CV

Education

• TU Delft (Netherlands) (2021.05-present)
  PhD in Material Science
  Research Topics: Physics Based Machine Learning || Topology Optimization || Numerical Analysis
• Swansea University (UK) + Universitat Politècnica de Catalunya (Spain) (2017.09 - 2019.08)
  Msc in Computational Mechanics
• Harbin Institute of Technology (China) (2013.09-2017.07)
  B.E in Civil Engineering
• Ecole Centrale De Nantes (France) (2016.09-2017.06)
  Exchange Student
• National Chiao Tung University (Taiwan, China) (2016.02-2016.06)
  Exchange Student

Research experience

• Master Thesis (2018.09 - 2019.07)
  The face-centered finite volume method (FCFV) for steady-state incompressible Navier-Stokes equations
  Guide: Dr. Matteo Giacomini, Prof. Antonio Huerta, Dr. Sevilla Cárdenas Rubén, Laboratori de Càlcul Nuèric(LaCàN)
  Recently, the novel paradigm of face-centered finite volumes (FCFV) has been proposed. FCFV may be derived as a hybridizable discontinuous Galerkin (HDG) method with constant degree of approximation for all the variables. Contrary to CCFV and VCFV approaches, the proposed FCFV method provides LBB-stable discretizations and achieves first-order convergence of velocity, pressure and gradient of velocity using unstructured meshes, without the need to perform flux reconstruction. Moreover, numerical experiments have shown that the method is robust in presence of distorted and stretched elements.
  The aim of this MSc Thesis is to implement an efficient FCFV solver for steady-state incompressible Navier-Stokes equations and apply it to the simulation of large-scale flow problems of industrial interest. I have implemented an FCFV-Voigt solver with MATLAB. I got full marks in the defense of the master thesis.