Joon Sang Lee

Prof. Joon Sang Lee


Research Focus & Metrics

Academic Career Length

35Years (1992-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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4 May 2022 in npj Computational Materials
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Journal Article
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HLHae Gon Lee
Hae Gon Lee
SKSe Young Kim
Se Young Kim
JLJoon Sang Lee
Joon Sang Lee
Lithium metal is considered one of the most promising anode materials for application in next-generation batteries. However, despite decades of research, practical application of lithium metal batteries has not yet been achieved because the fundamental interfacial mechanism of lithium dendrite growth is not yet fully understood. In this study, a series of reactive molecular dynamics (MD) simulations was performed to investigate the electrochemical dynamic reactions at the electrode/electrolyte interface. It allows quantitative characterization of morphological phenomena and real-time interfacial visualization of the dynamic growth of dead lithium and dendrites during repeated charging. This computational protocol was utilized to investigate the dendrite mitigation mechanism when an electrolyte additive (hydrogen fluoride) is dissolved in an organic ethylene carbonate (EC) electrolyte solvent. It was confirmed that beneficial decomposition reactions between electrolyte components form a protective film on the anode surface, suppressing large interphase volume changes and unnecessary degradation reactions.

19 March 2010 in Annals of Biomedical Engineering
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Journal Article
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YKYong Hyun Kim
Yong Hyun Kim
XXXiaofeng Xu
Xiaofeng Xu
JLJoon Sang Lee
Joon Sang Lee

12 January 2011 in Soft Matter
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Journal Article
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HFH. Farhat
H. Farhat
FCF. Celiker
F. Celiker
TST. Singh
T. Singh
JLJoon Sang Lee
Joon Sang Lee
This paper proposes a hybrid model for the study of the droplet flow behavior in an immiscible medium with insoluble nonionic surfactant adhering to its interface. The evolution of the surfactant concentration on the interface is modeled by the time-dependent surfactant convection-diffusion equation and solved by a finite difference scheme. The fluid velocity field, the pressure and the interface curvature are calculated using the lattice Boltzmann method (LBM) for binary fluid mixtures. The coupling between the LBM and the finite difference scheme is achieved through the LBM variables and the surfactant equation of state. The Gunstensen LBM is used here because it provides local and independent application of a distinct interfacial tension on the individual nodes of the droplet interface. The hybrid model was developed and successfully applied to droplet deformations under a variety of flow conditions.

1 January 2021 in Computational and Structural Biotechnology Journal
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Journal Article
Open access
HLHae Gon Lee
Hae Gon Lee
SKShinill Kang
Shinill Kang
JLJoon Sang Lee
Joon Sang Lee
• Different binding strength and unbinding mechanism for each complex are identified. • The spA ligand is found to be tightly bound with IgG Fc portion than spG ligand. • Peculiar unbinding mechanisms are correlated to their protein secondary structures. • Various non-covalent interactions are analyzed to understand the phenomena. • The presence and role of key amino acids on each ligand are identified.

30 November 2011 in International Journal of Impact Engineering
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Journal Article
Closed access
DFD.M. Fox
D.M. Fox
XHX. Huang
X. Huang
DJD. Jung
D. Jung
WFW.L. Fourney
W.L. Fourney
ULU. Leiste
U. Leiste
JLJoon Sang Lee
Joon Sang Lee

1 January 2014 in Neurointervention
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Journal Article
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JMJi Young Moon
Ji Young Moon
DSDae Chul Suh
Dae Chul Suh
YLYong Sang Lee
Yong Sang Lee
YKYoung Woo Kim
Young Woo Kim
JLJoon Sang Lee
Joon Sang Lee
Despite recent development of computational fluid dynamics (CFD) research, analysis of computational fluid dynamics of cerebral vessels has several limitations. Although blood is a non-Newtonian fluid, velocity and pressure fields were computed under the assumptions of incompressible, laminar, steady-state flows and Newtonian fluid dynamics. The pulsatile nature of blood flow is not properly applied in inlet and outlet boundaries. Therefore, we present these technical limitations and discuss the possible solution by comparing the theoretical and computational studies.