Phase ordering under quenching: A case of Zr-alloy

Journal of Physics and Chemistry of Solids

Volumn 65, Issue 6, 2004, Pages 1193-1198

  Massih, A R ^a,b   Jernkvist, L O ^a  

^a Quantum Technologies   (Sweden)

^b MALMÖ UNIVERSITY   (Sweden)

Author keywords

[No Author keywords available]

Indexed keywords

COOLING; DIFFUSION; EQUATIONS OF MOTION; FREE ENERGY; KINETIC THEORY; MICROSTRUCTURE; MORPHOLOGY; NUCLEATION; PHASE TRANSITIONS; QUENCHING; RELAXATION PROCESSES; THERMAL EFFECTS;

GINZBURG-LANDAU FREE ENERGY; INTER-LAMELLAR DISTANCE; KINETIC COEFFICIENTS; LIFSHITZ KINETIC THEORY;

ZIRCONIUM ALLOYS;

EID: 2042438387     PISSN: 00223697     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jpcs.2004.01.009     Document Type: Article

References (18)

1. Cottrell A. An Introduction to Metallurgy. 1995;The Institute of Materials, London.
2. Massih A.R., Andersson T., Witt P., Dahlbäck M., Limbäck M. The effect of quenching rate on the β-to-α phase transformation structure in zirconium alloy. Journal of Nuclear Materials. 322:2003;138-151.
3. Damkroger B.K., Edwards G.R. Continuous cooling transformation kinetics in alpha-beta titanium alloys. Anderson A. Simulation and Theory of Evolving Microstructures. 1990;129-150 The Minerals, Metals and Material Society.
4. Lütjering G. Influence of processing on microstructure and mechanical properties of (α+β) titanium alloys. Materials Science and Engineering. A243:1998;32-45.
5. Ahmed T., Rack H.J. Phase transformation during cooling in (α+β) titanium alloys. Materials Science and Engineering. A243:1998;206-211.
6. Woo O.T., Tangri K. Transformation characteristics of rapidly heated and quenched Zircaloy-4-oxygen alloys. Journal of Nuclear Materials. 79:1979;82-94.
7. A. Sawatzky, G. Ledoux, S. Jones, Oxidation of zirconium during a high temperature transient, in: A. Lowe, G. Parry (Eds.), Zirconium in the Nuclear Industry, vol. ASTM STP 633, American Society for Testing and Materials, Philadelphia, USA, 1977, pp. 134-149.
8. Lifshitz I.M. Kinetics of ordering during second-order phase transitions. Soviet Physics JETP. 15:1962;939-942.
9. Landau L.D., Khalatnikov I.M. Collected papers of L.D. Landau. ter Haar D. 1965;56 Pergamon Press, London. (translated from Dokl. Akad. Nauk SSSR 96 (1954) 469).
10. Landau L.D., Khalatnikov I.M. Collected papers of L.D. Landau. ter Haar D. 1965;56 Pergamon Press, London. (translated from Dokl. Akad. Nauk SSSR 96 (1954) 469).
11. Hohenberg P.C., Halperin B.I. Theory of dynamic critical phenomena. Reviews of Modern Physics. 49:1977;435-479.
12. Ginzburg V.L., Landau L.D. Collected papers of L.D. Landau. ter Haar D. 1965;546 Pergamon Press, London. (translated from Soviet Physics JEPT 20 (1950) 1065).
13. Ginzburg V.L., Landau L.D. Collected papers of L.D. Landau. ter Haar D. 1965;546 Pergamon Press, London. (translated from Soviet Physics JEPT 20 (1950) 1065).
14. Ritchie I., Atrens A. The diffusion of oxygen in alpha-zirconium. Journal of Nuclear Materials. 67:1977;254-264.
15. Cahn J.W., Allen S.M. A microscopic theory for domain wall motion and its experimental verification in Fe-Al alloy growth kinetics. Journal de Physique. C7:1977;C7-51.
16. Saunders N., Miodownik A. CALPHAD (Calculation of Phase Diagrams): A Comprehensive Guide. Pergamon Materials Series. 1998;Elsevier, Oxford.
17. Bray A.J. Theory of phase-ordering kinetics. Advances in Physics. 43:1994;357-459.
18. Onuki A. Phase Transition Dynamics. 2002;Cambridge University Press, Cambridge.