Gimsa Jan, Radai Michal M
Department of Biophysics, University of Rostock, Gertrudenstr. 11A, 18057 Rostock, Germany.
Independent Researcher, HaPrachim 19, Ra'anana 4339963, Israel.
Micromachines (Basel). 2023 Oct 31;14(11):2042. doi: 10.3390/mi14112042.
In two previous papers, we calculated the dielectrophoresis (DEP) force and corresponding trajectories of high- and low-conductance 200-µm 2D spheres in a square 1 × 1-mm chamber with plane-versus-pointed, plane-versus-plane and pointed-versus-pointed electrode configurations by applying the law of maximum entropy production (LMEP) to the system. Here, we complete these considerations for configurations with four-pointed electrodes centered on the chamber edges. The four electrodes were operated in either object-shift mode (two adjacent electrodes opposite the other two adjacent electrodes), DEP mode (one electrode versus the other three electrodes), or field-cage mode (two electrodes on opposite edges versus the two electrodes on the other two opposite edges). As in previous work, we have assumed DC properties for the object and the external media for simplicity. Nevertheless, every possible polarization ratio of the two media can be modeled this way. The trajectories of the spherical centers and the corresponding DEP forces were calculated from the gradients of the system's total energy dissipation, described by numerically-derived conductance fields. In each of the three drive modes, very high attractive and repulsive forces were found in front of pointed electrodes for the high and low-conductance spheres, respectively. The conductance fields predict bifurcation points, watersheds, and trajectories with multiple endpoints. The high and low-conductance spheres usually follow similar trajectories, albeit with reversed orientations. In DEP drive mode, the four-point electrode chamber provides a similar area for DEP measurements as the classical plane-versus-pointed electrode chamber.
在之前的两篇论文中,我们通过将最大熵产生定律(LMEP)应用于该系统,计算了在边长为1×1毫米的方形腔室中,采用平面与尖端、平面与平面以及尖端与尖端电极配置时,高电导率和低电导率的200微米二维球体的介电泳(DEP)力及相应轨迹。在此,我们针对以腔室边缘为中心的四点电极配置完成这些考量。这四个电极以物体移动模式(两个相邻电极与另外两个相邻电极相对)、DEP模式(一个电极与其他三个电极相对)或场笼模式(相对边缘的两个电极与另外相对边缘的两个电极相对)运行。与之前的工作一样,为简化起见,我们假设物体和外部介质具有直流特性。然而,两种介质的每种可能极化率都可以通过这种方式进行建模。球形中心的轨迹和相应的DEP力是根据系统总能量耗散的梯度计算得出的,该梯度由数值推导的电导场描述。在三种驱动模式中的每一种模式下,对于高电导率和低电导率球体,分别在尖端电极前方发现了非常高的吸引力和排斥力。电导场预测了分岔点、分水岭和具有多个端点的轨迹。高电导率和低电导率球体通常遵循相似的轨迹,尽管方向相反。在DEP驱动模式下,四点电极腔室提供了与传统平面与尖端电极腔室类似的DEP测量区域。