Issue Date | Title | Author(s) | Source | WOS | Fulltext/Archive link |
2010 | A Quasi-Boundary Semi-Analytical Approach for Two-Dimensional Backward Advection-Dispersion Equation | Chang, C. W.; Chein-Shan Liu | Cmc-Computers Materials & Continua | | |
2019 | An R(x)-orthonormal theory for the vibration performance of a non-smooth symmetric composite beam with complex interface | Chein-Shan Liu ; Li, B. T. | Acta Mechanica Sinica | | |
2020 | Rayleigh quotient and orthogonality in the linear space of boundary functions, finding accurate upper bounds of natural frequencies of non-uniform beams | Chein-Shan Liu ; Li, B. T. | Archive of Applied Mechanics | | |
2016 | A real-time Lie-group differential algebraic equations method to solve the inverse nonlinear vibration problems | Chein-Shan Liu ; Chang, C. W. | Inverse Problems in Science and Engineering | | |
2006 | Reconcile the perfectly elastoplastic model to simulate the cyclic behavior and ratcheting | Chein-Shan Liu | International Journal of Solids and Structures | | |
2017 | Reconstructing a second-order Sturm-Liouville operator by an energetic boundary function iterative method | Chein-Shan Liu ; Li, B. T. | Applied Mathematics Letters | | |
2012 | Reconstruction of moving boundary for one-dimensional heat conduction equation by using the Lie-group shooting method | Chein-Shan Liu | Inverse Problems in Science and Engineering | | |
2017 | Recovering a general space-time-dependent heat source by the coupled boundary integral equation method | Chein-Shan Liu ; Liu, D. J. | Numerical Heat Transfer Part B-Fundamentals | | |
2015 | Recovering A Heat Source and Initial Value by a Lie-Group Differential Algebraic Equations Method | Kuo, C. L.; Jiang-Ren Chang ; Chein-Shan Liu | Numerical Heat Transfer Part B-Fundamentals | | |
2018 | Recovering a source term in the time-fractional Burgers equation by an energy boundary functional equation | Jiang-Ren Chang ; Chein-Shan Liu | Applied Mathematics Letters | | |
2017 | Recovering both the space-dependent heat source and the initial temperature by using a fast convergent iterative method | Chein-Shan Liu ; Kuo, C. L.; Wang, F. J. | Numerical Heat Transfer Part B-Fundamentals | | |
2021 | Recovering external forces on vibrating Euler-Bernoulli beams using boundary shape function methods | Liu, Chein-Shan ; Chung-Lun Kuo ; Chang, Chih-Wen | Mechanical Systems and Signal Processing | 3 | |
2021 | Recovering temperature-dependent heat conductivity in 2D and 3D domains with homogenization functions as the bases | Lin, Ji; Liu, Chein-Shan | ENGINEERING WITH COMPUTERS | 8 | |
2020 | Reducing the near boundary errors of nonhomogeneous heat equations by boundary consistent methods | Liu, Chein-Shan ; Chang, Chih-Wen | IMA JOURNAL OF APPLIED MATHEMATICS | 0 | |
2008 | A regularized integral equation method for the inverse geometry heat conduction problem | Chein-Shan Liu ; Chang, C. W.; Chiang, C. Y. | International Journal of Heat and Mass Transfer | | |
2006 | Reid's passive and semi-active hysteretic oscillators with friction force dependence on displacement | Chein-Shan Liu | International Journal of Non-Linear Mechanics | | |
2011 | A Revision of Relaxed Steepest Descent Method from the Dynamics on an Invariant Manifold | Chein-Shan Liu | Cmes-Computer Modeling in Engineering & Sciences | | |
2010 | The Scalar Homotopy Method for Solving Non-Linear Obstacle Problem | Chia-Ming Fan ; Chein-Shan Liu ; Wei-Chung Yeih ; Hsin-Fang Chan | Cmc-Computers Materials & Continua | | |
2016 | A scheme of automatic stress-updating on yield surfaces for a class of elastoplastic models | Chein-Shan Liu ; Liu, L. W.; Hong, H. K. | International Journal of Non-Linear Mechanics | | |
2011 | A self-adaptive LGSM to recover initial condition or heat source of one-dimensional heat conduction equation by using only minimal boundary thermal data | Chein-Shan Liu | International Journal of Heat and Mass Transfer | | |