the Netherlands Organization for Scientific Research(NWO)research project High Tech Systems and Materials(HTSM),with project number 13912.
Multicomponent models based on the Lattice Boltzmann Method(LBM)have clear advantages with respect to other approaches,such as good parallel performances and scalability and the automatic resolution of breakup and coa...
This research was supported by the 2016 Research Fund(1.160005.01)of UNIST(Ulsan National Institute of Science and Technology),and was performed using a Linux cluster of the UNIST supercomputing center.
This article presents a novel monolithic numerical method for computing flow-induced stresses for problems involving arbitrarily-shaped stationary boundaries.A unified momentum equation for a continuum consisting of b...
Applicability of Feynman path integral approach to numerical simulations of quantum dynamics of an electron in real time domain is examined.Coherent quantum dynamics is demonstrated with one dimensional test cases(qua...
supported by NSFC grant No.11031007,FANEDD No.200916,NCET No.09-0922;Fok Ying Tung Education Foundation No.131003.
In this paper,we present local discontinuous Galerkin methods(LDG)to simulate an important application of the 2D stationary Schrödinger equation called quantum transport phenomena on a typical quantum directional coup...
supported by the French ANR fundings under the project MicroWave NT09_460489.
We propose a hierarchy of novel absorbing boundary conditions for the onedimensional stationary Schr¨odinger equation with general(linear and nonlinear)potential.The accuracy of the new absorbing boundary conditions ...
supported by the Conseil regional Midi Pyrenees(http://www.midipyrenees.fr/)entitled"Methodes Numeriques Multi-echelles pour le transport quantique"and by the ANR Project No.BLAN07-2212988 entitled"QUATRAIN");support from NSFC Projects 11071139 and NSFC Projects 10971115.
The multi-mode approximation is presented to compute the interior wave function of Schr¨odinger equation.This idea is necessary to handle the multi-barrier and high dimensional resonant tunneling problems where multi...
supported by the contracts PNCDI2-Parteneriate 71-112 and PN09370102 of the Romanian Ministry of Education and Research.
The emission of scission neutrons from fissioning nuclei is of high practical interest.To study this process we have used the sudden approximation and also a more realistic approach that takes into account the scissio...
A general finite element solution of the Schrodinger equation for a onedimensional problem is presented.The solver is applicable to both stationary and time-dependent cases with a general user-selected potential term....
This research is partially supported by NSFC under grant No.90407021;National Basic Research Pro-gram of China under contract number 2007CB814800;the China Ministry of Educa-tion under contract number NCET-06-0011.
We investigate the validity of stationary simulations for semiconductor quantum charge transport in a one-dimensional resonant tunneling diode via fluid type models.Careful numerical investigations to a quantum hydrod...
supported by a Premier’s Research Excellence Award from the Ontario Ministry of Energy,Science,and Technology and by the Natural Sciences and Engineering Research Council of Canada;Funding for the parallel computing facility used to perform the computations described herein was obtained from the Canadian Foundation for Innovation and Ontario Innovation Trust(CFI Project No.2169)。
An adaptive meshing technique and solution method is proposed in which a two-dimensional body-fitted multi-block mesh is locally adjusted to arbitrarily embedded boundaries that are not necessarily aligned with the me...