Institute of Physics of Materials
Academy of Sciences of the Czech Republic, Brno
Modelling of creep and rafting in Ni-based superalloy single crystals
Ni-base superalloy single crystals are superior metallic structure materials for high tem- perature applications e.g. for combustion chambers and blades in gas turbines. To be able to simulate creep and/or low cycle fatigue in the parts under the operation conditions, the knowledge of constitutive equations for creep in superalloy single crystal under multiaxial loading is necessary. The state of the superalloy in a representative volume element is given by parameters characterizing the precipitate and dislocation microstructure (struc- ture parameters) and the constitutive equations provide the creep strain rate tensor as well as the rates of the structure parameters as function of the temperature and of the stress tensor in the representative volume element. Such constitutive equations can be then used in FEM code to simulate the behaviour of the part. Creep in superalloy single crystal can be treated by non-equilibrium thermodynamics. The following processes are taken into account:
-Dislocation slip in γ channels and concurrent multiplication of the dislocations. These dislocations remain deposited on the γ/γ' interfaces.
-Dynamic recovery of the dislocation structure. The dislocation loops spanning around the γ particles move by the combination of slip and climb along the γ/γ' interfaces and shrink towards the apices of the γ particles.
-Morphological changes of the particles by migration of the γ/γ' interfaces.
The rates of the structure parameters and of the creep strain follow directly from standard fenomenological equations or they are obtained by application of the thermodynamic extremal principle. The principle is described in introduction. A unit cell model providing the constitutive equations is described in detail and simulations based on the model are performed and compared with experiments. The comparison indicates that the model explains all features of the uniaxial creep curves and a signicant quantitative agreement is also obtained.
The seminar takes place on mondays, at 4 p.m. in the ICAMS seminar room UHW 11/1102, Stiepeler Straße 129, 44801 Bochum.