Titlebook: Reliability of Randomly Excited Hysteretic Structures; B. F. Spencer Conference proceedings 1986 Springer-Verlag Berlin, Heidelberg 1986 c

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Reliability of Randomly Excited Hysteretic Structures978-3-642-82863-8Series ISSN 0176-5035

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较早

Conclusions and Recommendations,rated by extensive Monte Carlo simulation. Finally, an effective method to estimate the reliability of a system having several prescribed moments has been examined. In the absence of an analytical solution, these results are the most accurate reported to date.

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Introduction,el as well as for uncertainties in both the static and dynamic loadings to be considered and therefore give a better measure of the reliability of a system. Widespread application of probabilistic methods can be found in disciplines ranging from civil, mechanical and electrical engineering to biology, economics and political science.

MOCK

Conference proceedings 1986engineering tool. No longer do engineers naively believe that all problems can be analyzed with deterministic methods; but rather, it has been recognized that, due to unc- tainties in the model and the excitation, it may only be possible to describe the state of a system in terms of some random meas

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Estimating Oscillator Reliabilty Using Ordinary Moments,the distribution is prescribed is relatively simple and has been presented in Chapter IV. In this chapter, a technique reported by . [35, 130] which consists of maximizing the entropy of the system while satisfying moment constraints is employed to determine an approximate distribution.

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Problem Definition and Formulation,ic applications is the modified Bouc model [19]. The original model was modified by . [127] in order that the smoothness of the transition between the pre-yield and post-yield regions of the force-deflection curve could be controlled. The constitutive relation for the modified Bouc hysteresis model