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Use of dynamically adaptive grid techniques for the solution of electrochemical kinetic equations. Patch-adaptive simulation of moving fronts in non-linear diffusion models of the switching of conductive polymers

机译:使用动态自适应网格技术求解电化学动力学方程。导电聚合物转换的非线性扩散模型中运动前沿的贴片自适应模拟

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摘要

The finite-difference path-adaptive strategy (PAS) for electrochemical kinetic simulations, previously described by author, is extended and applied to two examples of non-linear diffusion in one-dimensional space geometry, characterised by moving fronts, and related to the modelling of redox switching of conductive polymers. The extension consists of an appropriate spatial discrete isation of the second derivative diffusion term involving concentration-dependent diffusion coefficient, and of an improved selection of starting approximations for the Newton iterations within the extrapolation time-stepping scheme. Adaptive solutions obtained are reliable, accurate, efficient,a nd superior to fixed-grid solutions.
机译:先前由作者描述的用于电化学动力学模拟的有限差分路径自适应策略(PAS)已扩展并应用于一维空间几何中非线性扩散的两个示例,其特征是运动前沿,并且与建模有关导电聚合物的氧化还原转换。该扩展包括涉及浓度依赖的扩散系数的二阶导数扩散项的适当空间离散等式,以及外推时间步长方案中牛顿迭代的起始近似值的改进选择。获得的自适应解决方案可靠,准确,高效,并且优于固定电网解决方案。

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