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UTILIZING COMPUTATIONAL PROBABILISTIC METHODS TO DERIVE SHOCK SPECIFICATIONS IN A NONDETERMINISTIC ENVIRONMENT

机译:利用计算概率方法在非季度环境中导出震动规范

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Certain classes of engineering systems must be designed to survive operational shock environments which are difficult or impossible to describe in a comprehensive fashion. The shock response spectrum (SRS), a common measure of the severity of a shock signal, is frequently used in this situation as a standard for system qualification. Typically, the SRS is calculated by performing a series of extreme-level shock tests that are assumed to envelope the operating environment of the system. If the system can survive these tests, the SRS from each test are combined in some conservative manner to derive a single spectrum. Often, a deterministic safety factor is then applied to this composite SRS, resulting in a reference specification for design qualification. It has been shown, however, that use of the SRS in this manner can lead to an imbalance in marginal reliability. Nevertheless, this technique remains the industry's standard means of assessing system response in a shock environment. In this article, techniques utilizing computational probabilistic methods are proposed to derive an analytically-based reference SRS that prescribes a balanced level of marginal reliability. In addition, it provides a technically sound procedure for constructing design specifications in a nondeterministic shock environment. For illustrative purposes, the method is applied to a soil penetration system consisting of a nonlinear transient dynamics calculation performed on a complex finite element structural mechanics model, coupled with a spherical cavity expansion representation of the soil medium.
机译:某些类别的工程系统必须设计成幸存下难以或不可能以全面的方式描述的运营休克环境。冲击响应频谱(SRS),冲击信号严重程度的常见量度,通常用于这种情况,作为系统认证的标准。通常,通过执行假定为系统的操作环境包遍的一系列极限级别的冲击测试来计算SRS。如果系统可以在这些测试中存活,则来自每个测试的SRS以一些保守方式组合以导出单频谱。通常,然后将确定性安全系数应用于该复合SRS,导致设计资格的参考规范。然而,已经示出了以这种方式使用SRS可以导致边缘可靠性的不平衡。尽管如此,这种技术仍然是行业评估震动环境中系统响应的标准手段。在本文中,提出了利用计算概率方法的技术来得出基于分析的参考SR,该参考SRS规定了边缘可靠性的平衡水平。此外,它还提供了一种用于在非定义震荡环境中构建设计规范的技术上的声音程序。出于说明性目的,该方法应用于土壤穿透系统,该土壤穿透系统由对复杂的有限元结构力学模型进行的非线性瞬态动力学计算,与土壤介质的球形腔膨胀表示联接。

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