Campus in the evening.

Strathclyde Doctoral School Postgraduate Researchers at Strathclyde

The Strathclyde Doctoral School supports and facilitates an interconnected research community, through which interdisciplinary research dialogue, knowledge exchange, and impact and innovation opportunities are encouraged and promoted. Enhanced skills and personal development training is also at the core of our Doctoral School mission. Being a postgraduate researcher is about more than just the research.

We recognise, celebrate, and value the contribution our postgraduate researchers make to our research delivery and overall international standing.

Being a postgraduate researcher is about more than just the research

Postgraduate research is a step in your career where you have a unique opportunity to meet new people through a diverse range of training and development opportunities. Make sure you make the most of your time at Strathclyde – be engaged, be interested, be part of the Strathclyde Doctoral School.

Students walk on campus.

Researcher Development Programme

Find out about career planning, personal and professional development and training.
Postgraduate students work together.

Doctoral Researchers Group

Find out about our active postgraduate research community.
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Events

  • Thur
    May
    30

    Strathclyde Aerospace Lecture Series

    Positivity-preserving discretisations for convection-dominated problems
    Gabriel R. Barrenechea
    Dept. of Mathematics and Statistics
    University of Strathclyde
     
    This presentaion will provide an overview of some recent results in finite element methods for convection-dominated problems. The main goal of the methods is the preservation of positivity, a property that can be fundamental in applications. The emphasis on the talk will be on methods that belong to the family of Algebraic Flux Correction (AFC) schemes. These are usually used for the time-dependent transport equation (under the label 'Flux Corrected Transport'), but their application to steady state convection-diffusion problems has been less studied.