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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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.

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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