Sort by
Refine Your Search
-
Structural Integrity Finite Element Analyses of Formula I Composite Panels for Safer and Lighter Designs School of Mechanical, Aerospace and Civil Engineering PhD Research Project Self Funded Dr J L
-
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
-
loading conditions. Finite Element models of the designed specimens will also be generated and biomechanical behaviour of the tooth restored complex will be predicted. Supervisors Prof Hassan Ghadbeigi
-
have an excellent PhD in biomechanics (or a related discipline), possess a solid knowledge of non-linear finite element modelling, have a strong experience in developing and validating patient-specific
-
Experience with the use of Finite Element Methods in modelling acoustic problems (assessed at: Application form/Interview) Essential Application and Interview Experience with Python or Matlab or any other
-
biomechanical treatments. In particular, you will evaluate the effect of biomechanical or pharmacological interventions on the bone properties by analyzing Computed Tomography images, Finite Element (FE) models
-
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
-
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
-
-based micro-finite element (microFE) models of the mouse alveolar bone can be used to evaluate accurately the bone stiffness, bone strength and local deformation, as compared against state-of-the-art
-
of developing novel computational frameworks that seamlessly integrate machine learning techniques with established methods in computational mechanics, such as the Phase-field Finite Element Methods. Potential