首页> 外文期刊>Journal of Applied Physics >Quasi-static major and minor strain-stress loops in textured polycrystalline Fe_(81.6)Ga_(18.4) Galfenol
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Quasi-static major and minor strain-stress loops in textured polycrystalline Fe_(81.6)Ga_(18.4) Galfenol

机译:Fe_(81.6)Ga_(18.4)Galfenol多晶多晶晶体中的准静态主应力和次应力应变环

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摘要

The AE effect (Young's modulus variation of magnetostrictive materials) is useful for tunable vibration absorption and stiffness control. The AE effect of iron-gallium (Galfenol) has not been fully characterized. In this study, major and minor strain-stress loops were measured under different bias magnetic fields in solid, research grade,〈100〉-oriented, highly-textured polycrystalline Fe_(81.6)Ga_(18.4) Galfenol. A 1 Hz, constant amplitude compressive stress was applied from -0.5 MPa to -63.3 MPa for major loop responses. Minor loops were generated by simultaneously applying a 4 Hz, 2.88 MPa amplitude sinusoidal stress and different bias stresses ranging from -5.7 MPa to -41.6 MPa in increments of about 7.2 MPa. Bias magnetic fields were applied in two ways, a constant field in the sample obtained using a proportional-integral (PI) controller and a constant current in the excitation coils. The AE effect was quantified from major and minor loop measurements. The maximum ΔE effect is 54.84% and 39.01% for constant field and constant current major loops, respectively. For constant field and constant current minor loops, the maximum ΔE effect is 37.90% and 27.46%, respectively. A laminated sample of the same material was tested under constant current conditions. The saturation modulus of this material is 59.54 GPa, or 82.65% of the solid rod's saturation modulus, due in part to the soft adhesive layers. The minimum modulus calculated from major loops is 36.31 GPa, which corresponds to a 39.02% AE effect. A new optimization procedure is presented on the basis of an existing discrete energy-averaged model to incorporate measurement uncertainties. The model was optimized to both major and minor loop data; model parameters with 95% confidence intervals are presented.
机译:AE效应(磁致伸缩材料的杨氏模量变化)可用于可调振动吸收和刚度控制。铁镓(加芬奴尼)的AE效应尚未完全表征。在这项研究中,在固态,研究等级,<100>取向,高结构化多晶Fe_(81.6)Ga_(18.4)Galfenol多固态偏磁磁场下,测量了主要和次要应变循环。从-0.5 MPa到-63.3 MPa施加1 Hz的恒定振幅压应力,以实现主要的环路响应。通过同时施加4 Hz,2.88 MPa振幅正弦应力和范围从-5.7 MPa到-41.6 MPa的不同偏置应力(约7.2 MPa的增量)来生成次回路。偏置磁场的施加方式有两种,一种是使用比例积分(PI)控制器获得的样品中的恒定磁场,另一种是励磁线圈中的恒定电流。通过主回路和次回路测量来量化AE效果。对于恒定磁场和恒定电流主回路,最大ΔE效应分别为54.84%和39.01%。对于恒定磁场和恒定电流次回路,最大ΔE效应分别为37.90%和27.46%。在恒流条件下测试了相同材料的层压样品。这种材料的饱和模量为59.54 GPa,或实心棒的饱和模量的82.65%,部分原因是由于柔软的粘合剂层。从主回路计算出的最小模量为36.31 GPa,相当于AE效应为39.02%。在现有的离散能量平均模型的基础上,提出了一种新的优化程序,以纳入测量不确定性。该模型针对主要和次要回路数据进行了优化。给出了具有95%置信区间的模型参数。

著录项

  • 来源
    《Journal of Applied Physics》 |2016年第24期|243901.1-243901.11|共11页
  • 作者单位

    Department of Mechanical and Aerospace Engineering, The Ohio State University, Columbus,Ohio 43210, USA;

    Universities Space Research Association, NASA Glenn Research Center, Cleveland, Ohio 44135, USA;

    Rotating and Drive Systems Branch, Materials and Structures Division, NASA Glenn Research Center,Cleveland, Ohio 44135, USA;

    Department of Mechanical and Aerospace Engineering, The Ohio State University, Columbus,Ohio 43210, USA;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);美国《生物学医学文摘》(MEDLINE);
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  • 正文语种 eng
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