PhD position in bioengineering - ERC funded research Group
Location: Polytechnic University of Bari, Department of Mechanics Mathematics and Management (DMMM), Via Orabona 4 - 70125 Bari – Italy
Job Type: Full Time
Deadline: 17 July 2023
job
Fully funded PhD positions in Soft Robotics in Stuttgart, Germany available from September 2023
I am looking for PhD students for my newly founded research group "Soft Robotics for Autonomous Systems" at the University of Stuttgart. The positions are fully funded and include German social security and health care benefits. More information can be found in the attached pdf.
Postdoctoral Fellowship in Regularized Failure Models for Quasibrittle Materials, Czech Technical University in Prague
My colleague Milan Jirásek is opening a two-year postdoctoral position in developing new regularized models for predicting and understanding failure processes under general conditions.
3 PhD positions with Freudenberg and our collaborators funded through the Horizon Europe Marie Skłodowska-Curie Actions (MSCA) Doctoral Networks
3 PhD positions funded through the Horizon Europe Marie Skłodowska-Curie Actions (MSCA) Doctoral Networks as part of the “Bridging Models at Different Scales To Design New Generation Fuel Cells for Electrified Mobility (BLESSED)” project.
Postdoctoral Researcher Position
Description:
We are seeking a highly motivated and talented postdoctoral researcher to join our dynamic research team at the University of Louisville, focused on investigating the high-velocity impact of architected materials.
Responsibilities:
One year post-doc. INRIA - Comparison of numerical modelling methods for the dynamics of flexible multi-body systems in the presence of contact and friction.
Dear colleagues,
Our TRIPOP team is offering a one-year post-doctorate in collaboration with Safran Tech on
Comparison of numerical modelling methods for the dynamics of flexible multi-body systems in the presence of contact and friction.
https://jobs.inria.fr/public/classic/fr/offres/2023-06439
This offer may be of interest to one of your students, or someone in your network.
Best regards
Postdoctoral position at the University of Milan
We will have an opening for a postdoctoral position at the CC&B, University of Milan in the group of Prof. Zapperi. We are looking for candidates with strong programming skills who are interested in working at the frontier between academic and industrial research. The candidates should have a Ph. D in computer science, computational materials science, physics, mathematics or engineering.
Seeking a Postdoc Position in Computational Mechanics and Machine Learning
I am a postdoc in the department of mechanical and aerospace engineering at UCLA. I got a bachelor's degree in Theoretical and Applied Mechanics from Harbin Institute of Technology (ranking 1st in our major). I obtained my PhD in Mechanical Engineering from the University of Maryland, College Park.
Postdoc (2 years) on Machine learning techniques for interpretation of vibrational data
Additive manufacturing of metal alloys yields great potential for the aerospace industry (and others) as it allows the generation of geometrically complex structures with high specific strength, low density and high corrosion resistance. For example, General Electric has demonstrated the possibility of printing titanium fuel injectors for their LEAP engine, Boeing incorporated more than 300 printed parts in their 777X airplane … For such critical applications, the structural quality of printed parts is of utmost importance. Small deviations in print conditions, e.g.
Postdoc (1.5 years) on topology optimization of electrical machines
Over the past years, UGent-MMS has developed a stand-alone topology optimization code for additive manufacturing applications. The topology optimization software can deal with thermo-mechanical coupled problems, combined with multi-material selection. Such features are not available in any commercial topology optimization code.
The code can also deal with large industrial optimization problems, with millions degrees of freedom in three-dimensional finite element models.