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Fe-Cu-Nb-Si-B快淬带的组织、磁性及微区力学性能
作者姓名:包小倩  张真  高学绪
作者单位:北京科技大学新金属材料国家重点实验室, 北京 100083
摘    要:采用单辊熔体快淬法制备宽6~8mm、厚30~40μm的Fe78.3Cu0.6Nb2.6Si9.5B9合金薄带.其直流磁性能为:饱和磁感应强度Bs=1.06T,剩磁Br=0.39T,矫顽力Hc=3.53A/m,最大磁导率μm=2.43mH/m;交流磁性能为:铁损P0.5T/1kHz=22.2W/kg,P0.2T/100kHz=864W/kg,对应的有效磁导率μe分别为833和1225.场发射高分辨扫描电镜观察发现,不同工艺参数制备的快淬带因晶化程度不同,对应的断口形貌特点也不同,非晶相和纳米晶复合的合金带断口可见镜面区和雾状区、周期性褶皱、河流状花样等,而晶化接近完全的合金带呈沿晶断裂.纳米力学探针研究表明,非晶相和纳米晶复合的合金带的微区硬度和弹性模量低于晶化接近完全的合金带.基于Luborsky法,利用自行设计的装置测量断裂应变,对材料的韧性进行半定量分析. 

关 键 词:软磁材料    铁合金    力学性能    磁性能    显微组织    非晶相    纳米晶
收稿时间:2013-08-10

Microstructure,magnetic and micromechanical properties of Fe-Cu-Nb-Si-B melt-spun ribbons
Affiliation:State Key Laboratory for Advanced Metals and Materials, University of Science and Technology Beijing, Beijing 100083, China
Abstract:Fe78.3Cu0.6Nb2.6Si9.5B9 melt-spun ribbons of 6-8 mm in width and 30-40 μm in thickness were produced by using a single roller melt spinning technique machine. The melt-spun ribbons have the direct current (DC) magnetic properties of saturation flux Bs=1.06 T, remanence Br=0.39 T, coercivity Hc=3.53 A·m-1 and maximum permeability μm=2.43 mH·m-1 and the alternating current magnetic properties of core loss P0.5 T/1 kHz=22.2 W·kg-1, P0.2 T/100 kHz=864 W·kg-1 and corresponding efficient magnetic permeability μe=833 and 1225. Field emission high resolution scanning electron microscopy results indicate that the melt-spun ribbons prepared at different technical parameters show different crystallization degrees and fracture morphology characteristics. The fracture surface morphology of the amorphous-nanocrystallized ribbons is composed of a mirror zone, a mist zone, a hackle zone, and a river-pattern zone, while the crystallized ribbons exhibit intergranular embrittlement. The microhardness and elastic modulus of the amorphous-nanocrystallized ribbons measured with a nano-indenter probe are lower than those of the crystallized ribbons. The fracture toughness of the melt-spun ribbons was semi-quantitatively determined by using a self-designed gauge based on the Luborsky method. 
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