Dynamics of solidification and microstructure evolution in undercooled Co-Cu-alloys with metastable miscibility gap

被引:0
|
作者
Kolbe, M [1 ]
Cao, CD [1 ]
Galenko, PK [1 ]
Fransaer, J [1 ]
Herlach, DM [1 ]
机构
[1] DLR, German Aerosp Ctr, Inst Space Simulat, D-51170 Cologne, Germany
来源
FUNDAMENTALS OF ADVANCED MATERIALS FOR ENERGY CONVERSION | 2002年
关键词
D O I
暂无
中图分类号
TE [石油、天然气工业]; TK [能源与动力工程];
学科分类号
0807 ; 0820 ;
摘要
Co-Cu exhibits a metastable miscibility gap in the region of the undercooled melt. Specimens have been undercooled and solidified containerlessly into the metastable miscibility gap in an electromagnetic levitation facility (EML) and in drop tube (DT) experiments. Due to the high undercooling the velocity of the solidification front is very high and the microstructure is frozen in instantaneously. The microstructure of samples processed in the EML is influenced by the electromagnetic stirring due to the induction of electrical currents into the melt. A variety of microstructures has been observed. After undercooling below the binodal the liquid melt separates into the Co-rich L1-phase and the Cu-rich L2-phase. Two basic morphologies of the L1-phase can be observed, they can be attributed to the transition in dendrite growth from diffusionally and thermally controlled to only thermally controlled growth. Transient microstructures are observed after solidification in the vicinity of the binodal. Drop tube experiments, which lead to a rapid solidification of a distribution of droplets under reduced gravity conditions, in contrary allow for the observation of the early stages of demixing: the microstructure shows a homogeneous distribution of spherical particles of the n-ltinority phase in the droplets. The cooling rate of the droplets and its dependence on the droplet radius has been calculated. The solidification velocity as a function of undercooling has been measured in the EML for the composition Co-18.8at%Cu. The data are analysed in the framework of the LKT/BCT model with a velocity-dependent distribution coefficient as well as within a model of Galenko and Danilov using a kinetic growth coefficient of mu=0.22 m/Ks.
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页码:539 / 553
页数:5
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