布里渊函数和朗之万函数
磁化
超顺磁性
凝聚态物理
物理
磁化动力学
磁性纳米粒子
单一领域
磁粉探伤
背景(考古学)
谐波
磁畴
核磁共振
材料科学
磁场
纳米颗粒
量子力学
古生物学
电压
生物
作者
Thilo Wawrzik,Takashi Yoshida,Meinhard Schilling,Frank Ludwig
标识
DOI:10.1109/tmag.2014.2332371
摘要
Signal generation in magnetic particle imaging and magnetic particle spectroscopy is generally described via the Langevin function of superparamagnetism. To include the magnetization dynamics, the Langevin function is augmented with a frequency-dependent term derived from the linear Debye model. Here, we extend that expression to cover the dynamics of higher harmonics, where each harmonic is multiplied with a complex-valued weighting factor, obtaining a frequency-domain model for application in the context of viscosity-/binding-dependent magnetic particle spectroscopy measurements.
科研通智能强力驱动
Strongly Powered by AbleSci AI