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University of Utah Center for Aerospace Postdoc Position

Wed, 2023-05-10 18:57 - jhochhal
job
aerospace
materials
scientific computing
data science
extreme environments

A new center at the University of Utah is being formed to lead cross-cutting aerospace materials research.  The center will support the missions of NASA, DOD, DOE, and the local aerospace industry in Utah with applications in structures, radiation shielding, energy storage, and multifunctional materials.  The center is directed by Dr. Mike Kirby and Dr. Jacob Hochhalter.

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Fully funded PhD position on machine learning for scientific computing at Stony Brook University

Sat, 2020-10-17 17:16 - George Moutsanidis
job
PHD position
machine learning
scientific computing

A fully supported PhD position with an emphasis on machine learning and scientific computing is available in the Civil Engineering Department at Stony Brook University under the guidance of Dr. Georgios Moutsanidis. The desired start date is Fall 2021. 

 

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jenda_z's picture

Ph.D. student position in mechanics of mechanical metamaterials

Mon, 2019-01-14 10:36 - jenda_z
job
mechanical metamaterials
multi-scale analysis
computational homogenization
scientific computing

Professor Milan Jirásek at Faculty of Civil Engineering, Czech Technical University in Prague, is searching for a motivated Ph.D. student, who will work on our new ambitious project on non-periodic mechanical metamaterials. Candidates should be interested in and have some previous experience with mathematical modeling and numerical simulation of the mechanical response of materials and structures.

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Cédric Bellis's picture

Postdoctoral position on: Inversion in nonlinear elastodynamics with application to the imaging of damaged media - CNRS & Aix-Marseille University, France

Tue, 2017-09-26 04:51 - Cédric Bellis
job
nonlinear waves
inverse problems
imaging
scientific computing

A one-year postdoctoral position is available at the Laboratory of Mechanics & Acoustics, CNRS & Aix-Marseille University, France.

 

This project focuses on the propagation of waves in damaged solids, which involves nonlinear phenomena. The proposal aims at studying the inverse problem of parameter identification from elastodynamic data to quantify the nonlinear properties of the propagation medium. The work will address the theoretical and numerical aspects of the problem.

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