Preparation of Flaky Hexagonal Nanoporous Au-Cu and Au Particles via Dealloying

被引:0
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作者
Jing Deng
Yuan-Yun Zhao
Yong Shen
Chuntao Chang
Qiang Li
机构
[1] Xinjiang University,School of Physics Science and Technology
[2] Dongguan University of Technology,Neutron Scattering Technical Engineering Research Center, School of Mechanical Engineering
[3] Dongguan University of Technology,Guangdong
[4] Chinese Academy of Sciences,Hong Kong
关键词
Metallic glasses; Mg-based alloys; Dealloying; Nanoporous particles; Mg-Au-Gd phase;
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学科分类号
摘要
Nanoporous metals have attracted significant attention owing to their excellent physical, chemical, and biological properties. However, preparing ultrafine nanoporous metal particles (1–5 μm) with specific geometries remains challenging. Herein, we report a simple strategy to prepare ultrafine flaky hexagonal nanoporous Au-Cu and Au particles via dealloying. Mg-based alloy ribbons with ultrafine flaky hexagonal Mg-Au(Cu)-Gd particles dispersed in a Mg-Cu(Au)-Gd metallic glassy matrix were prepared. The size and morphology of the precipitated flaky hexagonal Mg-Au(Cu)-Gd particles were controlled by the solidification process of a Mg61Cu21Au7Gd11 alloy melt. Ultrafine flaky hexagonal nanoporous Au-Cu particles (diagonal diameter 2.58 ± 0.44 μm, ligament size ~ 28 nm), Au-1 particles (diagonal diameter 2.38 ± 0.35 μm, ligament size ~ 83 nm) and Au-2 particles (diagonal diameter 2.39 ± 0.44 μm, ligament size ~ 66 nm) were prepared via ultrasonic-assisted dealloying of Mg61Cu21Au7Gd11 alloy ribbons in 0.25 M HCl/ethanol, 1 M HCl/ethanol and 0.25 M HNO3/ethanol solutions, respectively. The ultrafine flaky hexagonal nanoporous Au-Cu and Au particles with a large specific surface area have a uniform particle size and shape, implying that they possess adequate powder fluidity and excellent catalytic properties. Moreover, the formation mechanism of the MgAu(Cu)Gd phase in solidified Mg-Cu-Au-Gd alloys was discussed. This study provides a novel approach for synthesizing nanoporous metal particles with a specific geometry.
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页码:1777 / 1786
页数:9
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