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Temperature dependence of magnetic anisotropy constant in cobalt ferrite nanoparticles

机译:钴铁氧体纳米粒子中磁各向异性常数的温度依赖性

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摘要

The temperature dependence of the effective magnetic anisotropy constant K(T) of CoFe_2O_4 nanoparticles is obtained based on the SQUID magnetometry measurements and Mossbauer spectroscopy. The variation of the blocking temperature T_B as a function of particle radius r is first determined by associating the particle size distribution and the anisotropy energy barrier distribution deduced from the hysteresis curve and the magnetization decay curve, respectively. Finally, the magnetic anisotropy constant at each temperature is calculated from the relation between r and T_B. The resultant effective magnetic anisotropy constant K(T) decreases markedly with increasing temperature from 1.1 × 10~7 J/m~3 at 5 K to 0.6 × 10~5 J/m~3 at 280 K. The attempt time τ_0 is also determined to be 6.1 × 10~(-12) s which together with the K(T) best explains the temperature dependence of superparamagnetic fraction in Mossbauer spectra.
机译:基于SQUID磁力测量和莫斯鲍尔光谱,获得了CoFe_2O_4纳米颗粒的有效磁各向异性常数K(T)的温度依赖性。首先通过分别关联由磁滞曲线和磁化衰减曲线推导的粒径分布和各向异性能垒分布,来确定阻挡温度T_B随粒径r的变化。最后,根据r和T_B之间的关系计算出每个温度下的磁各向异性常数。随着温度的升高,合成的有效磁各向异性常数K(T)从5 K时的1.1×10〜7 J / m〜3升高到280 K时的0.6×10〜5 J / m〜3。尝试时间τ_0也为确定为6.1×10〜(-12)s,它与K(T)一起最好地解释了Mossbauer光谱中超顺磁性成分的温度依赖性。

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