求解有限元方程这一大型的非线性方程组的迭代收敛性问题是困挠有限变形弹塑性有限元隐式算法的主要问题,单元的类型、初始位移场的确定、边界条件的处理等极大地影响着隐式算法的收敛性
本文通过正确地建立棒料弯曲成形分析的弹塑性有限元数学模型,揭示了棒料弯曲成形的特性,较好地解决了棒料弯曲成形弹塑性有限元分析隐式算法的迭代收敛性问题
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