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分子法拉第磁光效应磁强计原理研究 被引量:1

Study on the Principle of a Molecular Magnetometer Based on the Faraday Magneto-optical Effect of NO_2
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摘要 基于NO2 气体分子的法拉第磁光效应 ,采用磁旋转光谱技术 ,理论分析并实验测量了磁光信号对直流磁场的线性依赖关系。结合早先的磁光信号与交流磁场的线性关系[2 ] ,阐述了一种新型分子法拉第磁光效应磁强计的原理 ,预期其可以对 5 μT~ 10 0mT、DC~ Using magnetic rotation spectroscopy,the linear dependence of magneto optical signal on the DC magnetic field strength was analyzed both theoretically and experimentally based on the Faraday magneto optical effect of gaseous NO 2.Therefore,Combining with earlier result of the linear dependence of magneto optical signal on the ac magnetic field strength ,a molecular Faraday magneto optical effect magnetometer,which can measure a magnetic field ranging from 5 μT to 100 mT and from DC to 1 MHz relatively,was presented in principle.
出处 《仪器仪表学报》 EI CAS CSCD 北大核心 2002年第4期391-394,共4页 Chinese Journal of Scientific Instrument
关键词 磁强计 法拉第磁光效应 磁光信号 交流磁场 Magnetometer Faraday magneto optical effect
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  • 1程玉华,周肇飞,蔡鹏,尹伯彪.法拉第磁光效应在可视化涡流检测中的应用[J].激光技术,2007,31(1):22-24. 被引量:4
  • 2Jamon D, Donatini F, Siblini A, et al. Experimental investigation. on the magneto-optic effects of ferrofluids via dynamic measurements[J]. Journal of Magnetism and Magnetic Materials, 2009,321 : 1148-1154.
  • 3Yashchuk V V, Budker D, Davis J R. Laser frequency stabilization using linear magneto-opties[J]. Review of Scientific Instruments, 2000,71 (2) : 341-346.
  • 4Giannini R, Breschi E, Affolderbach C, et al. Sub-Doppler diode laser frequency stabilization with DAVLL scheme on the D1 line of a 87Rb vapor-cell[J]. SHE , 2006,6604.
  • 5Budker D, Gawlik W, Kimball D F, et al. Resonant nonlinear magneto-optical effects in atomics[J]. Review of modern Physics,2002,74(4) ,1153-1196.
  • 6Andalkar A. Spontaneous spin polarization and hysteresis in cesium vapor pumped by linearly polarized light:an experimental, theoretical and computational study[D]. Washinngton: University of Washinngton, 2001:22-23.
  • 7康崇,吕文磊,欧阳鸿,黄宗军,董云吉.光学电流互感器中线性双折射与法拉第效应的分离检测[J].光学学报,2008,28(1):163-168. 被引量:20
  • 8常悦,钱小陵.光偏振的微小旋转角的测量技术[J].量子电子学报,1999,16(4):375-379. 被引量:10

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