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正态变差系数的经典限 被引量:5
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作者 周源泉 《应用数学和力学》 EI CSCD 北大核心 1989年第5期411-418,共8页
本文推导了正态变差系数的经典精确限.为了满足工程实践的需要,利用Odeh和Owen的计算方法及Brent算法,给出了高精度的可手算的近似限.对不同的置信度γ及样本大小n=1(1)30,40,60,120,样本变差系数(?)=0.01(0.01)0.20,计算了正态变差系... 本文推导了正态变差系数的经典精确限.为了满足工程实践的需要,利用Odeh和Owen的计算方法及Brent算法,给出了高精度的可手算的近似限.对不同的置信度γ及样本大小n=1(1)30,40,60,120,样本变差系数(?)=0.01(0.01)0.20,计算了正态变差系数的经典精确限表.本文指出,当n≤8,(?)≤0.20时,经典精确限Cu略大于Fiducial精确限Cu,F.当n>8.(?)≤0.20时.Cu—Cu,F<5×10^(-6). 展开更多
关键词 正态变差系数 经典限 精确
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A simple analytical method for deflation prediction of inflatable structures
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作者 李庆松 卿强 龚景海 《Journal of Central South University》 SCIE EI CAS CSCD 2015年第6期2277-2286,共10页
The static performance of inflatable structures has been well studied and the dynamic deployment simulation has received much attention. However, very few studies focus on its deflation behavior. Although there are se... The static performance of inflatable structures has been well studied and the dynamic deployment simulation has received much attention. However, very few studies focus on its deflation behavior. Although there are several dynamic finite element algorithms that can be applied to the deflation simulation, their computation costs are expensive, especially for large scale structures. In this work, a simple method based on classic thermodynamics and the analytical relationship between air and membrane was proposed to efficiently analyze the air state variables under the condition of ventilation. Combined with failure analysis of static bearing capacity, a fast incremental analytical method was presented to predict both elastic and post wrinkling deflation process of inflatable structures. Comparisons between simplified analysis, dynamic finite element simulation, and a full-scale experimental test are presented and the suitability of this simple method for solving the air state and predicting the deflation behavior of inflatable structures is proved. 展开更多
关键词 inflatable structure DEFLATION WRINKLING SIMULATION control volume method
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