Selection of the determining relations of the creep resistance of metals
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OpenAlex topics: Material Properties and Failure Mechanisms · Engineering Diagnostics and Reliability · Material Properties and Applications
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References (11)
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1. S. A. Shesterikov, A. L. Arshakuni, and L. V. Cheredeeva, ?Method of temperature-force prediction of the creep resistance of metals,? Probl. Prochn., No. 9, 6?9 (1989).
2. V. M. Rozenberg, Creep of Metals [in Russian], Metallurgiya, Moscow (1967).
3. V. I. Kovpak, Prediction of the Creep Resistance of Metallic Materials [in Russian], Naukova Dumka, Kiev (1981).
4. F. F. Claus, An examination of high-temperature stress-rupture correlating parameters, in: Deformation and Fracture at Elevated Temperatures, MIT, Cambridge (1964), pp. 67?89.
5. N. G. Grant and A. G. Bucklin, ?On the extrapolation of short-time stress-rupture data,? Trans. Am. Soc. Met.,42, 720?761 (1950).
6. A. N. Sizova, Resistance of Nickel Base Alloys to Long-Time Static Rupture under Conditions of Nonsteady Heating and Loading: Author's Abstract of PhD Thesis, Moscow (1965).
7. V. N. Kiselevskii and B. D. Kosov, ?Experimental verification of the equation of state for the process of creep of hardenable material,? Probl. Prochn., No. 9, 15?20 (1976).
8. A. W. Mullendore and N. G. Grant, ?Grain-boundary behavior in high-temperature deformation,? in: Deformation and Fracture at Elevated Temperatures, MIT, Cambridge (1964), pp. 165?211.
9. R. F. Jonson, G. Glen, M. J. May et al., ?The analysis and assessment of elevated-temperature laver data,? in: High-Temperature Properties of Steels, London (1967), pp. 61?77.
10. I. I. Trunin, ?On one variant of the equation of state in creep,? in: Deformation and Fracture of Solids [in Russian], Izdat. Mosk. Gos. Univ., Moscow (1977), pp. 83?89.
11. A. L. Arshakuni, ?Kinetic variant of the theory of creep and creep resistance of metals,? Prikl. Mekh. Teor. Fiz., No. 3, 142?148 (1986).