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SCALING FUNDAMENTALS AND APPLICATIONS OF DIGITAL MICROFLUIDIC MICROSYSTEMS

机译:数字微流控微尺度系统的基本原理和应用

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With the first experimental demonstration of droplet flow on an electrowetting-on-dielectric (EWD) array platform in 2000, there has been significant interest in droplet actuation for lab-on-a-chip applications. A hydrodynamic scaling model of droplet actuation in a EWD actuator is presented that takes into account the effects of contact angle hysteresis, drag from the filler fluid, drag from the solid walls, and change in the actuation force while a droplet traverses a neighboring electrode. Based on this model, it is shown that scaling models of droplet splitting, actuation, and liquid dispensing all show a similar scaling dependence on [t/ε_r(d/L)]~(1/2), where t is insulator thickness and d/L is the aspect ratio of the device. It is also determined that reliable operation of a EWD actuator is possible as long as the device is operated within the limits of the Lippmann-Young equation. Also discussed are fluidic operations possible with digital microfluidics. Significant advances have been made in chip technology that allow for users to access digital microfluidic chips and to program these chips to perform numerous operations and applications on a common array of electrodes. Whereas in the past, microfluidic devices have been application specific, lacking reconfigurability and programmability, today's digital microfluidic chips enable versatile, reconfigurable chip architectures that are capable of accommodating and adapting to multiple applications on the same platform.
机译:随着2000年电介质上电润湿(EWD)阵列平台上液滴流动的首次实验演示,人们对芯片实验室应用中的液滴驱动产生了极大的兴趣。提出了一种EWD执行器中液滴驱动的流体动力学比例模型,该模型考虑了接触角滞后,填充液阻力,固体壁阻力以及液滴穿过相邻电极时驱动力变化的影响。基于该模型,表明液滴分裂,驱动和液体分配的缩放模型都显示出对[t /ε_r(d / L)]〜(1/2)的相似缩放比例,其中t是绝缘体的厚度, d / L是设备的纵横比。还确定,只要设备在Lippmann-Young方程式的范围内运行,EWD执行器就可以可靠运行。还讨论了数字微流体技术可能进行的流体操作。芯片技术已取得重大进展,允许用户访问数字微流控芯片并对这些芯片进行编程,以在普通电极阵列上执行多种操作和应用。过去,微流体设备是专用的,缺乏可重新配置性和可编程性,而如今的数字微流体芯片则实现了通用的,可重新配置的芯片体系结构,这些体系结构能够适应和适应同一平台上的多种应用。

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