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Comparative Study on the Dynamics of Rotating Paramagnetic Particles Simulated by Particle Dynamics, Stokesian Dynamics and Lattice Boltzmann Methods

机译:粒子动力学,斯卡内斯动力学和晶格Boltzmann方法模拟旋转顺磁粒子动力学的比较研究

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Paramagnetic particles, when subjected to external unidirectional rotating magnetic fields, form chains which rotate along with the magnetic field. In this paper three simulation methods, namely particle dynamics (PD), Stokesian dynamics (SD) and Lattice Boltzmann (LB) methods, have been used to study the dynamics of these rotating chains. SD simulations with two different levels of approximations-additivity of forces (AF) and additivity of velocities (AV)-for hydrodynamic interactions have been carried out. The effect of hydrodynamic interactions between paramagnetic particles under the effect of a rotating magnetic field is analyzed by comparing the LB & SD simulations, which include hydrodynamic interactions, with PD simulations in which hydrodynamic interactions are neglected. It has been found that for macroscopically observable properties like average chain length as a function of Mason number (Ma), reasonable agreement is found between all the three methods. For microscopic properties like the force distribution on each particle along the chain, inclusion of hydrodynamic interaction becomes important to understand the underlying physics of chain formation. This has been validated by the fact that when the phase angle is calculated as a function of Ma using PD and SD simulations, PD simulations showed higher values compared to SD simulations at lower Ma. A comparison with experimental data showed SD method to be more accurate at low Ma. Further comparison between the two approximations of SD simulations revealed that the AF method reproduces hydrodynamic interactions more accurately.
机译:当受到外部单向旋转磁场时的顺磁颗粒,形成与磁场一起旋转的链条。本文三种仿真方法,即粒子动力学(PD),Stokesian Dynamics(SD)和格子Boltzmann(LB)方法,用于研究这些旋转链的动态。已经进行了具有两种不同近似 - 力(AF)和速度(AV)的增加速度(AV) - 用于流体动力学相互作用的SD仿真。通过比较包括流体动力相互作用的LB&SD仿真,分析了旋转磁场作用下顺磁场的流体动力相互作用的影响,其包括流体动力学相互作用,忽略了流体动力学相互作用的PD模拟。已经发现,对于像Mason Number(MA)的函数的平均链长等宏观观察属性,在所有三种方法之间都会找到合理的协议。对于沿着链条的每个颗粒上的力分布如力分布,包含流体动力学相互作用变得重要,以了解链形成的底层物理学。这已经被验证的事实是,当使用PD和SD模拟计算相位角作为MA的函数时,与下部MA的SD仿真相比,PD模拟显示出更高的值。与实验数据的比较显示SD方法在低MA时更准确。 SD仿真的两个近似之间的进一步比较显示,AF方法更准确地再现流体动力学相互作用。

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