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References
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2. Adamowicz, M. and Albano, A., 1976, “Nesting Two-Dimensional Shapes in Rectangular Modules,” Computer Aided Design, Vo1.8, pp.27 – 33.
3. Qu, W. and Sanders, J.L., 1987, “A Nesting Algorithm for Irregular Parts and Factors Affecting Trim Losses,” International Journal of Production Research, Vo1.25, pp.381–397.
4. Dori, D. and Ben Bassat, M ., 1984, “Efficient Nesting of Congruent Convex Figures,” Communications of the ACM, Vo1.27, pp. 288–235.
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7. Nee, A. Y. C., 1984, “A Heuristic Algorithm for Optimum Layout of Metal Stamping Blanks,” Annals of the CIRP, Vo1.33, pp. 317–320.
8. Prasad, Y. K. D. V. AND Somasundaram, S., 1991, “CASNS: An Algorithm for Nesting of Metal Stamping Blanks,” Computer Aided Engineering Journal, Vo1.8, pp. 69–73.
9. Prasad, Y. K. D. V., Somasundaram, S. and Rao, K. P., 1995, “A Sliding Algorithm for Optimal Nesting of Arbitrarily Shaped Sheet Metal Blanks,” International Journal of Production Research, Vo1.33, pp. 1505–1520.
10. Lin, Z. C. and Hsu, C. Y., 1996 “An Investigation of an Expert System for Shearing Cut Progressive Die Design,” International Journal of Advanced Manufacturing Technology, Vo1.11, pp. 1–11.
11. Jain, P., Feynes, P. and Richter, R., 1992, “Optimal Blank Nesting Using Simulated Annealing,” Trans. of the ASME Journal of Mechanical Design, Vo1.114, pp.160–165.
12. Theodoracates, V. E. and Grimsley, J.L., 1995, “The Optimal Packing of Arbitrarily-Shaped Polygons using Simulated Annealing and Polynomial –Time Cooling
摘要在冲压生产过程中，生产成本主要受材料利用率影响，材料费用可以占到整个冲压费用的75%。在这里，将介绍一种新的计算方法来计算双工件在最佳排样方式，以提高材料的利用率。这种全新的计算方法可以用来预测结构废料在板料中的位置和形状，同时可以预测工艺废料的位置和最佳宽度。举例来说，将两个相同的工件其中一个旋转180°，或者将两个不同的工件成套使用。这种计算方法十分适用于冲模设计与CAE系统结合工作。
毕业论文关键字：冲压，模具设计，优化，材料利用率，闵可夫斯基和，设计工具
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