薄壁容器结构可靠性设计理论的实现

Xiaobin Le
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引用次数: 0

摘要

一个部件不可靠,除非它的设计具有所需的可靠性。自1957年电子设备可靠性咨询小组(AGREE)发布《军用电子设备可靠性》以来,工程可靠性逐渐成为服务于工程设计的一个工程分支。但可靠性在机械部件设计中的实现过程是缓慢的。可能有两个主要原因:(1)缺乏对材料力学性能的统计描述;(2)机械部件可靠性设计缺乏合适的可靠性设计方法,特别是循环载荷下的疲劳设计。薄壁容器是典型的受复合应力作用的机械构件。用P-S-N曲线法建立循环荷载作用下薄壁容器结构的极限状态函数是非常困难的。在疲劳设计问题上,作者提出利用作者提出的概率构件疲劳强度指数和疲劳损伤指数模型,建立薄壁容器结构在循环荷载作用下的极限状态函数,进而确定其在循环荷载作用下的可靠度。本文介绍并说明了薄壁容器结构在不同典型静荷载和循环荷载作用下的极限状态函数的建立方法。给出了两个应用本文方法进行静载和循环荷载作用下薄壁容器结构可靠度计算的算例。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Implementation of Reliability Design Theory on a Thin-Wall Vessel Structure
A component will not reliable unless it is designed with the required reliability. Since the Advisory Group on Reliability of Electronic Equipment (AGREE) published the “Reliability of Military Electronic Equipment” in 1957, engineering reliability has gradually become an engineering branch to serve engineering design. But implementation process of reliability in mechanical components design is slow. There are maybe two main reasons: (1) There is a lack of statistical descriptions of material mechanical properties; and (2) There is a lack of appropriate reliability design approaches for mechanical component reliability design, especially for a fatigue design under cyclic loads. A thin-wall vessel is a typical mechanical component under combined stresses. It is extremely hard to establish the limit state function for a thin-wall vessel structure under cyclic loads by using the P-S-N curve approach. For the fatigue design issue, the author proposes to use the probabilistic component fatigue strength index and fatigue damage index model, which has been proposed by the author, for establishing the limit state function for the thin-wall vessel structure under cyclic loads, and then determining its reliability under cyclic loads. This paper presents and explains how to establish the limit state functions of a thin-wall vessel structure under different typical static loads and cyclic loads. Two case study examples are provided for implementing the proposed approaches to conduct the reliability calculation of a thin-wall vessel structure under static load and a cyclic load.
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