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首页> 外文期刊>Journal of Materials Engineering and Performance >An Improved Mechanical Material Model for Ballistic Soda-Lime Glass
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An Improved Mechanical Material Model for Ballistic Soda-Lime Glass

机译:弹道钠钙玻璃的一种改进的机械材料模型

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In our recent work (Grujicic et al., Int. J. Impact Eng., 2008), various open-literature experimental findings pertaining to the ballistic behavior of soda-lime glass were used to construct a simple, physically based, high strain rate, high-pressure, large-strain mechanical model for this material. The model was structured in such a way that it is suitable for direct incorporation into standard commercial transient non-linear dynamics finite element-based software packages like ANSYS/Autodyn (Century Dynamics Inc., 2007) or ABAQUS/Explicit (Dessault Systems, 2007). To validate the material model, a set of finite element analyses of the edge-on-impact tests was conducted and the results compared with their experimental counterparts obtained in the recent work of Strassburger et al. (Proceedings of the 23rd International Symposium on Ballistics, Spain, April 2007; Proceedings of the 22nd International Symposium on Ballistics, November 2005, Vancouver, Canada). In general, a good agreement was found between the computational and the experimental results relative to: (a) the front shapes and the propagation velocities of the longitudinal and transverse waves generated in the target during impact and (b) the front shapes and propagation velocities of a coherent-damage zone (a zone surrounding the projectile/target contact surface which contains numerous micron and submicron-size cracks). However, substantial computational analysis/experiment disagreements were found relative to the formation of crack centers, i.e. relative to the presence and distribution of isolated millimeter-size cracks nucleated ahead of the advancing coherent-damage zone front. In the present work, it was shown that these disagreements can be substantially reduced if the glass model (Grujicic et al., Int J. Impact Eng., 2008) is advanced to include a simple macrocracking algorithm based on the linear elastic fracture mechanics.
机译:在我们最近的工作中(Grujicic等人,Int。J. Impact Eng。,2008),与钠钙玻璃的弹道行为有关的各种开放文学实验发现被用于构建简单的,基于物理的,高应变率,该材料的高压,大应变力学模型。该模型的结构使其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(Century Dynamics Inc.,2007)或ABAQUS / Explicit(Dessault Systems,2007)。 )。为了验证材料模型,对冲击边缘进行了一组有限元分析,并将结果与​​Strassburger等人最近的工作中得到的实验结果进行了比较。 (第23届国际弹道学研讨会论文集,西班牙,2007年4月;第22届国际弹道学研讨会论文集,2005年11月,加拿大温哥华)。通常,在以下方面,在计算结果和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沿形状和传播速度,以及(b)前沿形状和传播速度相干损坏区域(围绕弹丸/目标接触表面的区域,其中包含许多微米和亚微米尺寸的裂纹)。但是,相对于裂纹中心的形成,即相对于前进的相干破坏区前沿成核的孤立的毫米级裂纹的存在和分布,发现了很大的计算分析/实验分歧。在目前的工作中,表明如果将玻璃模型(Grujicic等,Int J. Impact Eng。,2008)改进为包括基于线性弹性断裂力学的简单宏观裂纹算法,则可以大大减少这些分歧。

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