首页> 外文期刊>International Journal of Modern Physics, B. Condensed Matter Physics, Statistical Physics, Applied Physics >NUMERICAL OPTIMIZATION OF SHEET METAL FORMING PROCESS USING NEW FRACTURE CRITERION
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NUMERICAL OPTIMIZATION OF SHEET METAL FORMING PROCESS USING NEW FRACTURE CRITERION

机译:基于新断裂准则的板料成形过程数值优化

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A numerical optimization system for sheet metal forming process has been developed based on a combination of response-surface-based optimization strategy with finite element simulation. The most important feature of the optimization system is introduction of a new fracture criterion to predict fracture limit under non-proportional deformation. In addition, a sheet-edge fracture criterion is also introduced to predict fracture limit under stretch-flanging deformation. The numerical optimization system is developed using the fracture criteria as accurate fracture constraints to avoid sheet breakage. The developed optimization system is applied to the optimum blank design for a square-cup deep drawing process of perforated blank. The optimum blank design, which minimizes the amount of material and avoids the sheet fracture, is obtained successfully. The effect of definition of fracture constraints on optimization calculation is also discussed.
机译:结合基于响应面的优化策略和有限元模拟,开发了一种用于钣金成形过程的数值优化系统。优化系统的最重要特征是引入了新的断裂准则,以预测非比例变形下的断裂极限。此外,还引入了板缘断裂准则来预测拉伸翻边变形下的断裂极限。使用断裂准则作为精确的断裂约束条件来开发数值优化系统,以避免板材断裂。所开发的优化系统适用于穿孔毛坯的方形杯深拉过程的最佳毛坯设计。成功获得了最佳的毛坯设计,该设计可以最大程度地减少材料量并避免板材破裂。还讨论了裂缝约束定义对优化计算的影响。

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