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首页> 外文期刊>Mechanics Based Design of Structures and Machines: An International Journal >Frequency Reliability Sensitivity for Dynamic Structural Systems#
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Frequency Reliability Sensitivity for Dynamic Structural Systems#

机译:动态结构系统的频率可靠性灵敏度#

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摘要

Parameter uncertainty of structural systems is inherent in most engineering problems. Therefore, reliability analysis of uncertain structural systems is of great significance, and frequency reliability analysis is important to uncertain vibration structure systems. Based on the frequency reliability theory, this article introduces an approach to calculate the reliability of a mechanical structure under dynamic excitation. With the criterion that the absolute value of the difference between the natural frequency and forcing frequency, the reliability mode and the safety probability of random systems are defined, and then the frequency reliability sensitivity analysis method is presented. The structure is supposed to fail if the frequency of the external force is within a predefined distance of structural resonant frequencies. The frequency reliability sensitivity analysis method for resonant problem of dynamic structural systems reliability is proposed by using the random perturbation technique, the reliability theory, and sensitivity approach. The formulas of quasi-failure probability sensitivity are derived when random variables are normally distributed. The reliability is evaluated, and its sensitivity to mean values, variances, and covariances is mathematically expressed, then the efficiency and accuracy of the proposed method are demonstrated by a numerical example.
机译:在大多数工程问题中,结构系统的参数不确定性是固有的。因此,不确定结构系统的可靠性分析具有重要意义,而频率可靠性分析对不确定结构系统也很重要。基于频率可靠性理论,本文介绍了一种计算动态激励下机械结构可靠性的方法。以自然频率与强迫频率之差的绝对值为准则,定义了随机系统的可靠性模式和安全概率,提出了频率可靠性灵敏度分析方法。如果外力的频率在结构共振频率的预定距离内,则该结构将失效。运用随机摄动技术,可靠性理论和灵敏度方法,提出了动力结构系统可靠性共振问题的频率可靠性灵敏度分析方法。当随机变量为正态分布时,得出准失效概率敏感度的公式。评估了可靠性,并数学表达了其对平均值,方差和协方差的敏感性,然后通过一个数值示例证明了该方法的效率和准确性。

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