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Sintering behavior of Cr in different atmospheres and its effect on the microstructure and properties of copper-based composite materials 被引量:3
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作者 Ye Wang Qing-zhi Yan +3 位作者 Fei-fei Zhang Chang-chun Ge Xiao-lu Zhang hai-qin zhao 《International Journal of Minerals,Metallurgy and Materials》 SCIE EI CAS CSCD 2013年第12期1208-1213,共6页
Copper matrix composites consisting of chromium (Cr) or ferrochrome (Cr-Fe) as strengthening elements and molybdenum disulfide as a lubricant had been sintered in nitrogen and hydrogen atmosphere, respectively. Th... Copper matrix composites consisting of chromium (Cr) or ferrochrome (Cr-Fe) as strengthening elements and molybdenum disulfide as a lubricant had been sintered in nitrogen and hydrogen atmosphere, respectively. Their morphology and energy-dispersive X-ray spectrometry (EDS) analysis showed that serious interaction occurred between MoS2 and Cr (or Cr-Fe) particles when the samples were sintered in hydrogen atmosphere. Chromium sulfide compound (CrxSy) was formed as a reaction product, which decreased the density and strength of the composites remarkably. This interaction was inhibited when the samples were sintered in nitrogen atmosphere; thus, the mechanical properties of the composites were improved. 展开更多
关键词 metallic matrix composites microstructure mechanical properties CHROMIUM FERROCHROME sintering
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Traveling Fronts for a Time-periodic Population Model with Dispersal
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作者 hai-qin zhao 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2024年第4期1147-1154,共8页
In this paper,we study a class of time-periodic population model with dispersal.It is well known that the existence of the periodic traveling fronts has been established.However,the uniqueness and stability of such fr... In this paper,we study a class of time-periodic population model with dispersal.It is well known that the existence of the periodic traveling fronts has been established.However,the uniqueness and stability of such fronts remain unsolved.In this paper,we first prove the uniqueness of non-critical periodic traveling fronts.Then,we show that all non-critical periodic traveling fronts are exponentially asymptotically stable. 展开更多
关键词 periodic integro-differential equation time-periodic traveling front UNIQUENESS STABILITY
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