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Simulation of Polarization of Surface Charges on a Spherical Particle in Alternating Electric Fields and in a Shearing Flow

机译:交替电场和剪切流动粒子粒子上表面电荷偏振的模拟

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The polarization of surface charges on a spherical particle in alternating electric fields is simulated using a random walk method. At low field strengths, the simulated polarization is in good agreement with the modified Maxwell-Wagner model. As the applied field increases, the polarization enters a non-linear region and becomes saturated. In a shear field, the polarization of the surface charges develops a perpendicular component relative to the applied electric field, and the polarization is elliptical in general. A resonance is seen when the spinning rate and the angular frequency of the applied field match. This agrees with earlier theoretical and experimental work by Block, et al. The interaction between two spinning particles and the locking of particle spinning due to the applied field is discussed.
机译:使用随机步行法模拟交替电场中的球形粒子上的表面电荷的偏振。在低场强度下,模拟偏振与改进的Maxwell-Wagner模型很好。随着所施加的场增加,偏振进入非线性区域并变得饱和。在剪切场中,表面电荷的偏振相对于施加的电场显影垂直分量,并且偏振通常是椭圆形。当纺丝率和应用场匹配的角度频率时,可以看到共振。这同意块,等人的早期理论和实验工作。讨论了两个纺纱颗粒之间的相互作用和由于所施加的场导致的颗粒纺丝的锁定。

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