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this position, you will have: PhD degree in relevant field Demonstrated knowledge of structural analysis of alloy components, Finite Element Modelling (FEM) and preferably morphology/topology optimisation
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development, validation and sample analysis studies including modifying existing research techniques to optimise the outcomes of the research endeavour. Contribute to and/or draft elements of research proposals
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-based’ scenarios. The Research Fellow will build upon the extensive work that has already been accomplished by Prof Falzon’s research groups, to further develop a multiscale finite-element modelling
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below or contact Assoc. Prof. Maggie Zhai via email maggie.zhai@rmit.edu.au Position Description - Research Fellow (Postdoc) - Level A Please note, if you are viewing this advert from an external site
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Australian National University | Canberra, Australian Capital Territory | Australia | about 3 hours ago
trace element analyses. To be considered, applicants must have completed a PhD in geochemistry, with direct evidence of analytical expertise. Successful applicants will have experience in utilising SEM
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Postdoctoral Research Fellow to join School of Chemistry and Physics, Faculty of Science. We are looking for a motivated postdoc with a strong experimental background in chemistry and materials to develop stable
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random matrix spaces, exploring new frontiers in mathematical research. You'll gain experience in advancing spherical transforms, finite free probability, and quantum information applications whilst
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responsibilities will include: Independently plan and carry out research on the nominated research project and work towards completion of the aims of the project Perform data and microstructure analysis, and be
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. Your responsibilities will include: Independently plan and carry out research on the nominated research project and work towards completion of the aims of the project Perform data and microstructure
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Harmonic Analysis tools on symmetric random matrix spaces, exploring new frontiers in mathematical research. You'll gain experience in advancing spherical transforms, finite free probability, and quantum