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教育部委託研究計畫      計畫執行:國立臺灣大學圖書館
 
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機構 日期 題名 作者
國立成功大學 2024-11 A novel hybrid boundary element for polygonal holes with rounded corners in two-dimensional anisotropic elastic solids Hsieh;Meng-Ling;Hwu;Chyanbin
國立成功大學 2024-10-23 Evaluation of mixed-mode stress intensity factors for anisotropic elastic solids with interface singularity Zhang;Wan-Ting;Hwu;Chyanbin;Lin;Tsung-Chi
國立成功大學 2024-08-15 Green's functions for anisotropic elastic plates containing polygonal holes Hsieh;-Ling, Meng;Hwu;Chyanbin
國立成功大學 2024-04-15 Bending-extension coupling analysis of shear deformable laminated composite curved beams with non-uniform thickness Huang;Wan-Yi;Hwu;Chyanbin;Hsu;-Wen, Chia
國立成功大學 2024-01~2024-02 Explicit analytical solutions for arbitrarily laminated composite beams with coupled stretching-bending and transverse shear deformation Huang;Wan-Yi;Hwu;Chyanbin;Hsu;Chia-Wen
國立成功大學 2023-11 An isoparametric quadratic boundary element for coupled stretching-bending analysis of thick laminated composite plates with transverse shear deformation Hsu;Chia-Wen;Hwu;Chyanbin
國立成功大學 2023-10-3 Some Green's functions for steady-state heat conduction in anisotropic plane media and their application to thermoelastic boundary element analysis Hwu;Chyanbin;Hsieh;Meng-Ling;Huang;Cheng-Lin
國立成功大學 2023-09-15 Green's function for thick laminated composite plates with coupled stretching-bending and transverse shear deformation Hsu;-Wen, Chia;Hwu;Chyanbin
國立成功大學 2022-12 Classical solutions for coupling analysis of unsymmetric magneto-electro-elastic composite laminated thin plates Hsu;Chia-Wen;Hwu;Chyanbin
國立成功大學 2022-11-7 Stroh formalism for various types of materials and deformations Hwu;Chyanbin;Becker;Wilfried

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