Fe_(25)Co_(25)Ni_(25)Cr_5P_(10)B_(10)高熵块体非晶态合金磁热效应的研究
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  • 英文篇名:Study on magnetocaloric effect of Fe_(25)Co_(25)Ni_(25)Cr_5P_(10)B_(10) high entropy bulk amorphous alloy
  • 作者:吴克楠 ; 刘丛 ; 李强 ; 霍军涛 ; 孙言飞
  • 英文作者:WU Kenan;LIU Cong;LI Qiang;HUO Juntao;SUN Yanfei;School of Physics Science and Technology, Xinjiang University;Ningbo Institute of Materials Technology & Engineering, Chinese Academy of Sciences;
  • 关键词:高熵块体非晶态合金 ; 磁热性能 ; 高熵效应
  • 英文关键词:high-entropy bulk metallic glasses;;magnetocaloric properties;;high-entropy effect
  • 中文刊名:GNCL
  • 英文刊名:Journal of Functional Materials
  • 机构:新疆大学物理科学与技术学院;中国科学院宁波材料技术与工程研究所;
  • 出版日期:2019-05-30
  • 出版单位:功能材料
  • 年:2019
  • 期:v.50;No.428
  • 基金:新疆维吾尔自治区自然科学基金资助项目(2016D01C025)
  • 语种:中文;
  • 页:GNCL201905015
  • 页数:5
  • CN:05
  • ISSN:50-1099/TH
  • 分类号:101-104+111
摘要
利用Fluxing提纯处理和J-Quenching技术相结合的方法成功制备了最大尺寸为1.2 mm的Fe_(25)Co_(25)-Ni_(25)Cr_5P_(10)B_(10)高熵块体非晶态合金,并对它的磁热性能进行的表征和研究,以探讨高熵效应对非晶态合金磁热性能的影响。目前的高熵块体非晶态合金的居里温度为572 K。在外加磁场为1.5和5 T时,它的最大等温磁熵变和制冷能力的值分别为0.66 J/(kg·K),42.9 J/kg和1.88 J/kg,136.1 J/(kg·K)。与其它非晶态合金磁热性能的对比显示,高熵效应对非晶态合金磁熵变似乎并没有明显影响,但高熵非晶态合金磁熵变随温度变化曲线显示了较大的半高宽温度区间。
        In this work, Fe_(25)Co_(25)Ni_(25)Cr_5P_(10)B_(10) High-entropy bulk metallic glasses(HE-BMGs) with a maximum diameter of 1.2 mm were prepared by combination of fluxing treatment and J-quenching technique. Its magnetocaloric effect(MEC) has been investigated and the effect of high entropy on the magnetocaloric properties of amorphous alloys was studied. The Curie temperature of this HE-BMG was 572 K. The peak values of the magnetic entropy change and refrigerant capacity(RC) of the Fe_(25)Co_(25)Ni_(25)Cr_5P_(10)B_(10) HE-BMG were 0.66 J/(kg·K), 42.9 J/kg and 1.88 J/(kg·K), 136.1 J/kg, respectively, under the applied field of 1.5 and 5 T. Compared of the magnetocaloric properties with other amorphous alloys, the high entropy effect did not have obvious effect on the magnetic entropy change of HE-BMGs. However, the magnetic entropy change curves showed a larger full width at half maximum temperature(ΔT_(FWHM)).
引文
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