regions to expand quickly and sustainably. In fact, the future is made here. The Department of Physics at Umeå University (https://www.umu.se/en/department-of-physics/ ) conducts strong
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Albert-Ludwigs Universität Freiburg | Freiburg im Breisgau, Baden W rttemberg | Germany | 16 days ago
for Sustainable Systems Engineering (INATECH) Research group: Sustainable Engineering Materials / Dynamic Behaviour of Materials Supervisors: Dr. Georg Ganzenmüller and Prof. Stefan Hiermaier Network: Marie
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the expansion of the wind energy and hydrogen economy, minimize risks, and increase cost efficiency. Do you want to join us in shaping a sustainable future? Be part of change You will be part of the group
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https://www.ntu.edu.sg/spms We are looking for a Research Fellow to join Dr. Kay Jin Lim's research group and contribute to advancing the study of representation theory of finite-dimensional algebras