The geometric nonlinearity due to large displacement is taken into consideration through Total Lagrange approach.
另外，通过全拉格朗日方法考虑了大位移的几何非线性影响。
The geometric nonlinearity due to large displacement is taken into consideration through Total Lagrange approach.
由于大位移几何非线性的考虑，通过全面的拉格朗日方法。
In the program the large deformation are considered by using Total Lagrange described method and time discreteness with Newmark method.
程序中考虑了结构的大变形，采用全拉格朗日描述法，时间离散使用了纽马克法。
At the same time two nonlinear finite element equations for large deformation problem are introduced: the Total Lagrange approach and the Updated Lagrange approach.
同时介绍了大变形问题的两种非线性有限元方法：全拉格朗日法T。
Methods When the total absorbed energy was defined, with the proposed TCP model and the method of Lagrange multiplier, the condition which can cause the optimum TCP will be derived.
方法在假设肿瘤部位治疗能量一定的情况下，根据提出的TCP计算模型，用拉格朗日乘子方法推导出任意肿瘤生物学参数取值分布时获得最大TCP的条件。
Methods When the total absorbed energy was defined, with the proposed TCP model and the method of Lagrange multiplier, the condition which can cause the optimum TCP will be derived.
方法在假设肿瘤部位治疗能量一定的情况下，根据提出的TCP计算模型，用拉格朗日乘子方法推导出任意肿瘤生物学参数取值分布时获得最大TCP的条件。
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