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341篇 您的检索式:作者名="Elishakoff"
    题名 作者 年代 出处 被引量
1Combination of structural reliability and interval analysis显示文摘在设计应用,概率的可靠性理论看起来是一会儿然而,在许多情况中,精确概率的可靠性理论不能被认为实际事情的真实状态的模型同样足够、可信的最重要的方法。在这篇论文,当统计数据被发现不够时,我们开发了概率、非概率的可靠性理论的一个混血儿,它把结构的不明确的参数描述为间隔变量。由使用间隔分析,为计算结构的可靠性以及可靠性索引的间隔的一个新方法在这篇论文被介绍,并且传统的概率的理论与间隔分析被合并。而且,新方法保存传统的概率的可靠性理论的有用部分,但是在数据上移开它的严格的要求的限制获得。例子被举表明建议理论的可行性和有效性。Zhiping Qiu Di Yang Isaac Elishakoff 2008Acta Mechanica Sinica2008,24,1:7
2Refined Second-Order Reliability Analysis显示文摘Cai G Q Elishakoff I 1994Structural Safety1994,14,:1
3Probabi|istic Interval Reliability of Structural Systems 显示文摘Qiu Z P Yang D Elishakoff I 2008International Journal of Solids and Structures2008,45,10:1
4Discussion on a non-probabilistic concept of reliability显示文摘Elishakoff I 1995Structural Safety1995,17,3:1
5Anti-optimization of structures with large uncertain but non-random parameters via interval analysis显示文摘QIU Zhi-ping Elishakoff I 1998Computer Methods in Applied Mechanics and Engineering1998,152,34:1
6Four alternative definitions of the fuzzy safety factor显示文摘Elishakoff I Ferracuti B 2006Journal of Aerospace Engineering ASCE2006,19,4:1
7Three versions of the finite element method based on concepts of either stochasticity, fuzziness or anti-optimization显示文摘ELISHAKOFF I 1998Applied Mechanics Review1998,51,3:1
8Non-probabilistic, con- vex-theoretic modeling of scatter in material properties 显示文摘Elishakoff I Elisseeff P Glegg S A L 1994AIAA Journal1994,32,4:1
9Combination of Probabilistic and Convex Models of Uncertainty When Limited Knowledge is Present on Acoustic Excitation Parame- ters显示文摘Elishakoff I Colombi P 1993Computer Methods in Applied Mechanics Engineering1993,104,:1
10Controversy associated with the so-called follower forces: critical overview 显示文摘Elishakoff I 2005Applied Mechanics Reviews2005,58,3:1
11Probability and convexity concepts are not antagonistic显示文摘WANG Xiao-jun WANG Lei Elishakoff I QIU Zhi-ping 2011Acta Mechanica2011,219,12:1
12Probabilistic Interval Reliability of Structural Systems 显示文摘Qiu Z P Yang D Elishakoff 2008International Journal of Solids & Structures2008,45,:1
13Combination of probabilistic andconvex models of uncertainty when limited knowledge is presenton acoustic excitation parameters 显示文摘Elishakoff I Colombi P 1993Computer Methods inApplied Mechanics and Engineering1993,104,:1
14Essay on Uncertainties in Elastic and Viscoelastic Structures: From A M Freudenthal' s Criticisms to Modem Convex Modeling显示文摘Elishakoff I 1995Computers & Structures1995,56,6:1
15Non-probabilistic set-model for structural safety measure显示文摘Wang X J Qiu Z P Elishakoff I 2008Acta Mechanica2008,198,12:1
16Natural frequendes of structures with uncertain but nonrandom parameters显示文摘Oju ZP Chen SH Elishakoff I 1995Journal of Optimization Theory and Applications1995,86,3:1
17Three versions of the finite element method based on concepts of either stochasticity,fuzziness,or anti-optimiza-tions显示文摘 1998Applied Mechanics Review1998,51,3:1
18Anti-optimum technique: a generalization of interval analysis for nonprobabilistic treatment of uncertainty显示文摘Qiu z P Elishakoff I 2001Chaos Solitons and Fractals2001,12,:1
19A deterministic method to predict the effect of unknown-but-bounded elastic moduli on the buckling of composite structures显示文摘ELISHAKOFF I LI Y W JR STARNES J H 1994Computer Methods in Applied Mechanics and Engineering1994,111,:1
20Discussion on a non-probabilistic concept of reliability显示文摘Ben-Haim Y Elishakoff I 0,,03:1
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