Le, Dr. Thi Thai

Position:

Staff

Room:

3309

Division:

Mathematical Algorithmic Intelligence

Department:

Applied Algorithmic Intelligence Methods (A²IM)

Research group:

Multi Energy Systems

Mail:

le

zib.de

Phone:

+49 30 841 85 - 338

Publications

2023 2022 2021 2019

2023
Thi Thai Le, Thorsten Koch	Effect of inertia force on the interface stability of a tangential-velocity discontinuity in porous media	International Journal of Multiphase Flow, Vol.169, 2023	BibTeX DOI
Thi Thai Le, Thorsten Koch, Yasuhide Fukumoto	Linear stability of a simple shear layer between two parallel streams in a shallow water flow	Journal, 2023 (under review)	BibTeX
Thi Thai Le, Milena Petkovic	Predicting Fluid Interface Instability in Energy Systems for Sustainable Energy Transition	Operations Research Proceedings, 2023 (under review)	BibTeX
2022
Thi Thai Le, Yasuhide Fukumoto	Effect of depth discontinuity on interfacial stability of tangential-velocity discontinuity in shallow-water flow	Physics Letters A, Vol.436, p. 128073, 2022	BibTeX DOI
Jaap Pedersen, Thi Thai Le, Thorsten Koch, Janina Zittel	Optimal discrete pipe sizing for tree-shaped CO2 networks	ZIB-Report 22-15	PDF BibTeX
Thi Thai Le, Thorsten Koch	Viscosity and porosity effects on tangential-discontinuity surface stability in 3D Compressible Media	Physics of Fluids, 34(7), 2022	BibTeX DOI
2021
Thi Thai Le	Effect of water depth on Kelvin - Helmholtz instability in a shallow-water flow	Journal of Mathematical Physics, 62(10), 2021	BibTeX DOI
Thi Thai Le, Thorsten Koch	Instability of a tangential discontinuity surface in a three-dimensional compressible medium	Physics of Fluids, 33(1), p. 016106, 2021	BibTeX DOI
Thi Thai Le, Thorsten Koch	Interface stability of compressible fluids in porous media	Physics of Fluids, 33(8), p. 084102, 2021	BibTeX DOI
2019
Liangbing Jin, Thi Thai Le, Yasuhide Fukumoto	Frictional effect on stability of discontinuity interface in tangential velocity of a shallow-water flow	Physics Letters A, 383(26), p. 125839, 2019	BibTeX DOI
Thi Thai Le	Kelvin-Helmholtz instability in a shallow-water flow with a finite width	Journal of Mathematical Physics, 60(1), p. 123101, 2019	BibTeX DOI