Author:
Sommitsch Christof,Sonderegger Bernhard,Ahmadi Mohammad,Riedlsperger Florian,Meixner Felix,Mergl Josef,Krenmayr Bernhard
Abstract
This chapter deals with modeling the microstructural evolution, creep deformation, and pore formation in creep-resistant martensitic 9–12% Cr steels. Apart from the stress and temperature exposure of the material, the input parameters for the models are as-received microstructure and one single-creep experiment of moderate duration. The models provide predictive results on deformation rates and microstructure degradation over a wide stress range. Due to their link to the underlying fundamental physical processes such as classical nucleation theory, Gibbs energy dissipation, climb, and glide of dislocations, etc., the models are applicable to any martensitic steel with similar microstructure to the presented case study. Note that we section the chapter into part 1: creep deformation and part 2: pore formation.
Reference58 articles.
1. Larson F, Miller J. A time-temperature relationship for rupture and creep stresses. ASTM Proceedings. 1952;74:765-775
2. Monkman F, Grant N. An empirical relationship between rupture life and minimum creep rate in creep rupture tests. ASTM Proceedings. 1956;56:593-620
3. Norton F. The Creep of Steel at High Remperatures. New York: McGraw-Hill; 1929
4. Holdsworth S, Askins M, Baker A, Gariboldi E, Holmström S, Klenk A, et al. Factors influencing creep model equation selection. International Journal of Pressure Vessels and Piping. 2008;85:80-88
5. Riedlsperger F, Krenmayr B, Zuderstorfer G, Fercher B, Niederl B, Schmid J, et al. Application of an advanced mean-field dislocation creep model to P91 for calculation of creep curves and time-to-rupture diagrams. Materialia. 2022;12:100760
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