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Advanced Modeling and Simulation in Engineering Sciences
Fig. 8 | Advanced Modeling and Simulation in Engineering Sciences

Fig. 8

From: Computational homogenization of transient chemo-mechanical processes based on a variational minimization principle

Fig. 8

Chemical potential field \(\mu \)in consideration of two different periodic RVEs at three different instances of time. Although the considered RVEs are composed of periodic unit cells, we observe remarkable differences in their response. The chemical parameters for the matrix and the inclusions are \(A_{mat}=A_{incl}=10\,\hbox {N/mm}^{2}\). The mobility parameter of the matrix is given by \(M_{mat}=0.01\,\hbox {mm}^{4}\)/(Ns) and the mobility parameter of the inclusions is \(M_{incl}=10^{-4}\,\hbox {mm}^{4}\)/(Ns)

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