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Galfenol悬臂梁磁致伸缩式旋转电机设计及有限元分析 被引量:1

Design and finite element analysis of Galfenol cantilever beam driven by magnetostrictive rotary motor
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摘要 针对压电式惯性冲击旋转驱动器在转速和负载方面的不足,利用Galfenol材料作为驱动源,设计了一种Galfenol悬臂梁磁致伸缩式旋转电机。该旋转电机基于惯性冲击的原理工作,在2种不同的锯齿波电信号的驱动下,可以实现双向旋转,具有响应快、转速快、负载能力强等优点。设计了Galfenol悬臂梁磁致伸缩式旋转电机的结构,采用有限元的方法对该电机的主要部分Galfenol悬臂梁,进行了有限元分析。结果表明当质量块的重量为1 N时,Galfenol悬臂梁可以驱动其移动0.05 mm。 There are such shortages as low speed and insufficient load in the inertial rotary piezoelectric actuator.Using Galfenol material as the driving source,a Galfenol cantilever beam driven by magnetostrictive rotary motor was designed,and it is based on the principle of drive impact.Driven by the electrical signals of two different sawtooth waves,the newly designed rotary motor can achieve such advantages as fast response,fast rotation speed,and strong load capacity.The structure of the Galfenol cantilever beam driven by magnetostrictive rotary motor was designed in the paper,and finite element analysis method was utilized to analyze the Galfenol cantilever beam.The results suggest that Galfenol cantilever beam can drive the mass to move 0.05 mm when its weight is 1 N.
作者 苑庆杰 卢全国 曹清华 YUAN Qingjie;LU Quanguo;CAO Qinghua(Jiangxi Province Key Laboratory of Precision Drive & Control,Nanchang Institute of Technology,Nanchang 330099,China)
出处 《南昌工程学院学报》 CAS 2018年第4期80-82,95,共4页 Journal of Nanchang Institute of Technology
基金 江西省高校科技落地计划项目(KJLD14094)
关键词 GALFENOL 惯性冲击 设计 有限元分析 Galfenol impact drive design finite element analysis
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  • 1刘品宽,孙立宁,刘涛,吴善强.惯性冲击式运动原理的理论分析与仿真[J].中国机械工程,2004,15(24):2217-2221. 被引量:13
  • 2张宏壮,程光明,赵宏伟,曾平,杨志刚.压电双晶片型二维惯性冲击式精密驱动器[J].吉林大学学报(工学版),2006,36(1):67-71. 被引量:11
  • 3Clark A E, Marilyn W F, Restorff J B, et al. Magnetostrictive Properties of Galfenol Alloys under Compressive Stress [J].Materials Transactions, 2002, 43(5): 881-886.
  • 4Kellogg R A, Flatau A B. Texture and Grain Morphology Dependencies of Saturation Magnetostriction in Rolled Polycrystalline Fe83GalT[J].J. of Appl. Phys., 2003, 93(10):8495-8497.
  • 5Kellogg R A, Flatau A B. Temperature and Stress Dependencies of the Magnetic and Magnetostrictive Properties of Fe0.81Ga0.19 [J]. J. of Appl. Phys., 2002, 91(10): 7821-7823.
  • 6Kellogg R A. Development and Modeling of Iron- gallium Alloy[D]. Ames,Iowa:Iowa State University, 2003.
  • 7Slaughter J, Summer E, Snodgrass J, et al. Comparison of Transduction Behavior of Polycrystalline Gallium-iron Alloys and Terfenol- D[C]//Proceedings of SPIE-the International Society for Optical Engineering. San Diego: SPIE, 2004: 260- 267.
  • 8Suzuki T, Matsumoto E. Magnetoelastic Behavior of Ferromagnetic Materials Using Stress Dependent Preisach Model Based on Continuum Theory[J].Internationla Journal of Applied Electromagnetics and Mechanics, 2004, 19(1): 485-489.
  • 9Jiles D. Introduction to Magnetism and Magnetic Materials[M]. London: Chapman and Hall, 1995.
  • 10Dapino M J, Smith R C, Flatau A B. Structural Magnetic Strain Model for Magnetostrictive Trans- ducers[J]. IEEE Transactions on Magnetics, 2000, 36(3) : 545-556.

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