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A 2D dynamic formulation for nonlinear finite element modelling of Terfenol-D rods

机译:Terfenol-D杆的非线性有限元建模的二维动力学公式

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This paper deals with the new giant magnetostrictive materials that have become available during the past years. They are based on alloys of rare earth element and iron, where the most common alloy, named Terfenol-D, has the composition Tb/sub 0.27-0.3/ Dy/sub 0.73-0.7/ Fe/sub 1.9-2.0/. These type of materials offer new possibilities for the development of new devices with high energy density, fast response and ultra-fine precision. So far these new materials have been used in such diverse applications as underwater sound transducers, linear and rotary motors, active vibration control, actuators, etc. The paper reports the development of a method for the design and analysis of devices based on giant magnetostrictive materials. A model for the simulation of the dynamic behaviour of the nonlinear magneto-elastic medium is presented. The coupled magnetic, magnetoelastic and mechanical equations that describe the magnetostrictive problem are solved by means of the finite element method. The nonlinear properties of the giant magnetostrictive materials, obtained from static material characterizations, are used as the numerical input to the simulation model by means of the thin sheets bending principle.
机译:本文讨论了在过去几年中出现的新型巨型磁致伸缩材料。它们基于稀土元素和铁的合金,其中最常见的合金称为Terfenol-D,其成分为Tb / sub 0.27-0.3 / Dy / sub 0.73-0.7 / Fe / sub 1.9-2.0 /。这类材料为开发具有高能量密度,快速响应和超精细精度的新设备提供了新的可能性。到目前为止,这些新材料已用于水下声换能器,线性和旋转电机,主动振动控制,执行器等各种应用中。本文报道了基于巨型磁致伸缩材料的设备设计和分析方法的发展。 。提出了一种模拟非线性磁弹性介质动力学行为的模型。通过有限元方法求解了描述磁致伸缩问题的耦合磁,磁弹性和机械方程。通过静态材料表征获得的巨磁致伸缩材料的非线性特性,通过薄板弯曲原理用作模拟模型的数值输入。

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