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A Chemo-electro-mechanical Model For Simulation Of Responsive Deformation Of Glucose-sensitive Hydrogels With The Effect Of Enzyme Catalysis

机译:化学-机电模型,用于模拟葡萄糖敏感水凝胶在酶催化作用下的响应变形

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A multi-effect-coupling glucose-stimulus (MECglu) model is developed and solved numerically for the swelling behavior of soft smart hydrogels responding to changes in the environmental glucose concentration. The model considers the effect of the glucose oxidation reaction catalyzed by enzymes including glucose oxidase and catalase. It is composed of the Nernst-Planck equation for the mobile species in the solvent, the Poisson equation for the electric potential, and a nonlinear mechanical equation for the large deformations of the hydrogel that arise due to the conversion of chemical energy to mechanical. Based on the theory of the chemo-electro-mechanical-coupled fields, the formulation of the fixed charge groups bound onto the cross-linked polymer network is associated with the change of the ambient solution pH. The MECglu model is validated by comparison between the steady-state computation and experimental equilibrium swelling curves, and good agreement is obtained. A parameter study is then conducted by steady-state simulations to ascertain the impact of various solvent parameters on the responsive swelling behavior of the hydrogel. One key parameter is the glucose concentration, which is varied within the range of practical physiological glucose concentrations from 0 to 16.5 mM (300mg/ml) to support the design and optimization of an insulin delivery system based on a glucose-sensitive hydrogel with immobilized glucose oxidase and catalase. The influence of oxygen and glucose concentrations in the solvent is then further studied for the distributive profiles of reacting and diffusive species concentrations, the electric potential, the displacement, as well as the swelling ratio of the glucose-sensitive hydrogel.
机译:针对影响环境葡萄糖浓度变化的软智能水凝胶的溶胀行为,建立了多效应耦合葡萄糖刺激(MECglu)模型并进行了数值求解。该模型考虑了由葡萄糖氧化酶和过氧化氢酶等酶催化的葡萄糖氧化反应的效果。它由溶剂中可移动物质的Nernst-Planck方程,电势的Poisson方程以及因化学能转换为机械而引起的水凝胶大变形的非线性力学方程组成。基于化学-电-机械耦合场的理论,结合到交联聚合物网络上的固定电荷基团的形成与环境溶液pH的变化有关。通过比较稳态计算与实验平衡溶胀曲线,验证了MECglu模型的正确性。然后通过稳态模拟进行参数研究,以确定各种溶剂参数对水凝胶响应性溶胀行为的影响。一个关键参数是葡萄糖浓度,该葡萄糖浓度在0到16.5 mM(300mg / ml)的实际生理葡萄糖浓度范围内变化,以支持基于固定葡萄糖的葡萄糖敏感水凝胶的胰岛素递送系统的设计和优化。氧化酶和过氧化氢酶。然后,进一步研究了溶剂中氧气和葡萄糖浓度的影响,以了解反应和扩散物质浓度的分布曲线,电势,位移以及葡萄糖敏感性水凝胶的溶胀率。

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