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纳米磁粒子应用于非接触式温度测量的研究
引用本文:邢超,王帅,谢荣建,董德平. 纳米磁粒子应用于非接触式温度测量的研究[J]. 低温与超导, 2019, 47(5): 17-21
作者姓名:邢超  王帅  谢荣建  董德平
作者单位:中国科学院上海技术物理研究所,上海200083;中国科学院大学,北京100049;华中科技大学,武汉,430074;中国科学院上海技术物理研究所,上海,200083
摘    要:借助纳米磁粒子,通过测量其在不同温度下一、三次谐波幅值,使用郎之万函数达到求解温度的目的。首先对郎之万函数进行Taylor展开,进行简单的化简,然后根据正弦磁场下一、三次谐波的求解方式,把郎之万函数代入其中,构建温度和一、三次谐波幅值的函数关系。在较弱磁场的作用下,进行了三组实验,分别在-5℃~0℃、-15℃~0℃以及-25℃~0℃上进行实验研究。通过与光纤温度计测试结果的对比,发现这种方法在-25℃~0℃这个温度区间内可以实现精确温度测量,其误差为0.02 K~0.2 K。

关 键 词:温度测量  纳米磁粒子  郎之万函数

Research on application of magnetic nanoparticle to non-contact temperature measurement
Xing Chao,Wang Shuai,Xie Rongjian,Dong Deping. Research on application of magnetic nanoparticle to non-contact temperature measurement[J]. Cryogenics and Superconductivity, 2019, 47(5): 17-21
Authors:Xing Chao  Wang Shuai  Xie Rongjian  Dong Deping
Affiliation:(Shanghai Institute of Technical Physics, Chinese Academy of Science, Shanghai 200083 , China;Chinese Academy of Sciences University, Beijing 100049, China;Huazhong University of Science and Technology, Wuhan 430074, China)
Abstract:In this paper, the nanometer magnetic particles were used to measure the temperature of the next and third harmonics at different temperatures, and the Langevin function was used to solve the temperature. Firstly, Taylor expansion was performed on the Langevin function, and simple simplification was performed. Then, according to the way of solving the next and third harmonics of the sinusoidal magnetic field, the Langevin function was substituted into it to construct the function of temperature and first and third harmonic amplitude relationship. Under the action of weak magnetic field, three experiments were carried out in this paper, and the experimental research was carried out at -5 ℃~ 0 ℃,-15 ℃~ 0 ℃ and -25 ℃~ 0 ℃. By comparing with the test results of the fiber optic thermometer, it is found that this method can achieve accurate temperature measurement in the temperature range of-25 ° C ~ 0 ° C, the error is 0.02 K ~ 0.2 K.
Keywords:Temperature measurement  Magnetic nanoparticle  Langevin function
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