数值分析结果表明，利用磁致伸缩材料模型来解释悬臂铁磁板在横向磁场中的磁弹性屈曲问题是合理的。
The numerical analysis shows that it is reasonable to use magnetostrictive material model to analyze the magnetoelastic buckling of cantilevered ferromagnetic plates in transverse magnetic field.
基于磁致伸缩的概念，采用磁致伸缩应变模型，对横向磁场中铁磁体的磁弹性屈曲的临界磁场这一问题进行了研究。
Based on the idea of magnetic strain, the model of magnetic strain was used to analysis the magnetoelastic buckling of cantilevered ferromagnetic plate in transverse magnetic field.
利用磁畴理论和磁弹耦合理论，得出了地学尺度下包含磁致伸缩效应的弹性平衡方程。
Using the theories of magnetic domain and magneto-elastic coupling, obtains the elastic equilibrium equation containing magnetostrictive effect in the dimension of the earth science.
基于磁致伸缩模型，推导了用于磁弹性有限元分析的基本公式和理论，该模型有易于理解，推导简便，便于有限元实现的特点。
Based on a magnetic strain model, the basic equation of finite element method for magnetoelastic bucking analysis is derived in this paper.
基于磁致伸缩模型，推导了用于磁弹性有限元分析的基本公式和理论，该模型有易于理解，推导简便，便于有限元实现的特点。
Based on a magnetic strain model, the basic equation of finite element method for magnetoelastic bucking analysis is derived in this paper.
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