Modeling of microstructure evolution and properties for Ni-based superalloys

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Content

Brief overview of Ni-based supealloys
Computational model development
Microstructure modeling during specified heat treatments
Calculation

Content Brief overview of Ni-based supealloys Computational model development Microstructure modeling during
of mechanical properties based on predicted microstructure

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Brief overview of Ni-based supealloys

Brief overview of Ni-based supealloys

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Composition of superalloys

Ni – base
Up to 40 wt % of a combination

Composition of superalloys Ni – base Up to 40 wt % of
of five to
ten other elements
Primary phases – γ (nickel-based solid solution) and γ’ (Ni3Al)
An exceptional combination of high-temperature strength, toughness, and resistance to degradation in corrosive or oxidizing environments

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Strengthening mechanisms

γ-phase solid-solution strengthening by refractory elements
Precipitation strengthening by γ’-phase
Grain size (directional solidifying)

Strengthening mechanisms γ-phase solid-solution strengthening by refractory elements Precipitation strengthening by γ’-phase Grain size (directional solidifying)

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Detrimental phases – topologically closed-packed phases

Orthorhombic P phase, the tetragonal σ phase,

Detrimental phases – topologically closed-packed phases Orthorhombic P phase, the tetragonal σ
the rhombohedral R, and rhombohedral μ phases
TCP-phases deplete strengthening elements and/or serve as crack-initiation site

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Computational model development

Computational model development

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Theoretical models and numerical method

TC-PRISMA adopts Kampmann-Wagner numerical method, based on the

Theoretical models and numerical method TC-PRISMA adopts Kampmann-Wagner numerical method, based on
theory from Langer-Schwartz

Nucleation Growth/dissolution Coarsening

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Nucleation rate

 

 

Nucleation rate

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Growth rate

 

Simplified model - calculates the velocity of a moving phase interface

Growth rate Simplified model - calculates the velocity of a moving phase
in multicomponent systems using simply the tie-line across the bulk composition
Advanced model - identifies the operating tie-line
For coarsening the growth equation is applied

 

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Input

Nucleation

Growth

Input Nucleation Growth

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Output

Volume Fraction

Number Density

Mean Radius

Also:
Particle size distribution
Matrix composition
Nucleation rate
Critical radius
Driving force
TTP/CCP diagrams

Output Volume Fraction Number Density Mean Radius Also: Particle size distribution Matrix

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Microstructure modeling during specified heat treatments

Microstructure modeling during specified heat treatments

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Results #1

Results #1
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