MPI动态Langevin方程的大尖解

D. A. Price, L. Croft, E. Saritas, P. Goodwill, S. Conolly
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引用次数: 0

摘要

在这里,我们发现具有磁粘性松弛的朗之万方程的大角度物理模型与磁场中动态粒子行为的蒙特卡罗模拟结果非常吻合。此外,该模型预测的磁粘性弛豫时间常数与实验数据吻合较好。这样一个描述磁粘性松弛效应的模型是很重要的,因为它允许对磁激励强度、激励波形和纳米颗粒特性进行优化选择。此外,更好地理解磁粘性松弛可能允许选择从最终图像反卷积其影响,以实现提高空间分辨率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Large tip solution to dynamic Langevin equation for MPI
Here our large-angle physical model of the Langevin equation with magneto-viscous relaxation has been found to agree quite well with the results of a Monte Carlo simulation for dynamic particle behavior in a magnetic field. Furthermore, the magneto-viscous relaxation time constant predicted through this model has been shown to agree with experimental data. Such a model to describe magneto-viscous relaxation effects is important because it allows an optimized selection of magnetic excitation strengths, excitation waveform, and nanoparticle properties. Furthermore, a better understanding of magneto-viscous relaxation may allow the option of deconvolving its effect from the final image to achieve to improve spatial resolution.
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