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arXiv 1702.02022cond-mat.mes-hallcond-mat.mtrl-sci
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磁纳米粒子热疗的巨自旋非线性响应理论:场依赖性研究

Giant-spin nonlinear response theory of magnetic nanoparticle hyperthermia: a field dependence study

Marcus S. Carrião, Victor R. R. Aquino, Gabriel T. Landi, Ediron L. Verde, Marcelo H. Sousa, Andris F. Bakuzis

摘要:

理解高场振幅电磁热损失现象是非常重要的,特别是在生物医学领域,因为热输送治疗计划可能依赖于仅在低场振幅下有效的分析模型。在这里,我们开发了一个非线性响应模型有效的单域纳米粒子的更大的颗粒尺寸和更高的场振幅相比,线性响应理论。得到了非线性磁化强度表达式和广义热损失功率方程,并与假设巨自旋假设的随机Landau-Lifshitz-Gilbert方程的精确解进行了比较.该模型是有效的热疗治疗窗口内,并预测最佳颗粒尺寸和不同的热损失场振幅指数的移位。实验热疗数据与不同的铁氧体基纳米粒子,以及三次谐波磁化数据支持的非线性模型,这也有影响的磁性粒子成像和磁测温。

英文摘要:

Understanding high-field amplitude electromagnetic heat loss phenomena is of great importance, in particular in the biomedical field, since the heat-delivery treatment plans might rely on analytical models that are only valid at low field amplitudes. Here, we develop a nonlinear response model valid for single- domain nanoparticles of larger particle sizes and higher field amplitudes in comparison to linear response theory. A nonlinear magnetization expression and a generalized heat loss power equation are obtained and compared with the exact solution of the stochastic Landau-Lifshitz-Gilbert equation assuming the giant-spin hypothesis. The model is valid within the hyperthermia therapeutic window and predicts a shift of optimum particle size and distinct heat loss field amplitude exponents. Experimental hyperthermia data with distinct ferrite-based nanoparticles, as well as third harmonic magnetization data supports the nonlinear model, which also has implications for magnetic particle imaging and magnetic thermometry.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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