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SWELLING CHARACTERISTICS OF 3D-ARBITRARY-GEOMETRY OF THE PH-SENSITIVE HYDROGELS

机译:PH敏感水合物的3D任意几何学的溶胀特性

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We present our simulation results of swelling responses of 1the pH-sensitive, 3D-arbitarary-geometry hydrogel in steady state conditions. The swelling responses of the hydrogels to the changes in environmental stimuli such as solution pH are discussed. The finite element simulation uses three nonlinear partial-differential equations for responsible physical phenomena namely- chemical for ionic transport across the hydrogel, electrical for local electric charge balance within hydrogel, and mechanical for expansion of the hydrogel by the Nerast-Planck, the Poisson's, and the mechanical field equations respectively. In the case of pH-sensitive hydrogel, material properties such as modulus of elasticity and Poisson's ratio changes with a change in surrounding environments. Finite element analysis used for present study was carried out by full coupling of above three partial-differential equations with variable material properties. Employing a moving mesh method for 3D geometry, the FEM simulation was performed to account for large-swelling of the pH-sensitive hydrogel. This highly nonlinear and computationally intensive simulation was performed using multicore parallel-processing computer. The simulation results using above mentioned strategy has been validated for 2D geometry and results are in agreement with other published experimental results.
机译:我们提出了在稳态条件下1pH敏感的3D任意几何水凝胶的溶胀响应的模拟结果。讨论了水凝胶对环境刺激(例如溶液pH)变化的溶胀反应。有限元模拟使用三个非线性偏微分方程来解决负责任的物理现象,即化学物质通过离子迁移穿过水凝胶,电学用于使水凝胶内的局部电荷平衡以及机械化通过Nerast-Planck,泊松的水凝胶的膨胀,和机械场方程。对于pH敏感的水凝胶,材料特性(例如弹性模量和泊松比)会随着周围环境的变化而变化。通过将上述三个具有可变材料特性的偏微分方程完全耦合,进行了用于本研究的有限元分析。采用移动网格方法进行3D几何计算,进行了FEM仿真,以说明pH敏感水凝胶的大膨胀现象。使用多核并行处理计算机执行了这种高度非线性且计算量大的仿真。使用上述策略的仿真结果已针对2D几何进行了验证,其结果与其他已发布的实验结果一致。

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