2008 (9-60000)

1.  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. (SCI and EI).

2.  J. T. Chen, P. Y. Chen and C. T. Chen, 2008, Surface motion of multiple alluvial valleys for incident plane SH-waves by using a semi-analytical approach, Soil Dynamics and Earthquake Engineering, Vol.28, pp.58-72. (SCI and EI).

3.  J. T. Chen, K. S. Chou, C. C.Hsieh, 2008,  Derivation of stiffness and flexibility for rods and beams by using dual integral equations, Engineering Analysis with Boundary Elements, Vol.32, pp.108-121. (SCI and EI).

4.  J. T. Chen, I. L. Chen and Y. T. Lee, 2008, Comments on "The boundary point method for the calculation of exterior acoustic radiation problem" by S. Y. Zhang and X. Z. Chen, Journal of Sound and Vibration 228(4), (1999) 761-772), J. Sound and Vibration, Vol.310, pp.1167-1169.

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

6.  W. M. Lee and J. T. Chen, 2008, Analytical study and numerical experiments o true and spurious eigensolutions of free vibration of circular plates using real-part BEM, Engineering Analysis  with Boundary Elements, Vol.32, pp.368-387. (proof) (in Press) (final)

7.  J. T. Chen, C. C. Hsiao and S. Y. Leu, 2008, A new method for Stokes’ flow with circular boundaries using degenerate kernel and Fourier series, Int. J. Numer. Meth. Engng, Vol.74, pp.1955-1987., proof. final. 

8.  陳正宗, 2008, 圓周積分的三種看法, 數學傳播, 32卷1期, pp. 66-76.  

9.   W. M. Lee and J. T. Chen, 2008, Null-field integral equation approach for free vibration analysis of circular plates with multiple circular holes, Computational Mechanics,  Vol.42, pp.733-747. proof, Final.

10.  J. T. Chen and J. N. Ke, 2008, Derivation of anti-plane dynamic Green’s function for several circular inclusions with imperfect interfaces, Computer Modeling in Engineering Science, Vol.29, No.3, pp.111-135. proof.(final)

11.  W. M. Lee and J. T. Chen, 2008, Scattering of flexural wave in thin plate with multiple holes by using the null-field integral equation approach, Computer Modeling in Engineering Science, Vol.37, No.3, pp.243-273.(proof).(final)