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Analytical solutions of ac electrokinetics in interdigitated electrode arrays: Electric field, dielectrophoretic and traveling-wave dielectrophoretic forces

机译:交叉电极阵列中交流电动力学的解析解:电场,介电泳和行波介电泳力

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摘要

Analysis of the movement of particles in a nonuniform field requires accurate knowledge of the electric field distribution in the system. This paper describes a method for analytically solving the electric field distribution above interdigitated electrode arrays used for dielectrophoresis (DEP) and traveling wave dielectrophoresis (twDEP), using the Schwarz-Christoffel mapping method. The electric field solutions are used to calculate the dielectrophoretic force in both cases, and the traveling wave dielectrophoretic force and the electrorotational torque for the twDEP case. This method requires no approximations and can take into account the Neumann boundary condition used to represent an insulating lid and lower substrate. The analytical results of the electric field distributions are validated for different geometries by comparison with numerical simulations using the finite element method.
机译:分析非均匀场中粒子的运动需要准确了解系统中的电场分布。本文介绍了一种使用Schwarz-Christoffel映射方法来解析求解用于介电电泳(DEP)和行波介电电泳(twDEP)的叉指式电极阵列上方的电场分布的方法。在这两种情况下,均使用电场解来计算介电泳力,而在twDEP情况下,则使用行波介电泳力和电旋转转矩。该方法不需要近似值,并且可以考虑用于表示绝缘盖和下部基板的诺伊曼边界条件。通过与使用有限元方法进行的数值模拟比较,验证了不同几何形状的电场分布的分析结果。

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