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Application Of Cross Co-spectral Moments To Von Mises Stress

机译:互谱矩在冯·米塞斯应力中的应用

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Recent advances in the analysis of joint seakeeping processes are applied to the prediction of Von Mises stress. The methods of cross co-spectral moments are applied to the estimation of the probability distribution of Von Mises stress in each stationary joint environmental and operating condition. The important class of Von Mises stress problems subject to conditions with steady stress components (i.e., still water stresses) is considered, and the probability distribution is developed through application of the method of statistical principal axes for joint processes. An explicit method for estimating the lifetime probability distribution of Von Mises stress is described. From this lifetime distribution, the expected extreme value can be determined. This expected extreme value of Von Mises stress is suitable and appropriate for use as a dynamic loads parameter (DLP) in a global dynamic loads analysis (DLA) similar to that promoted by the American Bureau of Shipping. The method of cross co-spectral moments applied to the prediction of Von Mises stress is validated by comparison with Fourier-Stieltjes time-domain simulations. As an aid to understanding, the ellipsoidal distributions of Von Mises stress and probability are discussed, and the statistical principal axes are determined.
机译:联合航海过程分析的最新进展被用于预测冯·米塞斯应力。跨谱矩矩的方法被用于估计在每个静止关节环境和工作条件下冯·米塞斯应力的概率分布。考虑了具有稳定应力分量(即静水应力)条件的重要一类Von Mises应力问题,并通过采用统计主轴方法进行联合过程来开发概率分布。描述了一种估计冯·米塞斯应力的寿命概率分布的显式方法。根据寿命分布,可以确定期望的极值。冯·米塞斯应力的这一预期极值适合并适合用作全球动载荷分析(DLA)中的动载荷参数(DLP),类似于美国运输局提出的那样。通过与傅里叶-斯蒂尔杰斯时域模拟的比较,验证了用于预测冯·米塞斯应力的交叉共谱矩的方法。为了帮助理解,讨论了冯·米塞斯应力和概率的椭圆分布,并确定了统计主轴。

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