Trinh @ Bath

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research [2021/12/15 10:44]
trinh 		research [2025/04/14 08:58] (current)
trinh [Research interests]
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 ====== Research ====== ====== Research ======
  
-===== Sept 2020 note =====+You will be able to find a mostly-complete list of my publications on  [[https://scholar.google.co.uk/citations?hl=en&user=y7K3OG4AAAAJ&view_op=list_works&sortby=pubdate|Google Scholar]].
  
-**Note:** I am currently too busy to keep this page updated...need to find a better mechanism! So most of the publication listings below are outdated.+A good way to learn about what I do is to examine my PhD student talks! Here are a few that have been recorded over the last little while.
  
-You are better off looking at my [[https://scholar.google.co.uk/citations?user=y7K3OG4AAAAJ&hl=en|Google Scholar]] for papers. +  * [[https://youtu.be/qRt9Cr4A_eM|Piotr Morawiecki gives a talk on mathematical models of flooding]] 
 +  * [[https://youtu.be/J0Ujpkkr6oc|Josh Shelton gives a talk on parasitic gravity-capillary waves]] 
 +  * [[https://youtu.be/iJzRnyDH7zs|Yyanis Johnson-Llambias gives a talk on water waves due to flows past smoothed bodies]] 
 + 
 +For researchers who are interested in my work on better understanding differences in flood estimation models, see a dedicated section: [[research_flooding|Asymptotics for intermodel comparisons of flood-estimation models]].
  
 ===== Research interests ===== ===== Research interests =====
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 My research interests include: My research interests include:
  
 +  * **Environmental mathematics and hydrology:** conceptual, physics-based, and statistical models of hydrological processes and water resources
   * **Classical hydrodynamics:** free-surface flows; gravity-capillary waves; wave-structure interactions; ship hydrodynamics; Korteweg-de Vries-type equations and nonlinear waves   * **Classical hydrodynamics:** free-surface flows; gravity-capillary waves; wave-structure interactions; ship hydrodynamics; Korteweg-de Vries-type equations and nonlinear waves
   * **Low Reynolds number flows:** theory and modeling of viscosity and surface-tension dominated flows, including thin film or Hele-Shaw-type problems; the study of fluid instabilities (e.g. gravity-driven dripping of thin films)   * **Low Reynolds number flows:** theory and modeling of viscosity and surface-tension dominated flows, including thin film or Hele-Shaw-type problems; the study of fluid instabilities (e.g. gravity-driven dripping of thin films)
Last modified: 2021/12/15 10:44