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作 者:罗国强[1] 黄志宏 张睿智 孙一 张建[1] 沈强[1] LUO Guoqiang;HUANG Zhihong;ZHANG Ruizhi;SUN Yi;ZHANG Jian;SHEN Qiang(State Key Laboratory of Advanced Technology for Materials Synthesis and Processing,Wuhan University of Technology,Wuhan 430070,Hubei,China)
机构地区:[1]武汉理工大学材料复合新技术国家重点实验室,湖北武汉430070
出 处:《高压物理学报》2021年第1期26-36,共11页Chinese Journal of High Pressure Physics
基 金:国家自然科学基金重点项目(51932006);湖北省技术创新专项重大项目(2019AFA176)。
摘 要:基于熔融共混法,制备了一系列不同配比且随机分散的Cu/PMMA复合材料,重点研究了Cu颗粒含量对PMMA基体声速与冲击压缩行为的影响。超声测试结果表明,随着Cu颗粒含量的增加,声波的衰减使材料的横、纵波声速皆呈缓慢下降趋势,由此使体积声速亦呈减小趋势。基于平板撞击实验,获得了冲击压力在1.1~6.0 GPa范围内各复合材料的冲击波速度-粒子速度方程。Cu/PMMA复合材料声阻抗的升高使Hugoniot参数λ逐渐增大,而零压体积声速减小,与常压体积声速所表现出的变化趋势一致。结合已有的压力-粒子速度关系模型,对各材料的压力-粒子速度曲线进行了讨论。在此基础上,归纳出一种基于上述模型的用于预测金属粒子填充聚合物基复合材料压力-密度关系的可靠方法。In our work, a series of Cu/PMMA composites with different components were prepared using the melting blending method, in which particles are randomly dispersed in PMMA matrix without agglomeration. Then again study was conducted on the Cu particles content’s influence on the sound velocity and impact compression behavior of PMMA matrix. The ultrasonic test results show that with Cu particles content increasing, the sound wave attenuation makes a slow decreasing tendency of transversal and longitudinal sound velocities in material, which in turn decreases its bulk sound velocity. Based on the plate impact test, the shock wave velocity-particle velocity(D-u) equations of Cu/PMMA composites in the impact pressure range of 1.1–6.0 GPa were obtained. Owing to the increase of the acoustic impedance of Cu/PMMA composites, Hugoniot parameter shows an increase while the fitted zero-pressure sound velocity tends to decrease, which turns to be consistent with the variation of bulk sound velocity at atmospheric pressure. In addition, pressure-particle velocity(p-u) curves of the composites were discussed on the basis of the p-u model. And a reliable method was proposed to predict pressure-density(p-ρ) relationship of polymer matrix composites filled with metal particles.
关 键 词:冲击压缩 声速 冲击波速度-粒子速度方程 压力-密度关系
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