Fully Funded UK PhD: Nonlinear Axisymmetric Waves in Norwich

Fully Funded UK PhD: Nonlinear Axisymmetric Waves in Norwich

Norwich Full-Time 21805 - 21805 £ / year (est.) On-site
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At a Glance

  • Tasks: Explore exciting water-wave dynamics using advanced mathematics and modelling techniques.
  • Company: University of East Anglia, a leading institution in research and innovation.
  • Benefits: Fully funded studentship covering fees and a stipend of £21,805 per year.
  • Other info: Join a vibrant academic community with excellent support for your research journey.
  • Why this job: Dive into groundbreaking research and contribute to the future of applied mathematics.
  • Qualifications: Must have at least a 2:1 in Mathematics or Physics.

The predicted salary is between 21805 - 21805 £ per year.

University of East Anglia is seeking a Ph D candidate to investigate classical and novel water-wave dynamics on non-flat geometries.

The project will address axisymmetric systems, conjugate flows, and solitary waves, using cutting-edge applied mathematics and modelling techniques.

Entry requires at least a 2:1 in Mathematics or Physics.

The funded studentship covers home fees and a UK stipend for 3 years, with a current rate of £21,805 per year, subject to inflationary uplifts.

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Fully Funded UK PhD: Nonlinear Axisymmetric Waves in Norwich employer: University of East Anglia

The University of East Anglia (UEA) is an exceptional employer, offering a supportive work culture that prioritises employee growth and development. As a Commercialisation Administrator, you will benefit from a generous benefits package, including 34 days of annual leave, and the opportunity to contribute to meaningful projects that impact society and the economy. UEA's commitment to gender equality, recognised by its Athena Swan Silver Institutional Award, further enhances its reputation as a progressive workplace.

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Contact Details:

University of East Anglia Recruitment Team

We think you need these skills to ace Fully Funded UK PhD: Nonlinear Axisymmetric Waves in Norwich

Applied Mathematics
Modelling Techniques
Water-Wave Dynamics
Understanding of Axisymmetric Systems
Knowledge of Conjugate Flows
Solitary Waves Analysis
Mathematics