The influence of average normal anisotropic coefficient on the flanging height can be considered in this model.
该模型考虑厚向(平均)各向异性系数对翻边高度的影响。
Not only the influence of average normal anisotropic coefficient but also the one of R0, R45 and R90 on the flanging height can be considered in this model.
该模型不仅能考虑厚向（平均）异性系数，而且也能考虑R0、R45和R90厚向异性系数对翻边高度的影响。
With the total strain theory and membrane assumption and taking the normal anisotropy of sheet metal into consideration, initial blank size can be directly calculated from desired flanging height.
在该算法中，采用了全量塑性理论及膜应变假定，并考虑了板材的厚向各向异性，可以直接从所需的翻边高度计算出初始坯料的尺寸。
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