Dear Colleague,
I'm delighted to be able to inform you about two tenure-track faculty searches at UC Berkeley. Details on the searches can be found below.
I would appreciate your help promoting these opportunities in your communities.
Best wishes,
Oliver
Inria and the STRMTG wish to continue developing finite element modelling of non-compressible elastic cables and extend it to inextensible cables. After a careful study of the literature and familiarisation with existing tools, the objectives of the Post-Doc will be :
The International Max Planck Research School for Sustainable Metallurgy (IMPRS SusMet) offers 10 fully funded PhD positions in Sustainable Metallurgy for three years (Simulations & Experiments). Excellent candidates with a Masters degree in Materials Science, Physics, Mechanical Engineering or similar fields are invited to apply. Experience in atomistic simulations (e.g.
We are pleased to announce the organization of the Mini-Symposium 3-4 "Mechanics and Physics of Fracture" at the 12th European Conference on Solid Mechanics (ESMC25), under the auspices of the European Society of Mechanics (EUROMECH), from 7 to 11 July 2025 in Lyon, France.
The deadline for submitting abstracts is 20 November 2024.
The Department of Mechanical Engineering at Northwestern University invites applications for a full-time, tenure-track faculty appointment at the level of Assistant Professor. We seek candidates who will lead pioneering research in computational mechanics and will strengthen the strategic priorities of Mechanical Engineering as well as the interdisciplinary graduate program in Theoretical and Applied Mechanics (TAM).
Chen Wei, Yu Zhou, Lihua Jin
University of California, Los Angeles
Fully funded doctoral course position is available for Computational Multi-Physics Coupled Analysis Laboratory from iART Program of Kyushu Institute of Technology, Japan. One successful candidate will carry out his research in the area of biomechanics and biomimetics using computational mechanics.
Universal displacements are those displacements that can be maintained for any member of a specific class of linear elastic materials in the absence of body forces, solely by applying boundary tractions. For linear hyperelastic (Green elastic) solids, it is known that the space of universal displacements explicitly depends on the symmetry group of the material, and moreover, the larger the symmetry group the larger the set of universal displacements.
