Abstract

Uncertainties exist widely in the time-dependent performance degeneration processes of engineering systems in practice. Generally, in order to simplify the calculation, the random processes of uncertainty information are usually treated as time-independent or monotonic processes. The corresponding uncertainty analysis approaches are time independent. However, in this situation, the failure probabilities of performance can only be considered at the end of structure lifetime. To deal with the above challenge, an enhanced outcrossing rate method using the Kriging interpolation method is proposed in this study. The proposed method can utilize the correlation information between two design variables to predict the stress level and describe the time-dependent degeneration process. An uncertainty-based design and optimization problem of machine tool spindle is utilized to illustrate the effectiveness of the proposed strategy.

Highlights

  • In practical engineering, designers need to consider and deal with the uncertainty information which varies in space and time.[1,2,3,4,5,6,7,8,9,10] This time-dependent information includes stochastic loads, component degeneration, and fatigue process.[11]

  • To solve the above problems, this study focuses on the combination of Kriging method and Bayes theory to calculate the stress spectrum and strength degeneration in full life cycle

  • For timevariant uncertainty in practical engineering, the multilevel extreme stress is taken into consideration in this study to satisfy the reliability requirements during the entire life period of the structure

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Summary

Introduction

Designers need to consider and deal with the uncertainty information which varies in space and time.[1,2,3,4,5,6,7,8,9,10] This time-dependent information includes stochastic loads, component degeneration, and fatigue process.[11]. A lot of research has been developed and proposed in the time-dependent field to enhance safety and reliability.[16,17,18,19] with the increasing complexity of engineering, how to perform the precise evaluation of time-dependent reliability is still a challenge

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