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-computed tomography, and the associated analysis methods. Discrete element method and/or finite element method simulations. Physics of granular materials related to jamming, packing and deformation. Modes
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. Reconstructing, forward modeling, or inverse modeling of diffraction data. High-performance computing and scalable scientific software development. Molecular dynamics, crystal plasticity, finite-element, or other
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data architectures and tools for automating data analysis. Relevant software platforms include Matlab and Python. Develop physics-based computational models (e.g., finite element analysis) to complement
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supporting research projects • Ability to work in a team or independently • Good interpersonal skills Preferred Qualifications • Have an EIT (Engineer-In-Training) Designation • Experience with finite element