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首页> 外文期刊>Journal of the American Helicopter Society >A Computational Approach for Model Update of an LS-DYNA Energy-Absorbing Cell
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A Computational Approach for Model Update of an LS-DYNA Energy-Absorbing Cell

机译:LS-DYNA能量吸收池模型更新的计算方法

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摘要

NASA and its contractors are working on structural concepts for absorbing impact energy of aerospace vehicles. Recently, concepts in the form of multicell honeycomb-like structures designed to crush under load have been investigated for both space and aeronautics applications. Efforts to understand these concepts are progressing from tests of individual cells to tests of systems with hundreds of cells. Because of fabrication irregularities, geometry irregularities, and material properties uncertainties, the problem of reconciling analytical models, in particular LS-DYNA models, with experimental data is a challenge. A first look at the correlation results between single cell load/deflection data with LS-DYNA predictions showed problems, which prompted additional work in this area. This paper describes a computational approach that uses analysis of variance, deterministic sampling techniques, response surface modeling, and genetic optimization to reconcile test with analysis results. Analysis of variance provides a screening technique for selection of critical parameters used when reconciling test with analysis. In this study, complete ignorance of the parameter distribution is assumed and, therefore, the value of any parameter within the range that is computed using the optimization procedure is considered to be equally likely. Mean values from tests are matched against LS-DYNA solutions by minimizing the square error using a genetic optimization. The paper presents the computational methodology along with results obtained using this approach.
机译:NASA及其承包商正在研究吸收航空航天器撞击能量的结构概念。近来,已经研究了设计用于在载荷下压溃的多单元蜂窝状结构形式的概念,以用于太空和航空应用。从单个单元的测试到具有数百个单元的系统的测试,正在逐步理解这些概念。由于制造不规则,几何不规则和材料特性不确定性,将分析模型(尤其是LS-DYNA模型)与实验数据进行协调的问题是一个挑战。首先看一下单细胞载荷/挠度数据与LS-DYNA预测之间的相关性结果显示出问题,这促使在这一领域进行更多工作。本文介绍了一种计算方法,该方法使用方差分析,确定性采样技术,响应面建模和遗传优化来使测试与分析结果一致。方差分析提供了一种筛选技术,用于选择将测试与分析协调一致时使用的关键参数。在这项研究中,假设完全忽略了参数分布,因此,使用优化程序计算的范围内的任何参数的值都被认为具有同等可能性。通过使用遗传优化使平方误差最小化,将测试的平均值与LS-DYNA解决方案进行匹配。本文介绍了计算方法以及使用此方法获得的结果。

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