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首页> 外文期刊>IEEE Transactions on Magnetics >AC Magnetic Nanothermometry: An Investigation of the Influence of Size Distribution of Magnetic Nanoparticles
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AC Magnetic Nanothermometry: An Investigation of the Influence of Size Distribution of Magnetic Nanoparticles

机译:交流磁纳米测温法:磁性纳米粒子尺寸分布的影响研究

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摘要

In this paper, we investigate the influence of the size distribution of magnetic nanoparticles (MNPs) on the magnetic signal and mathematical model of ac magnetic nanothermometry (MNTM). Based on the Taylor expansion of the Langevin function, two novel and real-time temperature estimation models that consider the size distribution of MNPs are proposed. These models use the summation and ratio of odd-harmonic amplitudes of signal induced by MNPs in the differential pick-up coil, respectively. The simulation results show that there is a large difference between the harmonic amplitudes of monosized and multisized MNPs. The experiments are performed under low-frequency (117 Hz) and weak (30 Oe) sinusoidal ac magnetic field. Therefore, the influence of magnetic relaxations and truncation error on MNTM can be ignored. Experimental results show that the maximum temperature estimation error of model I is about 0.63 K with a standard deviation of 0.21 K, whereas that of model II is about 0.60 K with a standard deviation of 0.32 K in the measurement time of 1 s. In addition, the problem of relative temperature sensitivity and noise for these two models are discussed.
机译:在本文中,我们研究了磁性纳米粒子(MNP)的尺寸分布对磁信号的影响以及ac磁性纳米温度计(MNTM)的数学模型。基于Langevin函数的泰勒展开,提出了两种新颖且实时的考虑MNP尺寸分布的温度估算模型。这些模型分别使用由差分拾波线圈中的MNP感应出的信号的奇次谐波幅度的总和和比率。仿真结果表明,单尺寸和多尺寸MNPs的谐波幅度之间存在较大差异。实验是在低频(117 Hz)和弱(30 Oe)正弦交流磁场下进行的。因此,可以忽略磁弛豫和截断误差对MNTM的影响。实验结果表明,在1 s的测量时间内,模型I的最大温度估算误差约为0.63 K,标准偏差为0.21 K,而模型II的最大温度估算误差为0.60 K,标准偏差为0.32K。此外,还讨论了这两个模型的相对温度敏感性和噪声问题。

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