陳正宗教授最新論文發表作品

請安裝Acrobat Reader來瀏覽

　

J. T. Chen, J. H. Lin, S. R. Kuo and Y. P. Chiu, 2001, Analytical study and numerical experiments for degenerate scale problems in boundary element method using degenerate kernels and circulants, Engineering Analysis with Boundary Elements, Vol.25, No.9, pp.819-828. (SCI and EI)
J. T. Chen, S. R. Kuo and J. H. Lin, 2002, Analytical study and numerical experiments for degenerate scale problems in the boundary element method for two-dimensional elasticity, Int. J. Numer. Meth. Engng., Vol.54, No.12, pp.1669-1681. (SCI and EI) 中文介紹

J. T. Chen, C. F. Lee, I. L. Chen and J. H. Lin, 2002 An alternative method for degenerate scale problem in boundary element methods for the two-dimensional Laplace equation, Engineering Analysis with Boundary Elements, Vol.26, No.7, pp.559-569. (SCI and EI) 中文介紹
J. T. Chen, W. C. Chen, S. R. Lin and I. L. Chen, 2003, Rigid body mode and spurious mode in the dual boundary element formulation for the Laplace problems, Computers and Structures, Vol.81, No.13, pp.1395-1404  (SCI and EI)
J. T. Chen., S. R. Lin and K. H. Chen, 2005, Degenerate scale problem when solving Laplace's equation by BEM and its treatment, Int. J. Numer. Meth. Engng., Vol.62, pp.233-261. (SCI and EI)
J. T. Chen, C. S. Wu, K. H. Chen and Y. T. Lee, 2006, Degenerate scale for the analysisof circular thin plate using the boundary integral equation method and boundary element methods, Comput Mech  (SCI and EI)
J. T. Chen and W. C.Shen, 2007,Degenerate scale for multiply connected Laplace problems,Vol.34,pp. 69-77,Mechanics Research Communications (SCI and EI)
S. W. Chyuan, Y. S. Liao and J. T. Chen, 2008, Efficient Techniques for BEM Rank-deficiency Electrostatic Problems, Journal of Electrostatics, Vol.66, No.1-2, pp.8-15.
J. T. Chen, Y. T. Lee, S. R. Kuo and Y. W. Chen, 2012, Analytical derivation and numerical experiments of degenerate scale for an ellipse in BEM, Engineering Analysis with Boundary Elements, Vol.36, pp.1397-1405.
S. R. Kuo, J. T. Chen, J. W. Lee and Y. W. Chen, 2013, Analytical derivation and numerical experiments of degenerate scale for regular N-gon domains in BEM, Applied Mathematics and Computation, Vol.219, No.10, pp.5668-5683
S. R. Kuo and J. T. Chen, 2013, Linkage between the unit logarithmic capacity in the theory of complex variables and the degenerate scale in the BEM/BIEMs, Applied Mathematics Letters, Vol.29, No.6, pp.929-938.
 J. T. Chen, H. D. Han, S. R. Kuo and S. K. Kao, 2014, Regularized methods for ill-conditioned system of the integral equations of the first kind, Inverse Problem in Science and Engineering, Vol.22, No.7, pp.1176-1195.
J. T. Chen, S. R. Kuo, S. K. Kao and J. Jian, 2015, Revisit of a degenerate scale: a semi-circular disk, Journal of Computational Applied Mathematics, Vol.283, pp.182-200.
J. T. Chen, W. S. Huang, Y. T. Lee, S. R. Kuo and S. K. Kao, 2017, Revisit of degenerate scales in the BIEM/BEM for 2D elasticity problems, Mechanics of Advanced Materials and Structures, Vol.24, No.1, pp.1-15.
J. T. Chen, Y. T. Lee, Y. L. Chang and J. Jian, 2017, A self-regularized approach for rank-deficiency systems in the BEM of 2D Laplace problems, Inverse Problems in Science & Engineering, Vol.25, No.1, pp. 89-113.

J. T. Chen, S. R. Kuo, Y. L. Chang and S. K. Kao, 2017, Degenerate-scale problem of the boundary integral equation method/boundary element method for the plate analysis, Engineering Computation, Vol.34, No.5, pp.1527-1550.

J. T. Chen, S. K. Kao and J. W. Lee, 2017, Analytical derivation and numerical experiment of degenerate scale by using the degenerate kernel of the bipolar coordinates, Engineering Analysis with Boundary Elements, Vol.85, pp.70-86.
S. R. Kuo, S. K. Kao, Y. L. Huang and J. T. Chen, 2019, Revisit of the degenerate scale for an infinite plane problem containing two circular holes using conformal mapping, Applied Mathematics Letters, Vol.92, pp.99-107.
J. T. Chen, Y. T. Lee, J. W. Lee and S. K. Chen, 2020, A study on the degenerate scale by using the fundamental solution with dimensionless argument for 2D elasticity problems, Journal of Chinese Institute of Engineers, Vol.43, No.4, pp.373-385.
J. T. Chen. S. R. Kuo, Y L Huang and S K Kao, 2020, Linkage of logarithmic capacity in potential theory and degenerate scale in the BEM for the two tangent discs, Applied Mathematics Letters, Vol. 102, 106-135.
J. T. Chen. S. R. Kuo. KT. Lien and Y L Huang, 2020, On the degenerate scale of an infinite plane containing two unequal circles, Advances in Applied Mathematics and Mechanics, Vol. 12, No. 5, pp. 1280-1300.
J. T. Chen. S. R. Kuo, Y L Huang, 2020, Revisit of logarithmic capacity of line segments and double-degeneracy of BEM/BIEM, Engineering Analysis with Boundary Elements, Vol.120, pp. 238-245.
J. T. Chen, J. W. Lee, Y. L. Huang, C. H. Shao and C. H. Lu, 2021, On the linkage between influence matrices in the BIEM and BEM to explain the mechanism of degenerate scale, Journal of Mechanics, Vol.37, pp.339-345.
J. T. Chen, J. H. Kao, S. K. Kao, and W. C. Tai, 2021, An indirect BIE free of degenerate scales, Communications on Pure and Applied Analysis, Accepted.