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采用分离式 Hopkinson 压杆验证材料模型。

Using the split Hopkinson pressure bar to validate material models.

机构信息

QinetiQ, Fort Halstead, Sevenoaks, Kent TN14 7BP, UK

QinetiQ, Fort Halstead, Sevenoaks, Kent TN14 7BP, UK.

出版信息

Philos Trans A Math Phys Eng Sci. 2014 Aug 28;372(2023):20130294. doi: 10.1098/rsta.2013.0294.

Abstract

This paper gives a discussion of the use of the split-Hopkinson bar with particular reference to the requirements of materials modelling at QinetiQ. This is to deploy validated material models for numerical simulations that are physically based and have as little characterization overhead as possible. In order to have confidence that the models have a wide range of applicability, this means, at most, characterizing the models at low rate and then validating them at high rate. The split Hopkinson pressure bar (SHPB) is ideal for this purpose. It is also a very useful tool for analysing material behaviour under non-shock wave loading. This means understanding the output of the test and developing techniques for reliable comparison of simulations with SHPB data. For materials other than metals comparison with an output stress v strain curve is not sufficient as the assumptions built into the classical analysis are generally violated. The method described in this paper compares the simulations with as much validation data as can be derived from deployed instrumentation including the raw strain gauge data on the input and output bars, which avoids any assumptions about stress equilibrium. One has to take into account Pochhammer-Chree oscillations and their effect on the specimen and recognize that this is itself also a valuable validation test of the material model.

摘要

本文讨论了分裂 Hopkinson 压杆的使用,特别是在 QinetiQ 对材料建模的要求方面。这是为了部署经过验证的基于物理的数值模拟材料模型,并且尽可能减少特征描述的开销。为了有信心模型具有广泛的适用性,这意味着最多在低速率下对模型进行特征描述,然后在高速率下对其进行验证。分裂 Hopkinson 压杆 (SHPB) 非常适合于此目的。它也是分析非冲击波加载下材料行为的非常有用的工具。这意味着需要理解测试的输出,并开发用于可靠比较 SHPB 数据与模拟结果的技术。对于除金属以外的材料,与输出的应力-应变曲线进行比较是不够的,因为经典分析中内置的假设通常会被违反。本文所描述的方法将模拟与尽可能多的从已部署的仪器中得出的验证数据进行比较,包括输入和输出杆上的原始应变计数据,这避免了任何关于应力平衡的假设。人们必须考虑到 Pochhammer-Chree 振动及其对试样的影响,并认识到这本身也是对材料模型的有价值的验证测试。

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引用本文的文献

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