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"jeng tzong chen"

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Showing items 11-20 of 73  (8 Page(s) Totally)
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Institution Date Title Author
國立臺灣海洋大學 2013 On the null and nonzero fields for true and spurious eigenvalues of annular and confocal elliptical membranes Jeng-Tzong Chen;Jia-Wei Lee;I.-Lin Chen;Po-Shen Kuo
國立臺灣海洋大學 2012-12 A Semianalytical Approach for a Nonconfocal Suspended Strip in an Elliptical Waveguide Jia-Wei Lee;Jeng-Tzong Chen
國立臺灣海洋大學 2012-06 SH-wave scattering by a semi-elliptical hill using a null-field boundary integral equation method and a hybrid method Jeng-Tzong Chen;Jia-Wei Lee;Wen-Shinn Shyu
國立臺灣海洋大學 2011-11 Analysis of Water Wave Problems Containing Single and Multiple Cylinders by Using Degenerate Kernel Method Jeng-Tzong Chen;Chien-Feng Wu;Jia-Wei Lee;Yu-Chih Hsiao
國立臺灣海洋大學 2011-11 Study on connections of the MFS, Trefftz method, indirect BIEM and invariant MFS in the three-dimensional Laplace problems containing spherical boundaries Jeng-Tzong Chen;Jhen-Jyun Tsai;Ying-Te Lee;Jia-Wei Lee
國立臺灣海洋大學 2011-11 SHwave diffraction by a semi-circular hill revisited: A null-field boundary integral equation method using degenerate kernels Jeng-Tzong Chen;Jia-Wei Lee;Chine-Feng Wu;I-Lin Chen
國立臺灣海洋大學 2011-11 Scattering of Sound from Point Sources by Multiple Circular Cylinders Using Addition Theorem and Superposition Technique Jeng-Tzong Chen;Ying-Te Lee;Yi-Jhou Lin;I-Lin Chen;Jia-Wei Lee
國立臺灣海洋大學 2011-11 New series expansions for fundamental solutions of linear elastostatics in 2D Zi-Cai Li ;Ming-Gong Lee ;Jeng-Tzong Chen
國立臺灣海洋大學 2011-11 SH-wave diffraction by a semi-circular hill revisited: A null-field boundary integral equation method using degenerate kernels Jeng-Tzong Chen; Jia-Wei Lee; Chine-Feng Wu; I-Lin Chen
義守大學 2010-10 Effective condition number and its applications Zi-Cai Li;Hung-Tsai Huang;Jeng-Tzong Chen;Yimin Wei

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