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国家博物馆供配电系统设计 被引量:2
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作者 吴燕 《现代建筑电气》 2014年第7期39-42,共4页
介绍了国家博物馆供配电系统的组成、结线型式及电源等级。高、低压开关的联锁保证了供电的可靠性,三路市电在高压侧分段运行。用于主电源与应急电源之间自动切换的市电和自备柴油发电机组组成了自动应急供电系统,保证了供电的可靠性。
关键词 国家博物馆 供配电系统 结线型式 柴油发电机组
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Effect of pile-cap connection on behavior of torsionally loaded pile groups 被引量:2
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作者 Ling-gang KONG Li-min ZHANG 《Journal of Zhejiang University-Science A(Applied Physics & Engineering)》 SCIE EI CAS CSCD 2008年第3期303-312,共10页
To evaluate the responses of fixed and pinned pile groups under torsion, a method is presented to analyze the nonlinear behavior of free-standing pile groups with rigid pile caps. The method is capable of simulating t... To evaluate the responses of fixed and pinned pile groups under torsion, a method is presented to analyze the nonlinear behavior of free-standing pile groups with rigid pile caps. The method is capable of simulating the nonlinear soil response in the near field usingp-y and r-θ curves, the far-field interactions through Mindlin's and Randolph's elastic solutions, and the coupling effect of lateral resistance on torsional resistance of the individual piles using an empirical factor. Based on comparisons of the solutions for fixed- and pinned-head, 1×2, 2×2, and 3×3 pile groups subjected to torsion, it was found that pile-cap connection significantly influences the torsional capacity of pile groups and the assignment of applied torques in the pile groups. In this study, the applied torques for the pinned-head pile groups are only 44%-64% of those for the corresponding fixed-head pile groups at a twist angle of 2^o. Such a difference is mainly due to the change of the lateral resistances of individual piles in the groups. 展开更多
关键词 Pile group Pile foundations Torsional response Pile-cap connection Nonlinear analysis
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A Kind of Generalization of the Curve Type Node Configuration in R^S(S 〉 2)
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作者 ZHU Ping 《Chinese Quarterly Journal of Mathematics》 CSCD 北大核心 2008年第3期368-375,共8页
A kind of generalization of the Curve Type Node Configuration is given in this paper, and it is called the generalized node configuration CTNCB in Rs(s > 2). The related multivariate polynomial interpolation proble... A kind of generalization of the Curve Type Node Configuration is given in this paper, and it is called the generalized node configuration CTNCB in Rs(s > 2). The related multivariate polynomial interpolation problem is discussed. It is proved that the CTNCB is an appropriate node configuration for the polynomial space Pns(s > 2). And the expressions of the multivariate Vandermonde determinants that are related to the Odd Curve Type Node Configuration in R2 are also obtained. 展开更多
关键词 multivariate polynomial interpolation node configuration Lagrange interpolation Hermite interpolation Birkhoff interpolation
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