We present a Fast-Fourier-Transform (FFT) based computational approach to computing the viscous stress response of rigid fibers suspended in a non-Newtonian medium. We identify closed-form models for the fiber suspension viscosity from data obtained with the FFT-based computational approach by leveraging supervised machine learning techniques. Furthermore, we present a novel Deep Material Network architecture capable of treating suspensions of rigid particles with high computational efficiency.
Benedikt Sterr
Maschinelles Lernen Datengetriebene Modellierung Numerische Mikromechanik, Fasersuspensionen Deep Material Networks Machine learning Data-driven modelling computational Micromechanics Fiber suspensions