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Modeling Mechanochemical Depolymerization of PET in Ball-Mill Reactors Using DEM Simulations

Advanced Sustainable Systems 2024 18 citations ? Citation count from OpenAlex, updated daily. May differ slightly from the publisher's own count.
Elisavet Anglou, Y. A. Chang, William A. Bradley, Carsten Sievers, Fani Boukouvala

Summary

Researchers built a physics-based mathematical model coupling discrete element method simulations with experiments to predict PET depolymerization yields in ball-mill reactors, establishing a linear relationship between mechanical energy inputs and monomer output that enables fast estimation of recycling performance without costly full simulations.

Polymers

Developing efficient and sustainable chemical recycling pathways for consumer plastics is critical for mitigating the negative environmental implications associated with their end-of-life management. Mechanochemical depolymerization reactions have recently garnered great attention, as they are recognized as a promising solution for solvent-free transformation of polymers to monomers in the solid state. To this end, physics-based models that accurately describe the phenomena within ball mills are necessary to facilitate the exploration of operating conditions that would lead to optimal performance. Motivated by this, in this paper we develop a mathematical model that couples results from discrete element method (DEM) simulations and experiments to study mechanically-induced depolymerization. The DEM model was calibrated and validated via video experimental data and computer vision algorithms. A systematic study on the influence of the ball-mill operating parameters revealed a direct relationship between the operating conditions of the vibrating milling vessel and the total energy supplied to the system. Moreover, we propose a linear correlation between the high-fidelity DEM simulation results and experimental monomer yield data for poly(ethylene terephthalate) depolymerization, linking mechanical and energetic variables. Finally, we train a reduced-order model to address the high computational cost associated with DEM simulations. The predicted working variables are used as inputs to the proposed mathematical expression which allows for the fast estimation of monomer yields.

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