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Energy release characteristics of PTFE/Al/TiH_(2) reactive jet with different TiH_2 content
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作者 chunlan jiang Jingbo Zhang +2 位作者 Rong Hu Liang Mao Ming Li 《Defence Technology(防务技术)》 SCIE EI CAS CSCD 2024年第9期168-176,共9页
Titanium hydride(TiH_(2)), a promising high-energy additive, is doped into PTFE/Al to optimize the energy output structure of the reactive jet and strive for better aftereffect damage ability to the target. Six types ... Titanium hydride(TiH_(2)), a promising high-energy additive, is doped into PTFE/Al to optimize the energy output structure of the reactive jet and strive for better aftereffect damage ability to the target. Six types of PTFE/Al/TiH_(2) reactive liners with different TiH_(2) content are prepared by the molding and sintering method. The energy release characteristics of PTFE/Al/TiH_(2) reactive jet are tested by the transient explosion energy test, and are characterized from pressure and temperature. The reaction delay time,pressure history, and temperature history of the energy release process are obtained, then the actual value of released energy and reaction efficiency of the reactive jet are calculated. The results show that the peak pressure and temperature of the PTFE/Al/TiH_(2) jet initially increase and then decrease with increasing TiH_(2) content. When the TiH_(2) content is 10%, the actual value of released energy and reaction efficiency increased by 24% and 6.4%, respectively, compared to the PTFE/Al jet. The reaction duration of the reactive material is significantly prolonged as the TiH_(2) content increased from 0% to 30%. Finally,combined with the energy release behaviors of PAT material and the dynamic deformation process of liner, the enhancement mechanism of TiH_(2) on energy release of the reactive jet is expounded. 展开更多
关键词 PTFE/Al/TiH_(2) Reactive materials Shaped charge Impact energy release characteristics
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Shock-induced chemical reaction characteristics of PTFE-Al-Bi_(2)O_(3)reactive materials
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作者 chunlan jiang Rong Hu +2 位作者 Jingbo Zhang Zaicheng Wang Liang Mao 《Defence Technology(防务技术)》 SCIE EI CAS CSCD 2024年第6期1-12,共12页
A ternary system of PTFE/Al/Bi_(2)O_(3)is constructed by incorporating PTFE-based reactive material and thermite for enhancing the energy release of the PTFE-based reactive material.The effects of Bi_(2)O_(3)in the PT... A ternary system of PTFE/Al/Bi_(2)O_(3)is constructed by incorporating PTFE-based reactive material and thermite for enhancing the energy release of the PTFE-based reactive material.The effects of Bi_(2)O_(3)in the PTFE/Al/Bi_(2)O_(3)on both mechanical properties and the energy release were investigated through various tests such as thermogravimetry-differential scanning calorimetry,adiabatic oxygen bomb test and split Hopkinson pressure bar test.The microstructure observed through scanning electron microscope and Xray diffraction results are used to analyze the ignition and reaction mechanism of PTFE/Al/Bi_(2)O_(3).The results indicate that the PTFE/Al/Bi_(2)O_(3)are capable of triggering the exothermic reaction of molten PTFE/Bi_(2)O_(3)and Al/Bi_(2)O_(3)over the PTFE/Al reactive materials,thereby promoting reactions.The excessive aluminum in the ternary system is beneficial for increasing energy release.The ignition of shock-induced chemical reactions in PTFE/Al/Bi_(2)O_(3)is closely related to the material fracture.The dominant mechanism for hot-spot generation under Split Hopkinson Pressure Bar test is the frictional temperature rise at the microcrack after failure. 展开更多
关键词 PTFE/Al/Bi_(2)O_(3) Shock-induced chemical reaction Energy release
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Advance in Operator Theory and Jiang's Seven Questions
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作者 chunlan jiang Yang Cao 《Communications in Mathematical Research》 CSCD 2023年第2期287-295,共9页
In this paper we review the seven questions posed by Professor Jiang Zejian and summarize the progress of them.Moreover,we introduce those applications of tools developed in studying Jiang's questions,especially i... In this paper we review the seven questions posed by Professor Jiang Zejian and summarize the progress of them.Moreover,we introduce those applications of tools developed in studying Jiang's questions,especially in dealing with the Halmos'third problem. 展开更多
关键词 BIR operator geometric operator Halmos'third question
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Ⅱ1型因子相关的两个算子理论问题
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作者 房军生 蒋春澜 石瑞 《中国科学:数学》 CSCD 北大核心 2023年第12期1621-1630,共10页
本文运用算子理论的技巧刻画Ⅱ1型因子中算子的一个特征,并给出任何因子中强可约算子稠密性的一种证明.
关键词 不可约算子 可约算子 (相对)强可约算子 von Neumann代数 因子 ‖·‖-范数稠密性
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Block maps and Fourier analysis 被引量:1
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作者 chunlan jiang Zhengwei Liu Jinsong Wu 《Science China Mathematics》 SCIE CSCD 2019年第8期1585-1614,共30页
We introduce block maps for subfactors and study their dynamic systems. We prove that the limit points of the dynamic system are positive multiples of biprojections and zero. For the Z2 case, the asymptotic phenomenon... We introduce block maps for subfactors and study their dynamic systems. We prove that the limit points of the dynamic system are positive multiples of biprojections and zero. For the Z2 case, the asymptotic phenomenon of the block map coincides with that of the 2 D Ising model. The study of block maps requires a further development of our recent work on the Fourier analysis of subfactors. We generalize the notion of sum set estimates in additive combinatorics for subfactors and prove the exact inverse sum set theorem. Using this new method, we characterize the extremal pairs of Young’s inequality for subfactors, as well as the extremal operators of the Hausdorff-Young inequality. 展开更多
关键词 SUBFACTORS FOURIER analysis planar ALGEBRAS BLOCK MAPS quantum GROUPS
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On the Decomposition Theorems for C^(*)-Algebras
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作者 chunlan jiang Liangqing LI Kun WANG 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2020年第6期829-860,共32页
Elliott dimension drop interval algebra is an important class among all C^*-algebras in the classification theory.Especially,they are building stones of AHD algebra and the latter contains all AH algebras with the ide... Elliott dimension drop interval algebra is an important class among all C^*-algebras in the classification theory.Especially,they are building stones of AHD algebra and the latter contains all AH algebras with the ideal property of no dimension growth.In this paper,the authors will show two decomposition theorems related to the Elliott dimension drop interval algebra.Their results are key steps in classifying all AH algebras with the ideal property of no dimension growth. 展开更多
关键词 C^(*)-algebra Elliott dimension drop interval algebra Decomposition theorem Spectral distribution property
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