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Quantitative crystallization and nano-grain size distribution studies of a FeCuNbSiB nanocrystalline alloy

机译:Fecunbsib纳米晶合金的定量结晶和纳米粒度分布研究

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Superior soft magnetic properties of nanocrystalline two-phase FeCuNbSiB alloy can only be attainable from a suitably nano-crystallized structure in the amorphous matrix. In this study a thermal-cycling-annealing process was adopted to anneal theamorphous specimens. The crystallization fraction of Fe{sub}73.5Cu{sub}1Nb{sub}3Si{sub}13.5B{sub}9 ribbons after different annealing was quantitatively measured by a DTA method through the integrated crystallization enthalpy from annealed samples versusthat of as-cast amorphous specimen. The crystallization fraction was estimated to be 70% as the specimen was annealed for 550°C×7.63 ks, the optimal annealing condition. Using this method, the crystallization quantity of the crystallized FeCuNbSiBamorphous alloy was accurately estimated and controlled during nano-crystallization processes.The nanostructure of the annealed flake were investigated by high resolution TEM. The population of grain size is dominant in the range of 3-9 and 3-11 nm, corresponding to isothermal annealing at 520 and 550°C, respectively, for 910 s. The average grainsize associated with the above two annealing conditions is estimated to be 7 and 8.5 nm, respectively. The portion of nanocrystals with grain size smaller than 10 nm is about 80% for the annealing at 520°C×910 s and 72% for the annealing at 550°C×910 s, respectively. However, there is only one α-Fe(Si) phase evidenced in the TEM diffraction patterns.
机译:纳米晶体的优异软磁特性仅可从非晶基质中的适当纳米结晶的结构可达到纳米晶的两相Fecunbsib合金。在该研究中,采用了热循环退火过程来退火灭活样品。 Fe {sub} 73.5cu {sub} 1nb {sub} 3si {sub} 13.5b {sub} 13.5b {sub} 33.5b {sub} 9 raybons在不同退火之后通过DTA方法通过来自退火样品的综合结晶焓来定量测量。铸造无定形样品。当样品退火550℃×7.63ks时,结晶级分估计为70%,最佳退火条件。使用该方法,在纳米结晶过程中精确地估计结晶的FecunBSibOrphous合金的结晶量并控制。通过高分辨率温度研究退火片的纳米结构。晶粒尺寸的群体在3-9和3-11nm的范围内,对应于520和550℃的等温退火,910 s。与上述两个退火条件相关的平均谷物分别估计为7和8.5nm。具有小于10nm的粒径小于10nm的纳米晶体的部分为在520℃×910s处的退火和72%,分别在550℃×910s处的退火。然而,在TEM衍射图案中只有一个α-Fe(Si)相位可以证明。

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