纸质执行器的数值与实验建模

Ashutosh Kumar, H. Heidari-Bafroui, Amer Charbaji, Nasim Rahmani, C. Anagnostopoulos, M. Faghri
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引用次数: 5

摘要

微流控纸基分析装置(μPADs)在过去的十年中经历了很大程度的创新,开发了新的组件和材料,帮助诊断不同的疾病,并传感广泛的生物,化学,光学和电化学现象。新型纸基悬臂(PBC)致动器是实现纸基微流控装置精确运行所需的多种流体试剂自主加载和控制的主要部件之一。本文提供了一个广泛的概述的数值和实验建模的流体控制PBC执行器的自动化纸为基础的分析。对于小挠度和中大挠度,PBC模型采用准静态二维流体加载结构,受欧拉-伯努利梁理论控制。该模型的解在假设截面变形不显著的情况下,可以利用纸基作动器在0°~ 10°范围内的响应挠度θ。用准静态理论得到的PBC驱动结果表明,我们的结果与定量实验一致,证明了模型的充分性。
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Numerical and Experimental Modeling of Paper-Based Actuators
Microfluidic paper-based analytical devices (μPADs) have witnessed a great extent of innovation over the past decade, developing new components and materials assisting the diagnosis of different diseases and sensing of a wide range of biological, chemical, optical, and electrochemical phenomena. The novel paper-based cantilever (PBC) actuator is one the major components that allows autonomous loading and control of multiple fluid reagents required for the accurate operation of paper-based microfluidic devices. This paper provides an extensive overview of numerical and experimental modeling of fluidically controlled PBC actuators for automation of the paper-based assay. The PBC model undergoing hygro-expansion utilizes quasi-static 2D fluid loaded structure governed by the Euler–Bernoulli beam theory for small and moderately large deflections. The solution for the model can avail the response of paper-based actuators for response deflection θ, within 0° to 10° under the assumption of insignificant cross-sectional deformation. The actuation of PBC obtained using a quasi-static theory shows that our results are consistent with quantitative experiments demonstrating the adequacy of models.
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