2014 (好好做研究，海大有獎勵) (新獎勵方案2014)(機械為名)(機械為名 新)

1.Y. T. Lee, J. T. Chen and S. R. Kuo, 2014,  Null-field integral approach for the piezoelectricity problems with multiple elliptical inhomogeneities, Engineering Analysis with Boundary Elements, Vol.39, pp.111-120.(要檔案請洽原作者，檔名：eabe2014-壓電.pdf)(中文摘要) (文章有人看)(文章有人看2)

2.J. T. Chen, J. W. Lee, W. C. Lee and Y. T. Lee, 2014, True and spurious eigensolutions of an elliptical membrane by using non-dimensional dynamic influence function method, ASME Journal of Vibration and Acoustics, Vol.136, No.2, 021018.(要檔案請洽原作者，檔名：asme-jva2014-chen.pdf)(中文摘要 江立傑譯)

3. J W Lee, J T Chen, S Y Leu and S K Kao, 2014, Null-field BIEM for solving a scattering problem from a point source to a two-layer prolate spheroid, Acta Mechanica, Vol.225, No.3, pp.873-891.(要檔案請洽原作者，檔名：acta2014-Kidney.pdf)

4.鍾立來與陳正宗, 2014, 參數異動法在結構動力學應用, 結構工程, Vol.29, No.1, pp.107-113(要檔案請洽原作者，檔名：結構2014-鐘.pdf)

5. 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. (中文摘要)

6. J T Chen, J L Yang, Y T Lee and Y L Chang, 2014, Formulation of the MFS for the two-dimensional Laplace equation with an added constant and constraint, Engineering Analysis with Boundary Elements, Vol.46, pp.96-107.(英文摘要)

7.陳正宗、郭柏伸與高怡絹, 2014,可聽出鼓的形狀嗎？對偶邊界元素法分析, 數學傳播, Vol.38. No.2, pp.70-81。(摘要)

8.W M Lee and J T Chen, 2014, Collocation multipole method for solving multiple scattering problems with circular boundaries, Engineering Analysis with Boundary Elements, Vol.48, pp.102-112.

9. Z J Fu, W Chen, J T Chen and W Z Qu, Singular boundary method: three regularization approaches and exterior wave applications, CMES, 2014, Vol.99, No.5, pp.417- 443.

10.J. T. Chen, W. S. Huang, J.W. Lee and Y. C. Tu, 2014, A self-regularized approach for deriving the free-free stiffness and flexibility matrices, Computers and Structures, Vol.145, pp. 12-22, 2014. (很多人看)(很多人看209)(有人看2015年10月)