Department of Harbor and River Engineering, National Taiwan Ocean University

Professional Experience

Associate Professor, Department of Civil Engineering, National I-Lan University, 2009.08 ~ 20115.07

Assistance Professor, Department of Civil Engineering, National I-Lan University, 2007.08 ~ 2009.07

Assistance Professor, Department of Information management, Toko university, 2004.08 ~ 2007.07

Post-doctoral researcher, Hydrotech Research Institute, National Taiwan University, 2003.08 ~ 2004.07

K. H. Chen, J. T. Chen, 2014, Estimating the optimum number of boundary elements by error estimation in a defined auxiliary problem, Engineering Analysis with Boundary Elements, Vol.(39), 15–22.

K. H. Chen, J. T. Chen, 2013 Estimation technique of the optimal parameter for the method of fundamental solutions, reviewed.

K. H. Chen, C. F. Liao, Y. H. Hsu, 2013, Application of New Error Estimation Technique in the Trefftz method for antiplane shear problems with inclusion by a defined auxiliary problem, submitted.

K. H. Chen, C. F. Liao, Ren Liu, 2013, Error Estimation in the boundary element method for antiplane shear problems with inclusion by a defined auxiliary problem in a defined auxiliary problem, submitted.

K.H. Chen, M. C. Lu and H. M. Hsu, 2011, Regularized meshless method analysis of the problem of obliquely incident water wave, Engineering Analysis with Boundary Elements, Vol.(35), 355–362. (SCI and EI).

K. H. Chen, C.T. Chen and J.F. Lee, 2009, Adaptive error estimation technique of the Trefftz method for solving the over-specified boundary value problem, Engineering Analysis with Boundary Elements, Vol.(33).pp. 966–982. (SCI and EI)

D. L. Young, K. H. Chen, T. Y. Liu, L. H. Shen and C. S. Wu, 2009, Hypersingular meshless method for solving 3D potential problems with arbitrary domain, Computer Modeling in Engineering & Sciences (CMES), Vol.(40)(3), 225-270. (SCI and EI)

K. H. Chen, J. H. Kao and J. T. Chen, 2009, Regularized meshless method for antiplane piezoelectricity problems with multiple inclusions, Computers, Materials, & Continua (CMC), Vol.(9)(3), 253-279. (SCI and EI)

K. H. Chen, J. H. Kao, J. T. Chen, and K. L. Wu, 2009, Desingularized meshless method for solving Laplace equation with over-specified boundary conditions using regularization techniques, Computational Mechanics, Vol.(43).pp.827-837. (SCI and EI)

K. H. Chen, J. T. Chen, J. H. Kao and Y. T. Lee, 2009, Applications of the dual integral formulation in conjunction with fast multipole method to the oblique incident wave problem, Int. J. Numer. Meth. Fluids, Vol.(59), pp.711-751. (SCI and EI)

K. H. Chen, J. H. Kao and J. T. Chen, 2008, Regularized meshless method for antiplane shear problems with multiple inclusions, Int. J. Numer. Meth. Engng., Vol.73, pp.1251-1273. (SCI and EI)

D.L. Young, K.H. Chen, J.T. Chen and J.H. Kao, 2007, A Modified Method of Fundamental Solutions with Source on the Boundary for Solving Laplace Equations with Circular and Arbitrary Domains, Computer Modeling in Engineering & Sciences (CMES), Vol.(19)(3), 197-221. (SCI and EI)

J. T. Chen, C. S. Wu, Y. T. Lee and K. H. Chen, 2007, On the equivalence of the Trefftz method and method of fundamental solutions for Laplace and biharmonic equations, Computers and Mathematics with Applications, Vol.(53), 851–879. (SCI and EI)

K. H. Chen, J. T. Chen and J. H. Kao, 2006, Regularized meshless method for solving acoustic eigenproblem with multiply-connected domain, Computer Modeling in Engineering & Sciences (CMES), Vol.(16)(1), 27-39. (SCI and EI)

K. H. Chen, J. T. Chen, J. H. Kao, D. L. Young and M. C. Lu, 2006, Regularized meshless method for multiply-connected-domain Laplace problem, Engineering Analysis with Boundary Elements, Vol.30, 882-896. (SCI and EI)

K. H. Chen and J. T. Chen, 2006, Adaptive dual boundary element method for solving oblique incident wave passing a submerged breakwater, Computer Methods in Applied Mechanics and Engineering, Vol.196, 551-565. (SCI and EI)

D. L. Young, K. H. Chen, C.W. Lee, 2006, Singular meshless method using double layer potentials for exterior acoustics, J. Acoust. Soc. Am., Vol.119(1), 96-107. (SCI and EI)

J. T. Chen, I. L. Chen and K. H. Chen, 2006, Treatment of rank deficiency in acoustics using SVD, J. Comp. Acoustics, Vol.14(2), pp.157-183. (SCI and EI)

J. T. Chen, C. S. Wu, K. H. Chen and Y. T. Lee, 2006, Degenerate scale for analysis of circular plate using the boundary integral equations and boundary element method, Computational Mechanics, Vol.38, pp.33-49. (SCI and EI)

D. L. Young, K.H. Chen, C.W. Lee, 2005, Novel meshless method for solving the potential problems with arbitrary domains, J. Comput. Phys. Vol.209(1), pp.290-321. (SCI and EI)

J. T. Chen, C. S. Wu and K. H. Chen, 2005, A study of free terms for plate problems in the dual boundary integral equations, Engineering Analysis with Boundary Elements, Vol.29, pp.435-446. (SCI and EI)

J. T. Chen, S. R. Lin and K. H. Chen, 2005, Degenerate scale for Laplace equation using the dual BEM, Int. J. Numer. Meth. Engng., Vol.62(2), pp.233-261. (SCI and EI)

K. H. Chen, J. T. Chen, S. Y. Lin and Y. T. Lee, 2004, Dual boundary element analysis of normal incident wave passing a thin submerged breakwater with rigid, absorbing and permeable boundaries, Journal of Waterway, Port, Coastal and Ocean Engineering, ASCE, Vol.130(4), pp.179-190. (SCI and EI)

J. T. Chen, Y. T. Lee, I. L. Chen and K. H. Chen, 2004, Mathematical analysis and treatment for the true and spurious eigenequations of circular plates in the meshless method using radial basis function, J. Chinese Institute of Engineers, Vol.27(4), pp.547-561. (SCI and EI)

J. T. Chen, T. W. Lin, K. H. Chen and S. W. Chyuan, 2004, True and spurious eigensolutions for the problems with the mixed-type boundary conditions using BEMs, Finite Elements in Analysis and Design, Vol.40(11), pp.1521-1549. (SCI and EI)

J. T. Chen, I. L. Chen. K. H. Chen, Y. T. Yeh and Y. T. Lee, 2004, A meshless method for free vibration analysis of circular and rectangular clamped plates using radial basis function, Engineering Analysis with Boundary Elements, Vol.28(5), pp.535-545. (SCI and EI)

J. T. Chen, and K. H. Chen, 2004, Applications of the dual integral formulation in conjunction with fast multipole method in large-scale problems for 2-D exterior acoustics, Engineering Analysis with Boundary Elements, Vol.28, No.6, pp.685-709. (SCI and EI)

J. T. Chen, S. Y. Lin, K. H. Chen and I. L. Chen, 2004, Mathematical analysis and numerical study of true and spurious eigenequations for free vibration of plates using real-part BEM, Computational Mechanics, Vol.34, No.3, pp.165-180. (SCI and EI)

J. T. Chen, K. H. Chen, I. L. Chen and L. W. Liu, 2003, A new concept of modal participation factor for numerical instability in the dual BEM for exterior acoustics, Mechanics Research Communications, Vol.30, No.2, pp.161-174. (SCI and EI)

J. T. Chen, I. L. Chen, K. H. Chen, Y. T. Lee, 2003, Comments on “Free vibration analysis of arbitrarily shaped plates with clamped edges using wave-type functions,” J. Sound and Vibration, Vol.262, No.2, pp.370-378. (SCI and EI)

J. T. Chen, W. C. Chen, K. H. Chen and I. L. Chen, 2003, Revisit of the free terms of the dual boundary integral; equations for elasticity, Kuwait Journal of Science & Engineering, Vol.30, No.2, pp.1-22. (SCI and EI)

J. T. Chen, S. R. Lin, K. H. Chen, I. L. Chen and S. W. Chyuan, 2003, Eigenanalysis for membranes with stringers using conventional BEM in conjunction with SVD technique, Computer Methods in Applied Mechanics and Engineering, Vol.192, pp.1299-1322. (SCI and EI)

J. T. Chen, K. H. Chen and C. T. Chen, 2002, Adaptive boundary element method of time-harmonic exterior acoustics problems in two-dimension, Computer Methods in Applied Mechanics and Engineering, Vol.191, pp.3331-3345. (SCI and EI)

K. H. Chen, J. T. Chen, C. R. Chou and C. Y. Yueh, 2002, Dual boundary element analysis of oblique incident wave passing a thin submerged breakwater, Engineering Analysis with Boundary Elements, Vol.26, No.10, pp.917-928. (SCI and EI)

J. T. Chen, M. H. Chang, K. H. Chen and S. R. Lin, 2002, The boundary collocation method with meshless concept for acoustic eigenanalysis of two-dimensional cavities using radial basis function, Journal of Sound and Vibration, Vol.257, No.4, pp.667-711. (SCI and EI)

J. T. Chen, M. H. Chang, K. H. Chen and I. L. Chen, 2002, Boundary collocation method for acoustic eigenanalysis of three dimensional cavities using radial basis function, Computational Mechanics, Vol.29, pp.392-408. (SCI and EI)

J. T. Chen, C. T. Chen, K. H. Chen and I. L. Chen, 2000, On fictitious frequencies using dual BEM for non-uniform radiation problems of a cylinder, Mechanics Research Communications, Vol.27, No.6, pp.685-690. (SCI and EI)

J. T. Chen, S. R. Kuo, K. H. Chen and Y. C. Cheng, 2000, Comments on“Vibration analysis of arbitrary shaped membranes using nondimensional dynamic influence function”, J. Sound and Vibration, Vol. 235, No. 1, pp. 156-171. (SCI and EI)

J. T. Chen, C. X. Huang and K. H. Chen, 1999, Determination of spurious eigenvalues and multiplicities of true eigenvalues using the real-part dual BEM, Computational Mechanics, Vol. 24, No.1, pp.41-51. (SCI and EI)

J. T. Chen, M. T. Liang, I. L. Chen, S. W. Chyuan and K. H. Chen, 1999, Dual boundary element analysis of wave scattering from singularities, Wave Motion, Vol. 30, No.4, pp.367-381.(SCI and EI）

J. T. Chen, K. H. Chen and S. W. Chyuan, 1999, Numerical Experiments for Acoustic Modes of A Square Cavity Using the Dual BEM, Applied Acoustics, Vol.57, No.4, pp.293-325. (SCI and EI)

J. T. Chen, S. R. Kuo and K. H. Chen, 1999, A nonsingular integral formulation for the Helmholtz eigenproblems of a circular domain, J. Chinese Institute of Engineers, Vol.22, No.6, pp.729-739. (SCI and EI)

J. T. Chen, K. H. Chen, W. Yeih and N. C. Shieh, 1998, Dual Boundary Element Analysis for Cracked Bars under Torsion, Engineering Computations, Vol.15, No.6, pp.732-749. (SCI and EI)

J. T. Chen and K. H. Chen, 1998, Dual integral formulation for determining the acoustic modes of a two-dimensional cavity with a degenerate boundary, Engineering Analysis with Boundary Elements, Vol.21, No.2, pp.105-116.(SCI and EI)

W. Yeih, J. T. Chen, K. H. Chen and F. C. Wong, 1998, A Study on the Multiple Reciprocity Method and Complex-valued formulation for the Helmholtz Equation, Advances in Engineering Software, Vol.29, No.1, pp.7-12. (SCI and EI)

J. T. Chen and K. H. Chen 1998, Analytical study and numerical experiments for Laplace equation with overspecified boundary conditions, Appl. Math. Modelling, Vol.22(9), pp.703-725. (SCI and EI)