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, 2022, An indirect BIE
free of degenerate scales, Communications on Pure and Applied
Analysis, Vol.21, No.6, pp.1969-1985. |
J.
T. Chen, J.H. Kao, Y. L. Huang, S. K. Kao, 2021, Study on the stress
intensity factor and the double-degeneracy mechanism in the BEM/BIEM
for anti-plane shear problems, Theoretical and Applied Fracture
Mechanics, Vol.112, 102830. |
J.
T. Chen, J. H. Kao, S. K. Kao, Y. T. Lee and S. R. Kuo, 2022, Study on
the double-degeneracy mechanism of BEM/BIEM for a plane elasticity
problem, Engineering Analysis with Boundary Elements, Vol.136,
pp.290-302. |
J.
W. Lee, H. W. Yang and J. T. Chen, 2023, Steady state heat conduction
in exchanger tubes by using the meshfree boundary integral equation
method: conduction shape factor and degenerate scale, ASME Journal of
Heat Transfer, Vol. 145 / 111901-1. |
J.
H. Kao, J. W. Lee, C. Y. Yang, J. T. Chen, 2023, Numerical instability
and its treatment for steady state heat conduction problems in
exchanger tubes using the dual boundary element method, Numerical Heat
Transfer B, DOI: 10.1080/10407790.2023.2279091. |
J.
W. Lee, Y. S. Hiesh and J. T. Chen, 2024, Application of boundary
integral quadrature method to torsion problems of an isotropic bar
containing edge cracks, Journal of Mechanics, Vol.40, pp.711-731. |
J.
H. Kao, C. Y. Yang, J. W. Lee, J. T. Chen, 2024, Analytical study for
numerical instability of steady-state heat conduction problems in
exchanger tubes using degenerate kernels in the null-field boundary
integral equation method, International Journal of Heat and Mass
Transfer, Vol. 231 125785 |
J.W.
Lee, H.W. Yang, J.T. Chen, 2024, Boundary integral quadrature method
for calculating the conduction shape factor of exchanger tubes
containing slits Engineering Analysis with Boundary Elements, Vol.165
105798. |