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周彥廷 |
| 1. J. T. Chen, J.H. Kao, S.K. Kao, Y. L. Huang, Y. T. Chou, 2021, On the path independence and invariant of the J-integral for a slant crack and rigid-line inclusion using degenerate kernels and the dual BEM, Engineering Analysis with Boundary Elements, Vol.126, pp.169-180, 2021. (SCI獎狀) |
| 2. J. T. Chen, J.W. Lee, S. K. Kao, Y. T. Chou, 2021, Construction of a curve by using the state equation of Frenet formula, Journal of Mechanics, Vol.37, No.454-465. (SCI獎狀) |
| 3. 陳正宗, 吳庭安, 周彥廷, 陳彥亨, 2022, Operational Calculus的教學與學習分享, 數學傳播, 數學傳播 46卷2期, pp. 57-76. |
| 4. J. T. Chen, S. K. Kao, W. C. Tai, Ying-Te Lee, Jia-Wei Lee, Yen-Ting Chou, 2022, Study on the interaction between a screw dislocation and circular holes or rigid inclusions by using the angular basis function in conjunction with bipolar coordinates, Mathematics and Mechanics of Solids, Accepted. |
| 5. Y.T. Lee, J.H. Kao, Y.T. Chou, J.T. Chen, 2022, A systematic approach for potentials on closely packed cells using the null-field boundary integral equation in conjunction with the degenerate kernel and eigenfunction expansion, Engineering Analysis with Boundary Elements, Vol.140, pp.98-112..(SCI獎狀) (海大獎狀) |
| 6. J. T. Chen, Y. T. Chou, J. H. Kao and J. W. Lee, 2022, Analytical solution for potential flow across two cylinders using the BIEin conjunction with degenerate kernels of bipolar coordinates, Applied Mathematics Letters, Accepted.(海大獎狀) |
| 7.J. T. Chen, S. K. Kao, Y.
T. Chou, W. T. Tai, 2023, On the solution arising in two-cylinders
electrostatics, Mathematical Biosciences and Engineering, Vol.20, No.6,
10007-10026. doi: 10.3934/mbe.2023439. 8.J. T. Chen, C. Y. Yang, Y. T. Chou, C. N. Tsang, 2023, Animation of cycloid and spiral curves in companion with instantaneous center of rotation and radius of curvature, Journal of Chinese Institute of Engineers, Vol.46, No.7, pp.693-702. DOI: 10.1080/02533839.2023.2238768.(MSV獎狀) |
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9. J. T. Chen, J. W. Lee, Y. T. Chou, and
S. K. Kao, 2026, General null-field boundary integral formulation for
boundary value problems using degenerate kernels of orthogonal curvilinear
coordinates, Bulletin of the Institute of Mathematics Academia Sinica:
Accepted. 10. J. T. Chen, J. H. Kao, Y. T. Chou, and J. W. Lee, 2026, Analytical solutions for potential flow past two unequal circular cylinders using the BIE in conjunction with degenerate kernels of bipolar coordinates, Journal of the Chinese Institute of Engineers: Accepted. |
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