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Simulating Composite Fracture by the Extended Finite Element Method School of Mechanical, Aerospace and Civil Engineering PhD Research Project Self Funded Dr J L Curiel Sosa Application Deadline
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Please refer to the How to Apply for a Job (for External Candidates) job aid for instructions on how to apply. If you are an active McGill employee (ie: currently in an active contract or position at McGill University), do not apply through this Career Site. Login to your McGill Workday account...
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Lecturer MECH 546 - Finite Element Methods in Solid Mechanics (3 credits) Teaching Qualification Requirements: Minimum of Ph.D. in Mechanical Engineering. Minimum of three years’ experience teaching or in
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conventional simulators. Finite element-based methods such as Mixed-Finite-Element or Control-Volume methods are convenient thanks to their suitability for complex unstructured grids. Applications are sought
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: Applications accepted all year round Details In analyses of failure in composite laminates, extended finite element analyses using Abaqus (or Ansys) might prove convenient for the prediction of transversal
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. This postdoctoral position focuses on developing high-fidelity Finite Element Method (FEM) simulations to characterize mechanical properties and deformation behavior in advanced packaging applications. It involves
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. Emphasis is placed on model validation against both high-fidelity finite element simulations and experimental tests of structural subassemblies. key words Blast loading; Computational modeling; Finite
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; Defect nucleation; Density functional theory; Embedded atom method; Finite element modeling; Molecular dynamics; Multiscale modeling; Nanoindentation; Nanomechanics; Eligibility citizenship Open to U.S
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not be effectively analyzed. DIC data are combined with finite element modeling to analyze non-uniform stress and strain states within samples during dynamic loading, and in some cases to deduce
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., J. Chem. Engr. Data., 2020, 65 (7) Multiphysics simulations; computational fluid dynamics; finite volume, finite and discrete element methods; computational fluid and particle dynamics; multiscale