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Ecole Nationale des Ponts et Chaussées (ENPC) | Champs sur Marne, le de France | France | 2 months ago
/show/id_offre/135518 Requirements Specific Requirements Needed skills and knowledge: Numerical modelling (experience in Finite Element Methods and/or AI-based modelling) Collaborative work in a large and
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, structural optimization, coupled problems, and experimental mechanics, with applications to metals, polymers, fibrous materials, and granular materials. Numerical methods, such as the finite element method
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to polymer-fluid coupling. Further areas of interest include numerical algorithms for high-dim. problems, classical (mainly finite elements, FEM) as well as alternative discr. meth. (e.g., Lattice Boltzmann
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mechanics, applied mathematics, biomedical engineering, computer science or a closely related discipline Strong background in finite-element methods, continuum mechanics and numerical analysis Excellent
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the physical principles of structural dynamics and (vibro-)acoustics and the related numerical modeling techniques, such as the Finite Element Method (FEM), as well as numerical optimization, manufacturing
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data is essential. Experience in geometric morphometrics and/or finite element analysis is desirable. The UCL Ways of Working supports colleagues to be successful and happy at UCL through sharing
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. Experience with finite element analysis and modeling 6. Demonstrated success with Six Sigma and/or other process improvement methods in a manufacturing environment 7. Experience working under a certified
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Instituto de Ciência e Inovação em Engenharia Mecânica e Engenharia Industrial | Portugal | about 1 month ago
Qualifications: Bachelor’s degree in Mechanical Engineering Proficient knowledge of the finite element method for structural analysis using Abaqus® software Advanced knowledge of programming languages such as
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to the development of next-generation AI-enhanced finite element methods for robust structural design. You will be part of a dynamic and internationally oriented research group with strong expertise in solid mechanics
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constrained-mixture (finite element) models for cardiovascular tissues towards simulating cartilage G&R. You will then simulate cartilage microtissues growing inside engineered, confining microenvironments and