A multi-element alloy solid phase change simulation method based on a coupled grain boundary diffusion phase field method
A simulation method and multi-element alloy technology, applied in special data processing applications, instruments, electrical digital data processing, etc., can solve problems such as ignoring grain boundary diffusion, and achieve the effect of optimizing the heat treatment process
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example 1
[0089] The multi-component alloy is Ti-6Al-4V alloy, and the phase transformation process from solid phase α to solid phase β is as follows:
[0090] In the process of establishing the quantitative phase field model, the microstructure of Ti-6Al-4V alloy in solid solution state is biequal axis microstructure, so in the free energy G of the system such as formula (1), the energy gradient coefficient Local molar free energy G m is the molar free energy of the solid phase α Molar free energy of solid phase β and the sum of the energy barrier W(η) of the two solid phase free energies of α and β, f(η) is the volume fraction of the solid phase α, and Molar free energy of solid phase α and the molar free energy of the solid phase β Data were obtained from the alloy database with the help of Thermo-Calc software.
[0091] In the KKS model such as formula (2) and formula (3), The kinetic coefficient M of the elements in the grain pi is the linear superposition of kineti...
example 2
[0103] The multi-component alloy is Ti-6Al-4V alloy, and the phase transformation process from solid phase α to solid phase β is as follows:
[0104] In the process of establishing the quantitative phase field model, in order to study the microstructure evolution process of the α sheet in the Ti-6Al-4V alloy, in the free energy G of the system such as formula (1), the energy gradient coefficient Local molar free energy G m is the molar free energy of the solid phase α Molar free energy of solid phase β and the sum of the energy barrier W(η) of the two solid phase free energies of α and β, f(η) is the volume fraction of the solid phase α, and Molar free energy of solid phase α and the molar free energy of the solid phase β Data were obtained from the alloy database with the help of Thermo-Calc software.
[0105] In the KKS model such as formula (2) and formula (3), The kinetic coefficient M of the elements in the grain pi is the linear superposition of kinetic c...
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