• 師資陣容

    • 行政技術人員

葉立明 LI-MING YEH 合聘教授
  • Ph. D. in Mathematics, Purdue Univ.
  • 03-5712121 # 56439

經歷

元培醫專 講師 (1986/08 - 1988/05)
國立交通大學 應用數學系 副 教 授 (1994/08 - 2001/07)
國立交通大學 應用數學系 教 授 (2001/08 - )  

研究興趣

Numerical Analysis, Partial Differential Equations

研究計畫

在有不規則曲面的定義域上的微分方程式的數值計算方法 (101-2115-M-009-012-)
高度不均勻介質中的橢圓形方程與拋物線方程的數值誤差分析(99-2115-M-009-009-MY2)
破裂介質中的熱傳導方程式 (98-2115-M-009-011-)
兩種可混合或不可混合的流體在隨機多孔介質中的變化(96-2115-M-009-008-MY2)
隨機多孔介質中的二相流問題(95-2115-M-009-011-)
二相流在破裂介質中的宏觀模式(2/2)(94-2115-M-009-008-)
二相流在破裂介質中的宏觀模式(1/2)(93-2115-M-009-009- )
破裂介質中二相流的尺寸問題(3/3)(92-2115-M-009-002- )
破裂介質中二相流的尺寸問題(2/3)(91-2115-M-009-003- )

代表著作

1. L. M. Yeh, Subsonic solutions of hydrodynamic model for semiconductors, Mathematical Methods in Applied Science 1997, V.20, pp. 1389-1410.
2. L. M. Yeh (with Jim Douglas Jr., Felipe Pereira), A parallel method for two-phase flows in naturally fractured reservoirs, Computational Geosciences 1997, V.1, no 3-4, pp. 333-368.
3. L. M. Yeh (with Jim Douglas Jr., Frederico Furtado, Felipe Pereira), Numerical Methods for Transport-Dominated Flows in Heterogeneous Porous Media, Computational Methods in Water Resources XII, vol. 1, 1998, pp. 469-476.
4. L. M. Yeh, Convergence of A Dual-Porosity Model for Two-phase Flow in Fractured Reservoirs, Mathematical Methods in Applied Science 2000, V.23, pp. 777-802.
5. L. M. Yeh (with Jim Douglas Jr., Felipe Pereira), A Locally Conservative Eulerian-Lagrangian Numerical Method and its Application to Nonlinear Transport in Porous Media, Computational Geosciences 2000, V.4, no 1, pp. 1-40.
6. L. M. Yeh(with Jim Douglas Jr., Felipe Pereira), A Locally Conservative Eulerian-Lagrangian Method for Flow in a Porous Medium of a Mixture of Two Components Having Different Densities, Numerical Treatment of Multiphase Flows in Porous Media(Zhangxin Chen, Richard E. Ewing, and Z.-C. Shi ed.), Lecture Notes in Physics 2000, Vol. 552, pp. 138-155.
7. L. M. Yeh, Relations between phase mobilities and capillary pressures of two-phase flows in fractured media, Fluid Flow and Transport in Porous Media: Mathematical and Numerical Treatment(Zhangxin Chen, Richard E. Ewing ed.), Contemporary Mathematics 2002, Vol. 295, pp. 159-171.
8. L. M. Yeh(with Jim Douglas Jr., Felipe Pereira), Algorithmic Aspects of a Locally Conservative Eulerian-Lagrangian Method for Transport-dominated Diffusion System, Fluid Flow and Transport in Porous Media: Mathematical and Numerical Treatment (Zhangxin Chen, Richard E. Ewing ed.), Contemporary Mathematics 2002, Vol. 295, pp. 37-48.
9. L. M. Yeh, On two-phase flows in fractured Media, Mathematical Models and Methods in Applied Science 2002, Vol. 12, No. 8, pp. 1075-1107.
10. Li-Ming Yeh, “Homogenization of two-phase flows in fractured media”, Mathematical Models and Methods in Applied Sciences 11(16) 2006 (accepted)
11. Li-Ming Yeh, “Holder continuity for two-phase flows in porous media”, Mathematical Methods in Applied Sciences, 2006. (accepted)
12. Jim Douglas, Jr., Li-Ming Yeh, “Two-component miscible displacement in fractured media”, submitted.
13. Li-Ming Yeh, “A Moderate-Sized Block Model for Two-Phase flows in Fractured Media”, preprint.
14. Li-Ming Yeh, “Tall Block Models for Two-Phase flows in Porous Media”, preprint.