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The main benefit of using optimally shaped blanks in sheet metal forming is to maximize the efficiency of the forming process and, since there is no need for additional cutting operations after the finished forming operation, this leads to a substantial reduction in overall production costs.This paper presents a numerical method for optimal blank shape determination, which is suitable in various sheet metal forming applications.The optimal blank shape is determined in an iterative way so that the edge geometry of the formed product fits its reference geometry as closely as possible.The iterative process starts with the blank shape from which the product is produced with its edge fitting its reference geometry just approximately.In subsequent iterations, the blank shape is continuously improved in accordance with the developed optimisation method.In order to determine the product edge geometry resulting from the given blank shape, a computer simulation of the forming process and related springback is performed at each iteration.Since its effectiveness greatly depends on the quality and physical objectivity of the computer simulation, the developed numerical blank shape optimisation procedure has also been validated experimentally by using the forming of a product with a rather complex edge geometry as the case study.
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Mole et al. (2013) studied this question.
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