A FFT-based variational procedure for homogenization of maxwellian viscoelastic composites
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In this work, we propose, for maxwellian viscoelastic composites, an homogenized behaviour as fast as behaviours obtained by classical MFS but whose accuracy is close to the exact solution. Comparing to NTFA approach, computation of the modes is immediate, and do not change if the material changes. Afterwards, the integration of the behaviour is very fast, and can be executed for thousands of Gauss points.
