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脉冲X射线衍射法测量冲击加载下的晶格形变量
引用本文:唐波,黑东炜,马戈,夏惊涛,盛亮,魏福利,罗剑辉,李运良,谭书舜.脉冲X射线衍射法测量冲击加载下的晶格形变量[J].原子能科学技术,1959,56(10):2165-2171.
作者姓名:唐波  黑东炜  马戈  夏惊涛  盛亮  魏福利  罗剑辉  李运良  谭书舜
作者单位:强脉冲辐射环境模拟与效应国家重点实验室,西北核技术研究所,陕西 西安710024
摘    要:脉冲X射线衍射可实现冲击加载下材料晶格形变量的在线测量。在建立晶格形变量的脉冲X射线衍射测量模型的基础上,分析了撞击倾斜及晶体宏观位移对衍射测量结果的影响。确定了影响晶格形变量测量的晶体样品宏观位移及衍射峰读出等因素的不确定度来源,建立了各种因素综合影响下的不确定度分析方法。给出了轻气炮驱动的平面冲击加载实验中LiF(100)晶体的脉冲X射线衍射测量结果,实验获得了晶体处于3.65 GPa和2.33 GPa两个不同冲击压缩状态下的动态衍射峰。经计算得到的晶格形变量与材料宏观雨贡纽关系吻合,并从晶格层面上证实了LiF晶体在冲击塑性形变时晶格处于各向同性的压缩状态。

关 键 词:脉冲X射线    冲击加载    晶格形变    X射线衍射

Lattice Deformation Measurement under Shock Wave Loading by Pulsed X-ray Diffraction
TANG Bo,HEI Dongwei,MA Ge,XIA Jingtao,SHENG Liang,WEI Fuli,LUO Jianhui,LI Yunliang,TAN Shushun.Lattice Deformation Measurement under Shock Wave Loading by Pulsed X-ray Diffraction[J].Atomic Energy Science and Technology,1959,56(10):2165-2171.
Authors:TANG Bo  HEI Dongwei  MA Ge  XIA Jingtao  SHENG Liang  WEI Fuli  LUO Jianhui  LI Yunliang  TAN Shushun
Affiliation:State Key Laboratory of Intense Pulsed Radiation Simulation and Effect, Northwest Institute of Nuclear Technology, Xi’an 710024, China
Abstract:Shock of condensed matter is ubiquitous in nature, yet a full understanding of the response when shock waves propagate into solids is still lacking because of a lack of real-time microstructural data. Pulsed X-ray diffraction technique is being developed as a microscopic lattice diagnostic technique for shocked crystals, and it can provide transient information of lattice structure from the shock front. In this thesis, a pulsed X-ray diffraction measurement system was established by using a molybdenum-target miniaturized flash X-ray source with the half width of 25 ns and digital X-ray photography equipment. Real-time measurement of lattice response under one-dimensional strain loading was realized, and useful information for understanding the response of shocked solids was acquired using this system. The model of pulsed X-ray diffraction measurement of lattice deformation rate was established. The influence on X-ray diffraction measurement from impact tilt and translation of the crystal sample was analyzed and the quantitative data correction method was proposed. The uncertainty analysis method was implemented and uncertainty of lattice deformation rate including all kinds of uncertainty factors was obtained. The pulsed X-ray diffraction measurement system built was used to study the lattice response of shocked LiF single crystals under one-dimensional strain loading experiments based on the one-stage gas gun loading experimental platform. Single pulsed X-ray diffraction data from LiF single crystals were obtained when loading along the [100] direction. In the experiment, the initial input stress obtained in sample was 3.65 GPa. The reflected stress from the LiF/back-plane interface was reduced to 2.33 GPa. In the experimental data, two shocked diffraction peak has appeared. The experimental results show that reflected rarefaction wave was moving back through the LiF crystal during X ray exposure time. The LiF crystal ahead of the rarefaction wave front was in one shocked state, while the LiF crystal between the rarefaction wave front and the LiF/back plane interface was in another shocked state. Quantitative measurement of lattice deformation related to shock pressure (233 Gpa and 365 GPa) was achieved, and the lattice deformation results measured are in agreement with the calculated results from Hugoniot relation. The results reveal an isotropic compression of the unit cell in shocked plastic deformation of LiF(100). The present work has provides an effective means to study the microscopic lattice response under shock compression experiment. However, further work is needed when using diffraction methods to a broader range of problems. For example, time resolution can be enhanced with a brighter X-ray source, and continuum measurement can be conducted to accurate the relationship between the continuum response and microscopic lattice response.
Keywords:pulsed X-ray                                                                                                                        shock wave loading                                                                                                                        lattice deformation                                                                                                                        X-ray diffraction
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