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We have 124 Applied Mathematics (materials) PhD Projects, Programmes & Scholarships

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Applied Mathematics (materials) PhD Projects, Programmes & Scholarships

We have 124 Applied Mathematics (materials) PhD Projects, Programmes & Scholarships

Numerical Modelling of Cracked Materials under Loading

These projects are open to students worldwide, but have no funding attached. Therefore, the successful applicant will be expected to fund tuition fees at the relevant level (home or international) and any applicable additional research costs. Read more

Exploring Advanced Materials for Mitigating Cavitation Damage

Supervisory Team.   Ivo Peters. Project description. Cavitation damage poses a substantial threat to equipment across various industries, impacting performance, increasing maintenance costs, causing downtime, and posing safety and environmental risks. Read more

Interaction between medical materials and skin

This project will build on previous research within the department to characterise and understand the interaction between medical materials and skin such as gloves, incontinence pads, masks and dressings. Read more

Multiscale Numerical Approaches for Materials Design and Engineering

The Engineering and Mathematics Group within the School of Computing, Engineering and the Built Environment is inviting applications for a research studentship in developing novel numerical approaches for design and engineering of composite materials and metamaterials leading to the award of a PhD degree. Read more

Optimal Design of Fibre Reinforced Composite Pipes and Umbilicals

These projects are open to students worldwide, but have no funding attached. Therefore, the successful applicant will be expected to fund tuition fees at the relevant level (home or international) and any applicable additional research costs. Read more

Nonlinear optics in time-varying dielectric media

This theoretical Project aims to study the generation of a new type of light waves emitted by materials the refractive index of which varies periodically and non-periodically in time. Read more

Understanding crack branching via multiscale mathematical methods

There are many examples of branching in nature. the most celebrated of these is the way that rivers form by the coalescence of many small streams and rivers which build up to form a major river. Read more

17 Graduate Teaching Assistants (GTAs) in the Institute of Industry and Innovation

The Institute of Industry and Innovation (I2RI) at Sheffield Hallam University intends to appoint up to 17 GTAs on 3.5 year fixed-term, full-time studentships from October 2024, with annual stipend at the living wage foundation rate (currently £19,722 in the academic year 23/24). Read more

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