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Study on the Distribution Law of Horizontal Seismic Forces between Slab-Column and Shear Wall
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作者 GUO Nan GUO Yihong YANG Yingwei 《沈阳建筑大学学报(自然科学版)》 CAS 北大核心 2012年第3期443-448,共6页
In slab column-shear wall structures,both the whole structure′s seismic behavior and failure mode are greatly influenced by the distribution of horizontal seismic forces between slab-column and shear wall.In this pap... In slab column-shear wall structures,both the whole structure′s seismic behavior and failure mode are greatly influenced by the distribution of horizontal seismic forces between slab-column and shear wall.In this paper,a pushover analysis of topical slab column-shear wall structure was carried out,the seismic shear force that the slab-column and shear wall should undertake was worked out,the influences of plastic internal force redistribution and structure stiffness characteristic value on horizontal seismic distribution were studied and the calculation formula was given.The analysis results showed that with the yield of the shear walls,the story shear force was undertaken by slab-columns correspondingly increased while with the decrease of characteristic value of stiffness of a structure,and the horizontal seismic force was undertaken by slab-columns correspondingly decreased.According to the code,the design of horizontal force distribution may be cause insecurity problems,so it is necessary to give the distribution law of horizontal seismic forces in slab-column shear wall structures as the supplement to the corresponding regulation of the Code. 展开更多
关键词 slab column-shear wall structure horizontal seismic force pushover analysis plastic internal force redistribution characteristic value of stiffness of structure
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Extension and Application of the Wielandt-Hoffman Theorem
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作者 DENG Qun 《Journal of China University of Mining and Technology》 EI 2006年第2期233-235,共3页
The Wielandt-Hoffman theorem of the real symmetric matrix is extended into a plural matrix. On the basis of it, a similar theory about the trace of a matrix for the arithmetic mean, geometric mean inequality, Holder i... The Wielandt-Hoffman theorem of the real symmetric matrix is extended into a plural matrix. On the basis of it, a similar theory about the trace of a matrix for the arithmetic mean, geometric mean inequality, Holder inequality and Minkowski inequality is proved. 展开更多
关键词 Hermitian matrix trace of matrix characteristic value INEQUALITY
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A Method to Prove Convergence of Some Nonlinear Differential Equation's Form Solution
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作者 刘钧 朱其敬 吴浩生 《Chinese Quarterly Journal of Mathematics》 CSCD 1997年第4期16-19, ,共4页
A method to prove the convergence of some nonlinear differential equation’s from solu tion and its existance.
关键词 characteristice value strong function analystic solution
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