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Mathematics PhD Projects, Programs & Scholarships in Glasgow

We have 9 Mathematics PhD Projects, Programs & Scholarships in Glasgow

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  Mathematical Modelling and Analysis of Sessile Droplets
  Prof S K Wilson, Dr A Wray
Applications accepted all year round
The behaviour of sessile droplets is an area of very active international research, with new publications appearing on an almost daily basis and entire conferences now dedicated to the topic.
  Numerical investigation of coupled Thermal-Hydraulic-Mechanical-Chemical (THMC) processes in geo-energy production
  Dr X Liu, Prof G Falcone
Applications accepted all year round
The mix of energy supply worldwide has changed dramatically in the last few decades. In the UK, in order to tackle climate change and increasing energy consumption, there has been a clear movement from fossil towards renewable and sustainable energy sources.
  EPSRC Centre for Doctoral Training in Engineered Tissues for Discovery, Industry and Medicine (LifETIME)
The CDT will train the next generation of leaders in developing in vitro tissues, sensing and diagnostics to develop humanised in vitro systems to drive better drug screening.
  Modelling plant trade networks and their response to plant diseases
  Prof A Kleczkowski
Application Deadline: 1 March 2019
The dispersal of plant diseases is among the most important side effects of a closely integrated global economy. There are many examples of plant diseases that were introduced to the UK and other countries by trade, including Phytophthora ramorum, Dutch elm disease and ash dieback.
  Direct Numerical Simulation of Ferrofluid flows
  Dr D Kivotides, Dr P Grassia
Applications accepted all year round
Ferrofluids (magnetic or superparamagnetic fluids) are a special case of colloidal fluids, where single-domain, nanosize ferromagnetic partices are dispersed in a simple liquid.
  Direct numerical simulation of polymeric-fluid flows
  Dr D Kivotides, Dr P Grassia
Applications accepted all year round
Polymers and turbulence are two of the most difficult problems in statistical physics. In the past, the study of polymeric liquids was divided in two categories.
  Developing a multiscale description of complex fluids from the molecular to the continuum scales
  Dr L Lue, Dr D Kivotides
Applications accepted all year round
Engineers have traditionally used continuum equations to model processes, such as the Navier-Stokes equation for fluid flow. These methods require constitutive relations that encode the properties of the fluid; these are typically determined empirically and have limited predictive capabilities.
  Investigating the relationship between human responses and major safety incidents in the process industries
  Dr E Ventura-Medina
Applications accepted all year round
Typically safety events, including major safety incidents, can have far reach consequences in terms of losses for businesses and society as a whole.
  Modelling the effect of the electric double layer on electron transfer kinetics
  Dr L Lue
Applications accepted all year round
Electron transfer between molecules in solution and a surface (e.g., a metallic electrode or semiconducting substrate) occurs in a wide variety of important areas, including catalysis, corrosion, electrodeposition, photochemistry, etc.
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