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Swelling response of functionally graded temperature-sensitive hydrogel valves: Analytic solution and finite element method

机译:功能梯度温度敏感水凝胶阀的溶胀响应:解析解和有限元方法

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摘要

Temperature-sensitive hydrogels are classified as high stretchable materials undertaking large recoverable deformation under thermomechanical loadings. Due to vast applications of these materials in microfluidic valves and stress/deformation discontinuity observed in multi-layered structures, understanding of thermomechanical behavior of functionally graded hydrogels is of great practical interest. In this article, the swelling of these materials is analyzed considering various types of micro-valves including solid cylinder, hollow cylinder, and Jacket-pillar cylinder. Accordingly, analytical solutions are developed for swelling behavior of diverse types of cylinders composed of functionally graded temperature-sensitive hydrogel. The distribution of the cross-link density alters along the radial direction in exponential and linear trends. Besides, finite element analysis is presented to evaluate the proposed analytical solution in different case studies. Then, to account for more realistic environmental conditions, heat transfer equation is also solved along with the mechanical equilibrium equation to propose a novel analytical solution validated by finite element method. Clarifying the micro-valves mechanism and illustrating the capability and accuracy of the analytical method, the effects of material and environmental variables are studied in detail; continuous stress and deformation fields are observed opposed to the multi-layered structures which normally involve stress discontinuity.
机译:对温度敏感的水凝胶被归类为高可拉伸材料,在热机械载荷下会发生较大的可恢复变形。由于这些材料在微流体阀中的广泛应用以及在多层结构中观察到的应力/变形不连续性,对功能梯度水凝胶的热机械行为的理解具有极大的实际意义。在本文中,考虑了各种类型的微型阀(包括实心圆柱,空心圆柱和夹套圆柱圆柱)对这些材料的溶胀进行了分析。因此,针对由功能梯度的温度敏感水凝胶组成的各种类型的圆柱体的溶胀行为,开发了分析解决方案。交联密度的分布沿径向呈指数和线性趋势变化。此外,提出了有限元分析,以评估在不同案例研究中提出的分析解决方案。然后,为了考虑更现实的环境条件,还求解了传热方程和机械平衡方程,从而提出了一种新的通过有限元方法验证的解析解。阐明微阀机理并说明分析方法的能力和准确性,详细研究材料和环境变量的影响;与通常包含应力不连续性的多层结构相反,观察到连续的应力和变形场。

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