2020Modern Concepts in Material ScienceOpen access

Brief Overview on the Application of Finite Element Method on Flat Rolling Processes

Evangelos Gavalas

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Abstract

Grain growth in polycrystalline materials stems from the inherent energetic penalty that drives the material to eliminate grain boundary (GB) toward a thermodynamically favored single crystal [1].This concept is illustrated in Figure 1 where the Gibbs free energy, G, of the system as a function of grain size at constant material composition, temperature and pressure is reported. Curve a (black line) represents the classical condition where G

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Grain growth in polycrystalline materials stems from the inherent energetic penalty that drives the material to eliminate grain boundary (GB) toward a thermodynamically favored single crystal [1].This concept is illustrated in Figure 1 where the Gibbs free energy, G, of the system as a function of grain size at constant material composition, temperature and pressure is reported. Curve a (black line) represents the classical condition where G

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Available abstract

Grain growth in polycrystalline materials stems from the inherent energetic penalty that drives the material to eliminate grain boundary (GB) toward a thermodynamically favored single crystal [1].This concept is illustrated in Figure 1 where the Gibbs free energy, G, of the system as a function of grain size at constant material composition, temperature and pressure is reported. Curve a (black line) represents the classical condition where G

Key concepts: Finite element method, Process (computing), Field (mathematics), Mechanical engineering, Smoothed finite element method, Element (criminal law), Computer science, Engineering

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