由於電腦科技大幅進步，電腦效能不斷提升，運算速度也相對提升，
因此，工程師越來越多機會利用CAE分析與協助，來模擬高分子材料在加工製程中之行為，並解決所遭遇的問題。然而CAE軟體雖然擁有強大分析功能，但前處理的建模能力卻不夠強，必須經過複雜步驟才能建成能用的網格。所以希望能借重CAD軟體強大建模功能，將CAD建構完成的圖檔匯入本論文產生之程式，產生優質網格，以便匯入CAE軟體中分析，這樣將可以省去大部分時間與人力資源，縮短花在前處理的時間。
本篇論文是針對IC封裝發展出一套半自動化系統，利用Visual Studio 2005與OpenGL函式庫，開發出一套有限元素前處理器。可以直接使用 AutoCAD繪圖軟體所產生的DXF檔案，而不需建立複雜3D模型之外，還 有簡單明瞭的操作介面，使用者將只須極少人力和時間，便可完成六面體網格或五面體網格模型，如此將可以大幅降低前處理流程的困難度及分析模擬的準確性。

With the progress of the technologies in computer,engineers have more and more chance to use the CAE software to predict the quality of the products and solve the processing problems. However, the model construction and mesh generation capability of CAE tools is often not powerful and convenient enough for practical applications. For IC packaging analysis, different meshes of the same model need to be built for different analyses. It will be the best to have one model and generate all the different meshes automatically.This thesis has developed a 3D mesh generator for IC package to reduce time and human resource via Visual Studio 2005 and OpenGL graphic library. The system has simple and friendly user interface and a DXF file from AutoCAD can be directly used. With the high quality tetrahedral or hexahedral solid mesh, the difficulty of mesh generation in IC packaging analysis could be reduced and the efficiency and accuracy of simulation could be improved.

[1] J. C. Cavendish, “Automatic triangulation of arbitrary planar domains
for the finite element method,” International Journal for Numerical
Methods in Engineering, VOl. 8, pp.679-696 (1974).
[2] H. D. Cohen, “A Method for the automatic generation of triangular
elements on a surface,” Transactions on magnetics, VOl.
MAG-19,NO.6, November(1983).
[3] R. PERUCCHIO, “Automatic mesh generation from solid models
based on recursive spatial decompositions,” International Journal for
Numerical Methods in Engineering, VOl. 28, pp.2469-2501 (1989).
[4] A. Bykat, “Automatic generation of triangular grid: I-Subdivision of a
general polygon into convex subregions. II-Triangulation of convex
polygons,” International Journal for Numerical Methods in Engineering,
VOl. 10, pp.1329-1342 (1976).
[5] K Ho-Le, “Finite element mesh generation methods: a reviews and
classification,” Computer-aided design, volume 20 number 1 jan/feb
1988.
[6] Blacker, Ted D. and Michael B. Stephenson, “Paving: A New
Approach to Automated Quadrilateral Mesh Generation,”
International Journal for Numerical Methods in Engineering, Vol. 32,
pp.811-847 (1991).
[7] Zhu, J. Z., O. C. Zienkiewicz, E. Hinton, and J. Wu, “A New
Approach to the Development of Automatic Quadrilateral Mesh
Generation,” International Journal for Numerical Methods in
Engineering, Vol. 32, pp.849-886 (1991).
[8] Lo, S. H., “Generating quadrilateral elements on plane and over
curved surface,” Comput. Struct., Vol. 31, pp.421-426(1989).
[9] Lee, C. K. and Lo, S. H., “A new scheme for the generation of a
95
graded quadrilateral mesh,” Comput. Struct., Vol. 52,
pp.847-857(1994).
[10] Owen, Steven J., Matthew L. Staten, Scott A. Canann, and Sunil
Saigal,“Advancing Front Quadrilateral Meshing Using Triangle
Transformations,” Proceedings 7th International Meshing
Roundtable,
pp.409-428 (1999).
[11] Owen, S.J., “A Survey of Unstructured Mesh Generation
Technology,” Proceedings 7th International Meshing Roundtable,
pp.239267(1998).
[12] 鄧湘榆, “電子構裝分析之前處理發展有限元素網格產生技術,”國立
成功大學機械工程研究所碩士論文(2001.6)
[12] 裴建昌, “IC封裝製程之金線偏移與導線架偏移分析,”國立成功大學
機械工程研究所博士論文(2005.6)
[13] 蘇敬洲, “TSOP充模之導線架偏移預測,”國立成功大學工程科學研究
所碩士論文(1998.6)
[14] 程秉輝 著,“Windows程式設計實戰基礎練功篇,” 博碩文化。
[15] 蔡明志譯, “C++教學範本,” 基峰資訊。
[16] 位元文化著, “精通MFC視窗程式設計Visual Studio 2005,” 文魁資
訊。