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Pengtao Sun
Biography
Dr. Pengtao Sun is a Professor of Mathematics at the University of
Nevada Las Vegas. Dr. Sun obtained his PhD from Institute of
Mathematics, Chinese Academy of Sciences and his Master and Bachelor
degree from Shandong University. Before joining UNLV in 2007, he worked
as Postdoctoral Fellow, Research Associate, and Assistant Professor at
Hong Kong Polytechnic University, Pennsylvania State University, and
Simon Fraser University.
Dr. Pengtao Sun's primary research fields are Numerical Solutions of
Partial Differential Equations, Numerical Analysis, Finite Element
Method, Finite Volume Method, Fast Solver, Deep Neural Network Modeling,
and Scientific & Engineering Computing with various applications in
interdisciplinary areas (solid mechanics, fluid dynamics,
fluid-structure interaction, hydrodynamics, hemodynamics, aerodynamics,
astrophysics, electro-hydrodynamics, fuel cell dynamics, and etc.). Dr.
Sun's research works have been supported by UNLV Faculty Opportunity
Award since 2008, by NSF since 2009 and by Simons Foundation since 2020.
Dr. Pengtao Sun's
recent research interests focus on the modeling and numerical studies
for fluid and structure interaction problems and generally unsteady
multiphysics problems modeled by coupled PDE system and involved with
moving interfaces and jump coefficients, for which his numerical
methodologies include arbitrary Lagrangian-Eulerian (ALE) method,
fictitious domain method and full Eulerian phase field method. Moreover,
Dr. Sun is also an expert on modeling and efficient numerical
methodology studies for fuel cell dynamics, solar cell dynamics, lithium
battery and other types of clean energy technologies. Besides the above,
Dr. Sun has also been accomplished in anisotropic & isotropic adaptive
finite element method, phase field method, domain decomposition method
and
deep neural network (DNN) method
in the area of numerical PDEs.
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Extreme-mass-ratio Binary
Systems
Black Hole Simulation
Fluid-Structure Interaction
(FSI) Simulations in Hydrodynamics & Hemodynamics
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