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Field
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. The central aim of these projects is efficient computational method for wave propagation on complex geometry. We will use a novel and unconventional finite element method based on the Galerkin difference
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to calculate the total compensation value with benefits. Qualifications 3 or more years Mechanical design experience focused on cost and manufacturability (Required) Experience in finite element analysis and
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with practical finite element analysis using ANSYS Workbench Excellent written and oral skills and proficient with MS Office and MS Excel. Preferred Knowledge, Skills, and Abilities: An MS degree
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), finite element analysis (FEA), Matlab. BACKGROUND CHECKS/CLEARANCES Employment with the University will require successful completion of background check(s) in accordance with University policies. CAMPUS
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, or a closely related field with expertise in one or more of the following areas: Finite element methods for partial differential equations Multiscale numerical methods Flow and transport in porous
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experience in use of Finite element analysis and its application, familiarity with electric machines Contact: h.ghadbeigi@sheffield.ac.uk, m.i.boulis@sheffield.ac.uk Keywords: Manufacturing, Sheet forming
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element method, wave propagation analysis, inverse problem, machine learning (ML), and artificial neural network. Strong background in research publications in the desired field. Experience mentoring other
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, including sensor integration and data communication An interest in, and relevant competencies in any or more of the following: finite element analysis, mechanical design and fabrication, mechanical/vibration
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Application/Interview Strong background in semiconductor device design and/or simulation, including photolithographic mask layout Essential Application/Interview Experience of 3D finite element modelling (FEM
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) Signals.” The project aims to develop parametric methods for generating realistic PPG signals. The work includes mathematical modeling, differential equation solving, finite element method (FEM) integration