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Phase-field model for multiphase systems with preserved volume fractions.
Britta Nestler1, Frank Wendler, Michael Selzer
1Institute of Computational Engineering, Karlsruhe University of Applied Sciences, Moltkestrasse 30, Karlsruhe, Germany.
This study introduces a novel phase-field model that simulates multiple phases and particles with conserved volume, reducing interfacial energy. The model accurately predicts equilibrium crystal shapes and particle migration in microstructures.
Area of Science:
- Materials Science
- Computational Physics
- Chemical Engineering
Background:
- Phase-field models are crucial for simulating microstructural evolution.
- Existing models face challenges in preserving volume fractions and managing interfacial energy during phase transformations.
- Understanding multi-phase systems is vital for materials design and process optimization.
Purpose of the Study:
- To develop a novel phase-field model for simulating multi-phase systems with preserved volume fractions.
- To incorporate a mechanism for reducing interfacial energy in evolving microstructures.
- To validate the model's ability to predict equilibrium crystal shapes and particle migration.
Main Methods:
- Formulation of a phase-field model with an antiforcing free energy density.
- Implementation of constraints for volume fraction preservation.
- Simulation of two- and three-dimensional systems, including bubble ensembles and foam textures.
Main Results:
- The model successfully simulates multiple phases and particles with conserved volume.
- Interfacial energy is effectively reduced through the defined free energy density.
- Simulations demonstrate excellent agreement with analytical results for crystal morphology.
Conclusions:
- The developed phase-field model offers a robust framework for simulating complex multi-phase systems.
- The model's ability to preserve volume and reduce interfacial energy enhances its applicability.
- It provides a powerful tool for predicting microstructural evolution and material behavior.
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