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首页> 外文期刊>粉体および粉末冶金 >The Cation Distribution and Magnetic Structure of Z-type Hexagonal Ferrite: Ba_3Co_(2-x)Fe_(24+x)O_(41) by Neutron Diffraction
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The Cation Distribution and Magnetic Structure of Z-type Hexagonal Ferrite: Ba_3Co_(2-x)Fe_(24+x)O_(41) by Neutron Diffraction

机译:Z型六角铁氧体Ba_3Co_(2-x)Fe_(24 + x)O_(41)的阳离子分布和磁结构的中子衍射

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摘要

The cation distribution and magnetic structure of the Z-type hexagonal ferrite with various compositions (x =0, 0.2, 0.4 in Ba_3Co_(2-x)Fe_(24+x)O_(41)) prepared under oxygen partial pressure, P_(o_2) =101.3 kPa, at 1573 K, were studied by neutron powder diffraction analysis (wave length of the neutron was 1.006A). To examine magnetic Bragg reflections, neutron diffraction patterns were measured within temperature range between 294 and 773 K for the sample with composition x = 0.4. Two significant reflections were observed at 2 theta = 11.5 and 13.5 deg in the pattern at 294K though no peaks at 773 K These magnetic reflections were observed for any other samples at 294 K. The peak at 2 theta = 11.5 deg corresponded to the magnetic reflections of (0010), (101) and (104) planes and the other at 13.5 deg the magnetic reflections of (0012) and (106) planes, respectively. The cation distribution for all the samples was determined by the Rietveld analysis of the neutron diffraction patterns measured at 294K. The preferential distributions of cobalt ions were found. Cobalt ions partially occupy 12k octahedral site at the boundary between S-block and T-block, 4e tetrahedral site in S-block, 2a octahedral site in T-block and 2c five fold (trigonal bypiramid) site in T-block for the sample of x = 0.
机译:在氧分压下P _ {(通过中子粉末衍射分析(中子的波长为1.006A)研究了在1573K下的o_2)= 101.3kPa。为了检查布拉格反射,在组成x = 0.4的样品中,在294至773 K的温度范围内测量了中子衍射图。在294K处的2θ= 11.5和13.5度处观察到两个明显的反射,尽管在773 K处没有峰。在294 K处观察到任何其他样品的磁反射。在2θ= 11.5度处的峰对应于磁反射(0010)平面,(101)平面和(104)平面分别具有(0012)平面和(106)平面的磁反射角分别为13.5度。通过对在294K下测得的中子衍射图进行Rietveld分析,确定所有样品的阳离子分布。发现了钴离子的优先分布。样品中钴离子部分占据了S-block和T-block边界处的12k八面体位点,S-block中的4e四面体位点,T-block中的2a八面体位点和T-block中2c的5倍(三角形棱锥)位点x = 0。

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