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A Simple Ballistic Material Model For Soda-lime Glass

机译:苏打石灰玻璃的简单弹道材料模型

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摘要

Various open-literature experimental findings pertaining to the ballistic behavior of glass are used to construct a simple, physically based, high strain-rate, high-pressure, large-strain constitutive model for this material. The basic components of the model are constructed in such a way that the model is suitable for direct incorporation into standard commercial transient non-linear dynamics finite-element based software packages like ANSYS/Autodyn [ANSYS/Autodyn version 11.0, User documentation, Century Dynamics Inc. a subsidiary of ANSYS Inc.; 2007.] or ABAQUS/Explicit [ABAQUS version 6.7, User documentation, Dessault systems, 2007.]. To validate the material model, a set of finite element analyses of the Edge-on-Impact (EOI) tests is carried out and the results compared with their experimental counterparts obtained in the recent work of Strassburger et al. [Strassburger E, Patel P, McCauley JW, Kovalchick C, Ramesh KT, Templeton DW. High-speed transmission shadowgraphic and dynamic pho-toelasticity study of stress wave and impact damage propagation in transparent materials and laminates using the edge-on impact method. In: Proceedings of the twenty-third international symposium on ballistics. Spain: April 2007, and Strassburger E, Patel P, McCauley W, Templeton DW. Visualization of wave propagation and impact damage in a polycrystalline transparent ceramic-AlON. In: Proceedings of the twenty-second international symposium on ballistics. Vancouver, Canada: November 2005.]. Overall, a good agreement is found between the computational and the experimental results pertaining to: (a) the front-shapes and propagation velocities of the longitudinal and transverse waves generated in the target during impact; (b) the front-shapes and propagation velocities of the "coherent-damage" zone (a zone surrounding the projectile/target contact surface which consists of numerous micron- and sub-micron-size cracks); and (c) the formation of "crack centers", i.e. isolated cracks nucleated ahead of the advancing coherent-damage zone front. Relatively minor discrepancies between the computational and the experimental results are attributed to the effects of damage-promoting target-fixturing induced stresses and cutting/grinding-induced flaws located along the narrow faces of the target and the surrounding regions.
机译:关于玻璃弹道特性的各种开放文献的实验发现被用来为该材料构建简单的,基于物理的,高应变率,高压,大应变的本构模型。该模型的基本组件的构建方式使得该模型适合直接并入标准的基于瞬态非线性动力学的有限元软件包,例如ANSYS / Autodyn [ANSYS / Autodyn版本11.0,用户文档,Century Dynamics Inc.是ANSYS Inc.的子公司; 2007。]或ABAQUS / Explicit [ABAQUS版本6.7,用户文档,Dessault系统,2007年]。为了验证材料模型,对冲击边缘(EOI)测试进行了一组有限元分析,并将结果与​​Strassburger等人最近工作中获得的实验结果进行了比较。 [Strassburger E,Patel P,McCauley JW,Kovalchick C,Ramesh KT和Templeton DW。高速透射阴影法和动态光弹性研究了边缘冲击法在透明材料和层压板中应力波和冲击损伤传播的过程。在:第二十三届国际弹道学研讨会论文集。西班牙:2007年4月,以及Strassburger E,Patel P,McCauley W和Templeton DW。可视化多晶透明陶瓷AlON中的波传播和冲击破坏。于:第二十二届国际弹道研讨会论文集。加拿大温哥华:2005年11月。]。总体而言,在以下方面的计算结果与实验结果之间找到了很好的一致性:(a)撞击过程中目标产生的纵向和横向波的前部形状和传播速度; (b)“相干破坏”区(由许多微米和亚微米级裂纹组成的围绕弹丸/目标接触表面的区域)的前部形状和传播速度; (c)“裂缝中心”的形成,即孤立的裂缝在前进的相干损伤区前沿之前成核。计算结果和实验结果之间的相对较小差异归因于沿着目标和周围区域的狭窄面的,促进损伤的目标固定引起的应力和切削/研磨引起的缺陷的影响。

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