排序方式: 共有8条查询结果,搜索用时 15 毫秒
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利用纵向锰铜应力计,对于无氧铜(OFHC)进行了层裂实验,得到了典型的层裂信号;同时测量了试件中的纵向应力和横向应力,以直接确定材料的流动应力.采用构建的2种本构模型对无氧铜平面冲击波试验进行了数值模拟,比较并分析了相关的实验与理论计算结果. 相似文献
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基于Y/G及G/B为常数的假设,构建了高导无氧铜的七种高压与高应变率本构模型.对于高导无氧铜进行了平面冲击波试验,采用纵向与横向锰铜应力计记录了试件中的纵向与横向应力,从而得到了屈服应力历史.用所构建的七种本构模型进行了数值模拟,并与高导无氧铜的平面冲击波试验结果进行比较.结果表明,平面冲击波载荷下高导无氧铜的屈服强度对于压力、密度、温度以及塑性应变的依赖性是本构描述的关键.而由Hopkinson试验取得的高导无氧铜高应变率本构模型,并不适合描述平面冲击波载荷下的本构特性.
关键词:
本构模型
高导无氧铜
平面冲击波试验
锰铜应力计 相似文献
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A novel algorithm to analyze the dynamics of digital chaotic maps in finite-precision domain 下载免费PDF全文
Chunlei Fan 《中国物理 B》2023,32(1):10501-010501
Chaotic maps are widely used to design pseudo-random sequence generators, chaotic ciphers, and secure communication systems. Nevertheless, the dynamic characteristics of digital chaos in finite-precision domain must be degraded in varying degrees due to the limited calculation accuracy of hardware equipment. To assess the dynamic properties of digital chaos, we design a periodic cycle location algorithm (PCLA) from a new perspective to analyze the dynamic degradation of digital chaos. The PCLA can divide the state-mapping graph of digital chaos into several connected subgraphs for the purpose of locating all fixed points and periodic limit cycles contained in a digital chaotic map. To test the versatility and availability of our proposed algorithm, the periodic distribution and security of 1-D logistic maps and 2-D Baker maps are analyzed in detail. Moreover, this algorithm is helpful to the design of anti-degradation algorithms for digital chaotic dynamics. These related studies can promote the application of chaos in engineering practice. 相似文献
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