公開日期 | 標題 | 作者 | 來源出版物 | scopus | WOS | 全文 |
1999 | Heat transfer in a conjugate heat exchanger with a wavy fin surface | Tsai, S.F.; Sheu, T.W.H.; Lee, S.M.; TONY W. H. SHEU | International Journal of Heat and Mass Transfer | | | |
2008 | Heat transfer involved in a warm (moxa-heated) needle treatment | Huang, V.C.; Sheu, T.W.H.; TONY W. H. SHEU | Acupuncture and Electro-Therapeutics Research | | | |
2014 | HIFU treatment of liver cancer - Reciprocal effect of blood flow and US studied from a patient-specific configuration | Thiriet, M.; Solovchuk, M.; Sheu, T.W.-H.; TONY W. H. SHEU | Lecture Notes in Computer Science | | | |
1994 | A High Resolution Finite Element Analysis for Nonlinear Acoustic Wave Propagation | 許文翰 ; Wang, C. C.; Sheu, Wen-Hann | Journal of Computational Acoustics | | | |
2001 | High resolution finite-element analysis of shallow water equations in two dimensions | Sheu, T.W.H.; Fang, C.C.; TONY W. H. SHEU | Computer Methods in Applied Mechanics and Engineering | | | |
2017 | High-order particle method for solving incompressible Navier�VStokes equations within a mixed Lagrangian�VEulerian framework | Liu, K.-S.; Sheu, T.W.-H.; Hwang, Y.-H.; Ng, K.-C.; TONY W. H. SHEU | Computer Methods in Applied Mechanics and Engineering | | | |
2018 | High-performance multi-GPU solver for describing nonlinear acoustic waves in homogeneous thermoviscous media | Diaz, M.A.; Solovchuk, M.A.; Sheu, T.W.H.; TONY W. H. SHEU | Computers and Fluids | | | |
2004 | A highly accurate Helmholtz scheme for modeling scattering wave | Sheu, T.W.H. ; Chen, C.F. ; Hsieh L.W. | Computer Methods in Applied Mechanics and Engineering | 1 | 1 | |
2015 | Image based simulation for liver tumor ablation by focused ultrasound | Solovchuk, M.A.; Sheu, T.W.H.; Thiriet, M.; TONY W. H. SHEU | IFMBE Proceedings | | | |
2008 | An immersed boundary method for the incompressible Navier-Stokes equations in complex geometry | Sheu, T.W.H.; Ting, H.F.; TONY W. H. SHEU | International Journal for Numerical Methods in Fluids | 13 | 13 | |
1997 | Implementation of a free boundary condition to NavierStokes equations | Wang, M.M.T.; Sheu, T.W.H.; TONY W. H. SHEU | International Journal of Numerical Methods for Heat and Fluid Flow | | | |
2000 | An Implicit Scheme for Solving the Convection-Diffusion-Reaction Equation in Two Dimensions | Sheu, T.W.H.; Wang, S.K.; Lin, R.K.; TONY W. H. SHEU | Journal of Computational Physics | | | |
2016 | An improved interface preserving level set method for simulating three dimensional rising bubble | Yu, C.H.; Ye, Z.T.; Sheu, T.W.H.; Lin, Y.T.; Zhao, X.Z.; TONY W. H. SHEU | International Journal of Heat and Mass Transfer | | | |
2019 | An improved mixed Lagrangian–Eulerian (IMLE) method for modelling incompressible Navier–Stokes flows with CUDA programming on multi-GPUs | Liu, R.K.-S.; Wu, C.-T.; Kao, N.S.-C.; Sheu, T.W.-H.; TONY W. H. SHEU | Computers and Fluids | | | |
2016 | An improved particle smoothing procedure for Laplacian operator in a randomly scattered cloud | Hwang, Y.-H.; Ng, K.C.; Sheu, T.W.H.; TONY W. H. SHEU | Numerical Heat Transfer, Part B: Fundamentals | | | |
2003 | An Incompressible Navier-Stokes Model Implemented On Nonstaggered Grids | Sheu, T.W.H.; Lin, R.K.; TONY W. H. SHEU | Numerical Heat Transfer, Part B: Fundamentals | | | |
2021 | The inertial cavitation threshold in soft tissue using a dual-frequency driving signal | Filonets T; Solovchuk M; Sheu T.W.H.; TONY W. H. SHEU | World Congress in Computational Mechanics and ECCOMAS Congress | | | |
2009 | The influence of propagating and evanescent waves on the focusing properties of zone plate structures | Li, J.-H.; Gheng, Y.-W.; Ghue, Y.-C.; Lin, G.-H.; JIA-HAN LI ; TONY W. H. SHEU | Optics Express | 12 | 12 | |
2018 | Interface-preserving level set method for simulating dam-break flows | Gu, Z.H.; Wen, H.L.; Yu, C.H.; Sheu, T.W.H.; TONY W. H. SHEU | Journal of Computational Physics | | | |
2020 | Investigating ion transport inside the pentameric ion channel encoded in COVID-19 e protein | Saurabh K; Solovchuk M; Sheu T.W.-H.; TONY W. H. SHEU | Physical Review E | 10 | | |