二维反平面力学与稳态热传问题之理论解析

二維反平面力學與穩態熱傳問題之理論解析,編 號 ：NSC 97-2221-E-218-018 執行期限：97年 08月01日至98年07月31日執行機構：南台科技大學機械系主持人 ：林 儒 禮 E-mail ：.tw,Heat Conduction V.S. Anti-Plane Shear Deformation,Conformal Mapping,Fundamental Solution,The temperature (displacement) field for a layered media,where,The temperature (displacement) field for a wedge by conformal mapping,where,The temperature (displacement) field for a layered media with periodic boundary condition,The temperature (displacement) field for a infinite circular media (infinite plane) by conformal mapping,Method of Image,Numerical Result of Finite Layered media,Numerical Result of Finite Wedge,Numerical Result of Annular Media,Solution of Composite Layer Media,Solution of Composite Layer media with Periodic Boundary Condition,Solution of Composite layer media,Solution of Composite Layer with Periodic Boundary Condition,A complete analysis of a concentrated loading applied in isotropic composite layer, wedge and circular media is presented.,Conclusion,Just only the fundamental solutions of layered media are solved mathematically. The solutions of the original layer medium are converted to wedge or circular problem, without resolving the correspondent problems.,The explicit solutions presented in this project with explicit simple forms are easy to use for numerical investigations and theoretical analysis.,R.L. Lin, “Explicit Full Field Analytic Solutions for Two Dimensional Heat Conduction Problems with Finite Dimensions ”, International Journal of Heat and Mass Transfer, revised.,Achievement,R.L. Lin, “The Image Force of Screw Dislocation for Layered media,