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CR-矩阵及其与 M-矩阵的关系
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作者 李耀堂 孙华荣 《西安公路交通大学学报》 EI CAS CSCD 北大核心 1997年第4期117-122,共6页
讨论了一类矩阵——CR-矩阵[1]的性质及CR-矩阵与M-矩阵的关系,并应用所得结果研究了M-矩阵与经济学中的闭Leontief投入—产出模型,得到了一些有价值的结果。
关键词 cr-矩阵 M-矩阵 闭Leontief模型 经济学
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CR—矩阵的性质及应用
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作者 李耀堂 《延安大学学报(自然科学版)》 1996年第3期1-7,共7页
本文讨论了文[1]中引入的一类矩阵─—CR─—矩阵的性质以及CR─—矩阵与M─—矩阵的关系,并应用所得结果研究了M—矩阵与经济学中的leontiel投入一产出模型,得到了一些有意义的结果。
关键词 cr-矩阵 M-矩阵 Leontief开模型 矩阵 经济学
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Space shape finding FE analysis for suspension bridge based on CR formulation method
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作者 Wang Bingjian Zhang Jinquan Yang Yun 《Engineering Sciences》 EI 2012年第3期60-63,共4页
The problem of geometric non-linearity simulation for spacial cable system was solved by introducing the truss element based on corotational coordinate (CR) system, cable structure materials and node coordinates and a... The problem of geometric non-linearity simulation for spacial cable system was solved by introducing the truss element based on corotational coordinate (CR) system, cable structure materials and node coordinates and automatic refreshing algorithms for element internal force. And the shape-finding problem for maneuvering profile was solved with the Newton-Raphson based on energy convergence criteria with search function. This has avoided the regular truss element assumption extensively used in traditional methods and catenary elements which have difficulties in practical application because of the complicated formulas. The use of CR formulation has taken into account the stiffness outside the cable plane via a geometric stiffness matrix, realizing the 3D space analysis of a cable bridge and improving the efficiency and precision for the space geometric non-linearity analysis and cable structure, and enabling more precised simulation of geometric form finding and internal force of the large span suspension bridge main cable under construction. 展开更多
关键词 CR formulation TRUSS cable structure material geometric non-linearity suspension bridge
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