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1.
以Nd2Fe14B/αFe为例,采用立方体晶粒结构模型,研究了纳米复合永磁材料中不同磁性晶粒间的交换耦合相互作用和有效各向异性.纳米复合永磁材料的有效各向异性Keff等于软、硬磁性相各向异性的统计平均值,每个晶粒的各向异性由晶粒表面交换耦合部分和晶粒内部未交换耦合部分的各向异性共同确定.计算结果表明,软、硬磁性相晶粒尺寸分布显著地影响有效各向异性Keff的值.当软、硬磁性晶粒尺寸D相同时,Keff随晶粒尺寸和硬磁性相体积分数的降低而减小, 当D<20nm 时,K 关键词: 纳米复合永磁材料 交换耦合相互作用 有效各向异性 晶粒尺寸  相似文献   

2.
晶粒间界相对纳米Nd_2Fe_(14)B各向异性和矫顽力的影响   总被引:1,自引:0,他引:1  
本文采用立方晶粒结构模型研究了晶粒间界相对纳米硬磁材料各向异性和矫顽力的影响.结果表明:晶粒间界相减弱了交换耦合作用.当晶粒尺寸D为定值时,随着晶粒间界相厚度d的增加,晶粒平均各向异性单调增加,而材料的有效各向异性Keff、矫顽力单调减小.我们计算的矫顽力随晶粒尺寸的变化与相关理论和实验结果基本一致.  相似文献   

3.
以Nd_2Fe_(14)B/α-Fe纳米复合永磁材料为例,采用立方体晶粒结构模型,研究了单个晶粒中存在不同耦合状态时,有效各向异性随晶粒尺寸的变化关系.采用边界值不为零的变化函数研究了耦合部分各向异性随耦合长度的变化.计算结果表明:当两相耦合时,软磁晶粒的有效各向异性随晶粒尺寸的增加而减小,硬磁晶粒的有效各向异性随晶粒尺寸的增加而增加.对于存在软、硬两相的复合磁体,为保证较高的有效各向异性值,晶粒尺寸应保持在25nm左右.  相似文献   

4.
冯维存  高汝伟  李卫  韩广兵  孙艳 《中国物理》2005,14(8):1649-1652
本文采用统计平均方法研究了软、硬磁性晶粒尺寸及相分布对Nd2Fe14B/α-Fe纳米复合永磁材料矫顽力的影响。计算结果表明:对于单相纳米硬磁材料,磁体矫顽力随着硬磁性晶粒尺寸的减小而降低;对于软、硬两磁性相组成的Nd2Fe14B/a-Fe纳米复合永磁材料,两相的随机分布将导致磁体矫顽力随硬磁性晶粒尺寸的减小呈现极大值。本文的计算结果还表明当硬磁性晶粒尺寸大于软磁性晶粒的最佳尺寸时(15nm),具有多层膜结构的Nd2Fe14B/a-Fe纳米复合永磁材料将比两相随机分布时具有更大的矫顽力。  相似文献   

5.
孙艳 《计算物理》2012,29(3):449-452
研究纳米磁性材料晶粒间的交换耦合相互作用,提出适合各种耦合条件晶粒界面及表面处各向异性的表达式.结果表明:软、硬磁性相晶粒间的交换耦合相互作用降低了硬磁性相晶粒的各向异性,提高了软磁性相晶粒的各向异性.软硬磁性晶粒的平均各向异性先增加后减小,在某个晶粒尺寸值达到最大值,这种变化趋势与相关的理论及实验结果一致.硬硬磁性晶粒的平均各向异性随晶粒尺寸的变化趋势与相关的实验结果也一致.  相似文献   

6.
纳米晶复合永磁材料的交换耦合相互作用和磁性能   总被引:27,自引:0,他引:27  
本介绍了纳米磁性材料晶粒交换耦合相互作用的有关理论。采用不同模型讨论了晶粒交换耦合相互作用对纳米单相软磁材料、永磁材料及双相复合永磁材料磁性能的影响。简述了用δM(H)曲线和不可逆磁导率的变化研究晶粒交换耦合相互作用及反磁化过程的方法。讨论了合金分配比、添加元素、制备及热处理工艺对磁体硬磁性能的影响。从理论和实验两方面分析、研究了纳米复合永磁材料的反磁化过程和矫顽力机制。  相似文献   

7.
本文介绍了纳米磁性材料晶粒交换耦合相互作用的有关理论。采用不同模型讨论了晶粒交换耦合相互作用对纳米单相软磁材料、永磁材料及双相复合永磁材料磁性能的影响。简述了用δM(H)曲线和不可逆磁导率的变化研究晶粒交换耦合相互作用及反磁化过程的方法。讨论了合金成分配比、添加元素、制备及热处理工艺对磁体硬磁性能的影响。从理论和实验两方面分析、研究了纳米复合永磁材料的反磁化过程和矫顽力机制。  相似文献   

8.
本文就纳米复合永磁材料中软磁相被交换硬化问题,从一维模型和三维模拟计算进行了分析研究. 一维和三维各向异性样品研究表明,在相同微结构下,当硬磁相的各向异性降低时,除矫顽力降低外,在磁矩全部反转之前退磁曲线是一样的. 因此,硬磁相各向异性的降低不会导致最大磁能积(BH)max增大和剩磁增加. 对于三维各向同性样品的模拟计算表明,降低硬磁相的各向异性会使剩磁和(BH)max都明显降低. 因此,增强硬磁相的各向异性并增大硬磁相晶粒尺寸是提高 关键词: 纳米复合永磁 矫顽力 剩磁 磁能积  相似文献   

9.
纳米晶永磁Pr2Fe14B微磁学有限元法的模拟计算研究   总被引:5,自引:0,他引:5       下载免费PDF全文
根据实验数据,构造了接近实际纳米晶永磁Pr2Fe14B的样品,用微磁学有限元法进行了模拟计算.计算结果表明,晶界处各向异性的下降会导致矫顽力减小、剩磁值增大,而晶界处交换作用常数的减小则会使剩磁值减小、矫顽力增大.通过对实验样品的模拟研究发现,晶界处各向异性和交换作用常数的共同减小能够同时拟合出真实的矫顽力和剩磁值.模拟计算与实验在退磁曲线形状上的差距则说明模拟还存在不足. 关键词: 纳米晶永磁 磁滞回线 矫顽力 剩磁  相似文献   

10.
稀土永磁体即使内秉性质相同,但矫顽力可能相差很大.本文以Pr-Fe-B磁体为例,从热激活反磁化即反磁化临界过程探讨决定矫顽力的关键因素.Pr-Fe-B晶粒表层缺陷区与晶粒内部耦合推动反磁化畴形核从而去钉扎,晶粒表层缺陷区的各向异性对克服晶粒内部势垒具有贡献,因此反磁化形核场和矫顽力大大降低.由于晶粒表层缺陷区与晶粒内部耦合,在反磁化临界过程磁畴壁尺寸稍大于理论尺寸.具有软、硬磁相结构的Pr-Fe-B复合磁体,软、硬磁相晶粒之间交换耦合作用也会增大反磁化畴壁尺寸.软、硬磁交换耦合的能量对克服硬磁相晶粒内部各向异性势垒也会有贡献,这将进一步降低磁体矫顽力.添加Ti,Nb高熔点金属,复合磁体矫顽力显著提高.分析认为,这不仅仅是磁体晶粒尺寸减小的缘故.热激活尺寸减小说明磁畴壁中包含的硬磁相晶粒表层缺陷区尺寸减小,硬磁相表面和两相界面各向异性对克服硬磁相晶粒内部势垒的贡献减小,反磁化所需外磁场增大.  相似文献   

11.
The effect of exchange-coupling interaction on the effective anisotropy and its varying tendency in nanocrystalline single-phase NdFeB permanent magnetic material have been investigated. The results show that the exchange-coupling interaction between grains makes the effective anisotropy of material, Keff, decrease with the reduction of grain size. The variation of Keff is basically the same as that of coercivity. The decrease in effective anisotropy is the main reason of the reduction of coercivity for nanocrystalline single-phase NdFeB permanent magnetic material. In order to get high anisotropy and coercivity in nanocrystalline single-phase NdFeB permanent material, the grain size should be larger than 35 nm.  相似文献   

12.
黄阀  李宝河  杨涛  翟中海  朱逢吾 《物理学报》2005,54(4):1841-1846
采用磁控溅射法制备了性能优良的以Pt为缓冲层的[Co8585Cr1515/Pt]2020 多层膜,研究了溅射气压对[Co8585Cr1515/Pt]2020多层膜微结构和磁性的 影响.研究结果表明,Ar溅射气压对[Co8585Cr1515/Pt]2020多层膜的微结构 、垂直磁各向异性和矫顽力有重要的影响 关键词: 溅射气压 多层膜 垂直磁各向异性 有效磁各向异性常数  相似文献   

13.
The single-phase nanocrystalline FePt magnets composed of 343 irregular-shaped grains are built. The demagnetization curves are simulated by micromagnetic finite element method. The remanence, coercivity and maximum energy product of the magnets decrease with deteriorating grain alignment. The characteristics of variation of magnetic properties with the degree of orientation are closely related to the average grain size of nanocrystalline magnets. The contribution of intergrain exchange coupling (IGEC) to remanence enhancement is associated to the degree of orientation, and decreases with improved grain alignment. With decreasing grain size, coercivity increases for anisotropic nanocrystalline magnets, which is completely different from that of isotropic nanocrystalline magnets.  相似文献   

14.
CeCo5.4 ribbons have been prepared by melt spinning at wheel speeds v=5, 15, 25 and 35 m/s. The ribbons are essentially single 1:5 phase, and have significant crystallographic texture and magnetic anisotropy. The ribbon's longitudinal direction is easy direction, and normal to the ribbon plane direction is hard direction. For v=5 m/s [1 1 1]-axes of the grains near non-contact surface of the ribbon are normal to the ribbon plane. With increase of v, [1 1 0] and [2 0 0]-axes of the grains near non-contact surface rotate toward the normal direction and the c-axes parallel to the ribbon plane. The anisotropy increases up to v=25 m/s and then decreases. The grains near contact-wheel surface are randomly oriented for all v. The coercivity increases with increase of v due to decrease of the grain size. The values of coercivity are smaller in the easy direction and are larger in the hard direction, meaning that the coercivity mechanism is mainly characterized by domain wall pinning.  相似文献   

15.
Ni nanoparticles (~32 nm particle diameter) have been synthesized on the walls of microporous (~1 nm pore diameter) silica spheres (~2.6 μm sphere diameter) and characterised magnetically to potentially produce a new class of core (silica micro-spheres)-shell (nanometallic)-type nanocomposite material. These magnetic nanocomposite materials display a characteristic increase in coercivity with reducing temperature. The average particle size has been used to calculate the anisotropy constant for the system, K. The discussion postulates the potential mechanisms contributing to the difference between the calculated K value and the magnetocrystalline anisotropy constant of bulk Ni. Various factors such as surface anisotropy and interparticle interactions are discussed as possible contributing factors to the anisotropy values calculated in the paper.  相似文献   

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