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Partial safety factor approach to the design of submarine pressure hulls using nonlinear finite element analysis

机译:基于非线性有限元分析的海底压力船体设计的部分安全系数法

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摘要

A framework for the design of submarine pressure hulls using nonlinear finite element (FE) analysis is presented in order to improve upon the conventional analytical-empirical design procedure. A numerical methodology is established that allows the collapse pressure of a hull to be predicted with controlled accuracy. The methodology is characterized by quasi-static incremental analysis, including material and geometric nonlinearities, of FE models constructed from shell elements. The numerical methodology is used with ANSYS to predict the results of 47 collapse experiments on small-scale ring-stiffened cylinders representative of submarine hulls. A probabilistic analysis is applied to the experimental-numerical comparisons in order to estimate the accuracy of the FE methodology and derive a partial safety factor (PSF) for design. It is demonstrated that a high level of accuracy, within 10% with 95% confidence, can be achieved if the prescribed FE methodology is followed. Furthermore, it is shown that the PSF for design does not need to be very large, even if a high degree of statistical confidence is built in. The designer can be 99.5% confident that the FE error has been accounted for by dividing the predicted collapse pressure by a PSF=1.134.
机译:为了改进传统的分析经验设计程序,提出了使用非线性有限元(FE)分析设计潜艇压力船体的框架。建立了一种数值方法,该方法允许以受控的精度预测船体的坍塌压力。该方法的特点是对由壳单元构建的有限元模型进行准静态增量分析,包括材料和几何非线性。数值方法与ANSYS一起使用,可预测代表海底船体的小型环形加劲圆柱体上的47次坍塌实验的结果。为了估计有限元方法的准确性并得出设计的部分安全系数(PSF),将概率分析应用于实验-数值比较。结果表明,如果遵循规定的有限元方法,则可以达到10%以内,95%的置信度的高精度。此外,结果表明,即使建立了高度的统计置信度,用于设计的PSF也不需要很大。设计人员可以通过除以预测的塌陷来确保FE误差已得到99.5%的把握。 PSF = 1.134。

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