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The Application of X-ray Line Broadening to a Study of Substructure Strengthening in Dispersion Strengthened Alloys

Published online by Cambridge University Press:  06 March 2019

M. A. Clegg
Affiliation:
University of British Columbia, Vancouver, Canada
J. A. Lund
Affiliation:
University of British Columbia, Vancouver, Canada
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Abstract

A refined x-ray line profile analysis was used to determine the lattice strain distribution and crystallite domain size in nickel and a series of alloys, Ni-Cr, Ni-ThO2 and Ni-Cr-ThO2 in a wide range of thermo-mechanical conditions. Corrections were made for instrumental broadening and doublet broadening according to Stokes and Rachinger respectively, for errors due to the “hook effect”, for terminal errors in the series arising from Instability of the components, and for the presence of stacking faults and twins on the basis of peak shift and asymmetry. The internal consistency of the x-ray data was reviewed critically and good agreement was found. The values of lattice strain and domain size were used to evaluate the presence of a dislocation substructure and the degree of polygonization of the subgraln boundaries.

It was concluded that the thoria-free materials developed much higher lattice strains during cold rolling than did the Ni-ThO2, due it is thought to the operation of multiple slip in the latter. The Ni-Cr-ThO2 also developed high lattice strains during cold rolling, similar to those of the thoria-free lattices, and this was explained by the influence of chromium on cross-slip. It was postulated that the regions of high lattice strain act as driving forces in the process of recrystallization and promote grain growth during heat treatment following cold rolling.

The x-ray results were correlated with transmission electron microscopy and tensile data in a parallel study in which models for room temperature and high temperature strengthening were proposed.

Type
Research Article
Copyright
Copyright © International Centre for Diffraction Data 1970

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References

Preston, O. and Grant, N. J., “Dispersion Strengthening of Copper by Internal Oxidation“, Trans. AIME 221, 164173(1961).Google Scholar
White, J.E. and Carnahan, R.D., “A Microplasticity Study of Dispersion Strengthening in TD-Nickel”, Trans. AIME 230, 12981306(1964).Google Scholar
Chin, L.L.J. and Grant, N.J., “Release of Stored Energy in Oxide-Dispersion-Strengthened Copper”, Powder Metallurgy 10, 20, 344357(1967).Google Scholar
Murr, L.E., Smith, P.J. and Gilmore, CM., “Relative Interfacial Free Energies in Pure Nickel, Dispersion Hardened Nickel, and a Precipitation Hardened Hickel-base Alloy”, Phil.Mag. 17, 145, 89106(1968).Google Scholar
M., von Heimendahl and Thomas, G., “Substructure and Mechanical Properties of TD-Nickel”, Trans. AIME 230, 15201528(1964).Google Scholar
Wilcox, B.A. and Clauer, A.H., “High Temperature Deformation of Dispersion Strengthened Nickel Alloys”, Battelle Memorial Institute Report NASA CR-72367(1968).Google Scholar
Hall, E.O., “The Deformation and Ageing of Mild Steel”, Proc. Phys. Soc., 648, 742753(1951).Google Scholar
Petch, N.J., “The Cleavage Strength of Polycrystals”, J. Iron and Steel Institute, 174, 2528(1953).Google Scholar
Du Pont Metal Products, “TD Ni - A New Dispersion Strengthened Alloy”, Interim Data Sheet (1966).Google Scholar
Du Pont Metal Products, “TD Nickel, Dispersion Strengthened Nickel”, Data Sheet A-41076(1965).Google Scholar
Barrett, C.S., Structure of Metals, McGraw-Hill (1952).Google Scholar
Cullity, B.D., Elements of X-Ray Diffraction. Addison-Wesley (1959).Google Scholar
Grierson, R. and Bonis, L.J., “The Effect of Thermomechanical Treatments on the Elastic Stored Energy in TD Nickel”, Trans. AIME 239, 622626(1967).Google Scholar
Warren, B.E., “X-Ray Studies of Deformed Metals”, in Chalmers, B. and King, R., Editors, Progress in Metal Physics, Vol. 8, p. 147202, Pergamon Press (1959).Google Scholar
Wagner, C.N.J., “Analysis of the Broadening and Changes in Position of Peaks in an X-Ray Powder Pattern”, in Cohen, J. B. and Hilliard, J.E., Editors, Local Atomic Arrangements Studied by X-Ray Diffraction, Met.Soc.Conf. Vol.36, p.219269, Gordon Breach (1966).Google Scholar
Stokes, A.R., “A Numerical Fourier-analysis Method for the Correction of Widths and Shapes of Lines on X-Ray Powder Photographs”, Proc. Phys. Soc. 61, 382391(1948).Google Scholar
Rachinger, W.A., “A Correction for the α1α2 Doublet in the Measurement of Widths of X-Ray Diffraction Lines”, Journ. Sci. Instr. 25, 254258(1948).Google Scholar
Mitchell, CM., “Direct Determination of the Reciprocal Lattice Spacing and the Radial Interference Distribution by the Fourier Method”, in Newkirk, J. B. and Mallet, G.R., Editors, Advances in X-Ray Analysis, Vol. 12, p. 354371, Plenum Press (1968).Google Scholar
Bertaut, F., “Étude aux Rayons X de la Répartition des Dimensions des Cristallites dans une Poudre Cristalline”, C.R. Acad. Sci., Paris 288, 492494(1949).Google Scholar
Cohen, J.B. and Wagner, C.N.J., “Determination of Twin Fault Probabilities from the Diffraction Patterns of FCC Metals and Alloys”, J.Appl Phys. 33, 20732077(1962).Google Scholar
De Angelis, R.J., “Evaluation from X-Ray Diffraction Profiles of Fourier Coefficients and the Microstrain Distribution Function”, in Cohen, J. B. and Hilliard, J. E., Editors, Local Atomic Arrangements Studied by X-Ray Diffraction, Met.Soc. Conf. Vol. 36 , p.271288, Gordon Breach (1966).Google Scholar
Grierson, R. and Bonis, L. J., “Basic Studies on Dispersion Hardening”, Ilikon Corp. paper NASw-726 Final (1965).Google Scholar
Wagner, C.N.J., ONR Report No. 13, Contract NONE 609(43) 1966.Google Scholar
A.S.X.M. Spec. Tech. Pub. 48-M2, Powder Diffraction File, Card No. 4-0850 (1963).Google Scholar
Bechtoldt, C.J. and Vacher, H.C., “Redetermination of the Chromium and Nickel Solvuses in the Chromium-Nickel System”, Trans. AIME 221, 1418(1961).Google Scholar
Williamson, G.K. and Smallman, R.E., “Dislocation Densities in Some Annealed and Cold-Worked Metals from Measurements on the X-Ray Debye-Scherrer Spectrum”, Phil. Mag. L, 3446(1956).Google Scholar
Klein, M.J. and Huggins, R.A., “The structure of Cold Worked Silver and Silver - Magnesium Oxide Alloys“, Acta. Met. 10, 5562(1962).Google Scholar
Brimhall, J.L. and Huggins, R.A., “Electron-Microscopic Observations of Deformed Internally Oxidized Alloys”, Trans. AIME 233, 10761084(1965).Google Scholar