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Investigation of Cellular Contraction Forces in the Frequency Domain Using a PDMS Micropillar-Based Force Transducer

机译:使用基于PDMS微柱的力传感器研究频域中的细胞收缩力

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Polydimethylsiloxane (PDMS) micropillar-based biotransducers are extensively used in cellular force measurements. The accuracy of these devices relies on the appropriate material characterization of PDMS and modeling to convert the micropillar deformations into the corresponding forces. Cellular contraction is often accompanied by oscillatory motion, the frequency of which ranges in several hertz. In this paper, we developed a methodology to calculate the cellular contraction forces in the frequency domain with improved accuracy. The contraction data were first expressed as a Fourier series. Subsequently, we measured the complex modulus of PDMS using a dynamic nanoindentation technique. An improved method for the measurement of complex modulus was developed with the use of a flat punch indenter. The instrument dynamics was characterized, and the full contact region was identified. By incorporating both the Fourier series of contraction data and the complex modulus function, the cellular contraction force was calculated by finite-element analysis (FEA). The difference between the Euler beam formula and the viscoelastic FEA was discussed. The methodology presented in this work is anticipated to benefit the material characterization of other soft polymers and complex biological behavior in the frequency domain. $hfill$[2012-0073]
机译:聚二甲基硅氧烷(PDMS)基于微柱的生物传感器广泛用于细胞力的测量。这些设备的精度取决于PDMS的适当材料表征和建模,以将微柱变形转化为相应的力。细胞收缩通常伴随着振荡运动,其频率范围为几赫兹。在本文中,我们开发了一种方法,可以以更高的精度计算频域中的细胞收缩力。收缩数据首先表示为傅立叶级数。随后,我们使用动态纳米压痕技术测量了PDMS的复数模量。利用平冲头开发了一种改进的复数模量测量方法。表征了仪器的动力学特性,并确定了整个接触区域。通过合并傅立叶级数收缩数据和复数模函数,通过有限元分析(FEA)计算了细胞收缩力。讨论了欧拉梁公式与粘弹性有限元分析的区别。预计这项工作中介绍的方法将有益于其他软聚合物的材料表征以及频域中的复杂生物行为。 $ hfill $ [2012-0073]

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