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Hall-Petch and Multiple Linear Regression Equations for the Prediction of Mechanical Properties in Gamma-Based Titanium Aluminides

  • W. O. Soboyejo (a1), A. B. O. Soboyejo (a1), Y. Ni (a1) and C. Mercer (a1)

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In a recent paper, Mercer and Soboyejo [1] demonstrated the Hall-Petch dependence of basic room- and elevated-temperature (815°C) mechanical properties (0.2% offset strength), ultimate tensile strength, plastic elongation to failure and fracture toughness) on the average equiaxed/lamellar grain size. Simple Hall-Petch behavior was shown to occur in a wide range of extruded duplex α2-γ alloys (Ti-48A1, Ti-48Al-1.4Mn Ti-48Al-2Mn and Ti-48Al-1.5Cr). As in steels and other materials [2–5], simple Hall-Petch equations with were derived for the above properties [1]. However, the Hall-Petch equations did not include the effect of other variables that can affect to the basic mechanical properties of gamma alloys. Multiple linear regression equations for the prediction of the combined effects of several (alloying, microstructure and temperature) variables on basic mechanical properties temperature are presented in this paper.

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1. Mercer, C. and Soboyejo, W. O., Hall-Petch Relationships in Gamma Titanium Aluminides, Scripta Metallurgica et Materialia, 1996 (in press).
2. Armstrong, R.W., Tensile Ductilty Dependence on Polycrystal Grain Size, Proc. 7th Int. Conf. on The Strength of Metals and Alloys, Pergamon Press, New York, Vol. 1, pp. 196200, 1985.
3. Armstrong, R.W., Hall-Petch Analysis of Yield, Flow and Fracturing, MRS Symposium Proc, MRS, Pittsburgh, PA, Vol. 362, pp. 4047, 1994.
4. Petch, N.J. and Armstrong, R.W., The Tensile Test, Acta Metall. Mater., Vol 38, pp. 26952700, 1990.
5. Soboyejo, W.O., Mercer, C., Lou, K. and Heath, S., Metall. Mater. Trans., Vol. 26A, pp. 22752291, 1995.
6. Bruckner, A., Numerical Methods in Probabilistic Fracture Mecahnics, in Probabilistic Fracture Mecahnics and Reliability, Provan, J.N., Editor, Martinus Nijhoff, Dodrecht, The Netherlands, pp. 351386, 1987.

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Hall-Petch and Multiple Linear Regression Equations for the Prediction of Mechanical Properties in Gamma-Based Titanium Aluminides

  • W. O. Soboyejo (a1), A. B. O. Soboyejo (a1), Y. Ni (a1) and C. Mercer (a1)

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