Green’s function of half-plane problem subject to impedance boundary conditions
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problem subject to impedance boundary conditions J. T. Chen and C. S. Wu, 2006, Alternative derivations for the Poisson integral formula, International Journal of Mathematical Education in Science and Technology, Vol.37, J. T. Chen, Y. T. Lee, S. R. Yu and S. C. Shieh, 2009, Equivalence between Trefftz method and method of fundamental solution for the annular Green’s function using the addition theorem and image concept, Engineering Analysis with Boundary Elements, J. T. Chen, H. C. Shieh, J. J. Tsai and J. W. Lee, 2010, A study on the method of fundamental solutions using the image concept, Applied Mathematical Modelling, Vol.34, pp.4253-4266. J. T. Chen, H. C. Shieh, Y. T. Lee and J. W. Lee, 2010, Image solutions for boundary value problems without sources, Applied Mathematics and Computation, Vol.216, pp.1453-1468. J. T. Chen, Y. T. Lee, K. H. Chou and J. W. Lee, 2010, Image location for screw dislocation, Boundary Value Problems, Vol.2010, Article ID 731741, 13pages. J. T. Chen, H. C. Shieh, Y. T. Lee and J. W. Lee, 2011, Bipolar coordinates, image method and the method of fundamental solutions for Green’s functions of Laplace problems with circular boundaries, Engineering Analysis with Boundary Elements, Vol.35, pp.236-143. What’s new ??? Green’s function of half-plane problem subject to impedance boundary conditions. Yu-Ren Tsai, born in Taiwan on April.25, 1990. He is currently an undergraduate student. His major is harbor river engineering. Because the reasons to project implementation and practice, he joins the Mechanics, Sound and Vibration Laboratory. His research focuses on the Green’s function of half-plane with the impedance boundary conditions. E-mail:[email protected] Who does handle this project? 2011.03.05 Y.R. Tsai 製 0 n G G 2 (,;,) ( ; ) G x y x y 2006 2009 2010 2010 2010 2011 製製製 製製製 製製製 製製製
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Green’s function of half-plane problem subject to impedance boundary conditions. J. T. Chen and C. S. Wu, 2006, Alternative derivations for the Poisson integral formula, International Journal of Mathematical Education in Science and Technology, Vol.37, No.2, pp.165-185. 2006. - PowerPoint PPT Presentation
Transcript of Green’s function of half-plane problem subject to impedance boundary conditions
Green’s function of half-plane problem subject to impedance boundary conditions
J. T. Chen and C. S. Wu, 2006, Alternative derivations for the Poisson integral formula, International Journal of Mathematical Education in Science and Technology, Vol.37, No.2, pp.165-185.
J. T. Chen and C. S. Wu, 2006, Alternative derivations for the Poisson integral formula, International Journal of Mathematical Education in Science and Technology, Vol.37, No.2, pp.165-185.
J. T. Chen, Y. T. Lee, S. R. Yu and S. C. Shieh, 2009, Equivalence between Trefftz method and method of fundamental solution for the annular Green’s function using the addition theorem and image concept, Engineering Analysis with Boundary Elements, Vol.33, pp.678-688.
J. T. Chen, Y. T. Lee, S. R. Yu and S. C. Shieh, 2009, Equivalence between Trefftz method and method of fundamental solution for the annular Green’s function using the addition theorem and image concept, Engineering Analysis with Boundary Elements, Vol.33, pp.678-688.
J. T. Chen, H. C. Shieh, J. J. Tsai and J. W. Lee, 2010, A study on the method of fundamental solutions using the image concept, Applied Mathematical Modelling, Vol.34, pp.4253-4266.
J. T. Chen, H. C. Shieh, J. J. Tsai and J. W. Lee, 2010, A study on the method of fundamental solutions using the image concept, Applied Mathematical Modelling, Vol.34, pp.4253-4266.
J. T. Chen, H. C. Shieh, Y. T. Lee and J. W. Lee, 2010, Image solutions for boundary value problems without sources, Applied Mathematics and Computation, Vol.216, pp.1453-1468.
J. T. Chen, H. C. Shieh, Y. T. Lee and J. W. Lee, 2010, Image solutions for boundary value problems without sources, Applied Mathematics and Computation, Vol.216, pp.1453-1468.
J. T. Chen, Y. T. Lee, K. H. Chou and J. W. Lee, 2010, Image location for screw dislocation, Boundary Value Problems, Vol.2010, Article ID 731741, 13pages.
J. T. Chen, Y. T. Lee, K. H. Chou and J. W. Lee, 2010, Image location for screw dislocation, Boundary Value Problems, Vol.2010, Article ID 731741, 13pages.
J. T. Chen, H. C. Shieh, Y. T. Lee and J. W. Lee, 2011, Bipolar coordinates, image method and the method of fundamental solutions for Green’s functions of Laplace problems with circular boundaries, Engineering Analysis with Boundary Elements, Vol.35, pp.236-143.
J. T. Chen, H. C. Shieh, Y. T. Lee and J. W. Lee, 2011, Bipolar coordinates, image method and the method of fundamental solutions for Green’s functions of Laplace problems with circular boundaries, Engineering Analysis with Boundary Elements, Vol.35, pp.236-143.
What’s new ???
Green’s function of half-plane problem subject to impedance boundary conditions.Green’s function of half-plane problem subject to impedance boundary conditions.
Yu-Ren Tsai, born in Taiwan on April.25, 1990. He is currently an undergraduate student. His major is harbor river engineering. Because the reasons to project implementation and practice, he joins the Mechanics, Sound and Vibration Laboratory. His research focuses on the Green’s function of half-plane with the impedance boundary conditions.E-mail:[email protected]
Who does handle this project?
2011.03.05 Y.R. Tsai製 0nG G
2 ( , ; , ) ( ; )G x y x y
2006
2009
2010
2010
2010
2011
余尚儒
謝宏志
謝宏志
謝宏志
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