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We have 27 Other (funded online) PhD Projects, Programmes & Scholarships

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Other (funded online) PhD Projects, Programmes & Scholarships

We have 27 Other (funded online) PhD Projects, Programmes & Scholarships

Fully funded PhD Scholarship in Memristive Technologies

Duration of study. Full time - 4 years fixed term. Starting date. Flexible, available from December 2023. Application deadline. No closing date, the position will remain open until a suitable candidate is found. Read more

Quantum Simulation for Relativistic Schrödinger-Newton equation

Applications are invited for a fully-funded three year PhD to commence in October 2024. . The PhD will be based in the Faculty of Technology and will be supervised by Dr Jaewoo Joo, Professor David Bacon and Dr Andrew Burbanks. . Read more

Nanofabrication of novel materials for spintronics and energy harvesting

Society has benefitted from the continued miniaturisation of electronic components to the extent that we now take the availability of portable personal devices such as smart watches, phones, tablets and lighter, faster laptops for granted. Read more

Understanding the evolution of gene regulatory networks through biophysical modelling and machine learning

The ability to coordinate the expression of genes within a cell is at the heart of life. When and how much of a specific gene is turned into a protein is essential for organisms to respond to their environment and to manage resources. Read more
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Photonic Health Technology

We are witnessing a transformation in the way healthcare is delivered away from hospitals and GP practises; diagnosis of disease and the monitoring of treatment are some of the key services that will instead be delivered in the home and in the community. Read more

Quantum dynamics of electrons in emerging 2D devices

Two-dimensional (2D) materials are at the forefront of research in quantum phenomena in condensed matter, with many research groups worldwide currently exploring their fundamental properties and applications. Read more

Analytical and computational studies of complex liquid-film flows

In this project, we plan to investigate numerically and analytically interfacial dynamics of liquid films in the presence of additional complexities such as surfactants, evaporation and externally applied electric fields. Read more

Eigenvalues of functional difference operators associated to mirror curves

Toric Calabi–Yau manifolds play an important role in mathematical physics. Their mirror manifolds can be described by algebraic curves and recently it was observed that quantisation of these curves leads to functional-difference operators. Read more

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