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公开(公告)号:US20100100361A1
公开(公告)日:2010-04-22
申请号:US12528792
申请日:2008-02-04
CPC分类号: G06F17/5018 , Y02T10/82
摘要: The object is to enable the calculation of load transfer paths in case of distributed load applied to the structure with the numerical structure-analysis calculation system. The value of the parameter U** at each point is calculated according to the ratio of the complementary strain energy U at the application of load without fixing the point in the structure and the complementary strain energy U′ at the application of load with fixing one point in the structure. In the actual calculation, according to the complementary strain energy U, and the flexibility matrix CAC with respect to the loading point A and one point C in the structure, and the inverse matrix CCC−1 of the flexibility matrix with respect to point C, and the load pA at the loading point A, the value of the parameter U** (CACCCC−1CCApA·pA/(2U))at point C is calculated. Or, from the complementary strain energy U, and the inverse matrix CCC−1, and the displacement dC at point C, the value of the parameter U**(dC·CCC−1dC/(2U)) at point C is calculated.
摘要翻译: 目的是使用数值结构分析计算系统在分布式负载施加到结构的情况下计算负载传输路径。 每个点处的参数U **的值根据在施加负载时的互补应变能U的比例而不固定结构中的点和在施加负载时的互补应变能U' 指向结构。 在实际计算中,根据互补应变能U,以及相对于装载点A和结构中的一个点C的柔性矩阵CAC以及相对于点C的柔性矩阵的逆矩阵CCC-1, 在加载点A处的负载pA,计算点C处的参数U **(CACCCC-1CCApA·pA /(2U))的值。 或者,从互补应变能U和逆矩阵CCC-1以及C点的位移dC,计算点C处的参数U **(dC·CCC-1dC /(2U))的值。