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NUMERICAL ANALYSIS OF SURFACE OSCILLATION OF A LEVITATED DROPLET USING PARTICLE METHOD

机译:用粒子法对悬浮液滴表面振动的数值分析

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In this paper, the effect of the surface oscillations of a levitated droplet subject to electromagnetic and external forces, and modeled as a 3D mesh-free fluid particles system, is considered. The droplet was analyzed in a force field, which was derived from the magnetic field produced by the coil. The electromagnetic force was continuously updated with the shape and position change. To describe the fluid motion, the Navier-Stokes equations are discretized using the Moving Particle Semi-implicit (MPS) method. A numerical model based on MPS method was developed, the equations of motion were solved, the free surface of the droplet was approximated, the interface reconstructed and the oscillations frequency spectra analyzed. Two weight functions are considered and their performance compared in order to to improve the stability of MPS method.
机译:在本文中,考虑了悬浮液滴在电磁和外力作用下的表面振动效应,并被建模为无3D无网格流体粒子系统。在力场中分析了液滴,该力场是由线圈产生的磁场得出的。电磁力随着形状和位置的变化而不断更新。为了描述流体运动,使用运动粒子半隐式(MPS)方法离散化Navier-Stokes方程。建立了基于MPS方法的数值模型,求解了运动方程,近似了液滴的自由表面,重构了界面并分析了振动频谱。为了提高MPS方法的稳定性,考虑了两个权重函数并比较了它们的性能。

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