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Vibration reliability sensitivity analysis of general system with correlation failure modes

机译:具有关联失效模式的一般系统的振动可靠性灵敏度分析

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摘要

The vibration problem of the general system is the main object of research. The material properties and geometry of general system are random parameters because of the manufacturing environment, technical conditions, manufacturing and installation errors, multiphase materials, features and other factors. According to the relation criterion that the difference between the natural frequency and the driving frequency of general systems is not beyond a specific value, the vibration reliability mode and vibration reliability of general systems are defined considering the correlation of the multi-order natural frequency and the random characteristics of structure size and material, and the vibration reliability analysis method for avoiding the resonant is carried out. The second-order joint failure probability is obtained by using the numerical integration method. Based on the reliability design theory and sensitivity analysis method, the vibration reliability sensitivity of the general system with correlation failure modes is extensively discussed and a numerical method for vibration reliability sensitivity design is presented. The variation regularities of vibration reliability sensitivity are obtained and the effects of random parameters on vibration reliability of the general system are studied. The presented method provided the theoretic basis for the reliability design of the general system. A numerical example demonstrated that the proposed method is effective.
机译:通用系统的振动问题是研究的主要对象。由于制造环境,技术条件,制造和安装错误,多相材料,特性和其他因素,一般系统的材料属性和几何形状是随机参数。根据通用系统固有频率与驱动频率之差不超过特定值的关系准则,考虑多阶固有频率与振动频率的相关性,定义通用系统的振动可靠性模式和振动可靠性。研究了结构尺寸和材料的随机特性,以及避免共振的振动可靠性分析方法。通过数值积分方法获得二阶联合失效概率。基于可靠性设计理论和灵敏度分析方法,广泛讨论了具有相关失效模式的一般系统的振动可靠性灵敏度,提出了一种用于振动可靠性灵敏度设计的数值方法。得到了振动可靠性灵敏度的变化规律,研究了随机参数对整个系统振动可靠性的影响。该方法为通用系统的可靠性设计提供了理论依据。数值算例表明该方法是有效的。

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