journal article·2022-11

Analysis of Radiation Creep Problems Considering Pore Growth Ductile Fracture by Rice–Tracey–Huang Models and Kachanov’s Solution for a Spherical Cavity. Part 1. Initial Preconditions and Models for the Formulation of the Governing Equations

O. Yu. Chirkov

Strength of Materials· Volume 54· Issue 6
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OpenAlex topics: High-Velocity Impact and Material Behavior · Metal Forming Simulation Techniques · Metallurgy and Material Forming

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References (8)

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2. Y. Huang, “Accurate dilatation rates for spherical voids in triaxial stress fields,” J. Appl. Mech., 58, 1084–1086 (1991).10.1115/1.2897686 ↗
3. O. Yu. Chirkov, “Validity analysis of elastic-plastic deformation mechanics problems considering the growth of pores in the material via the Rice–Tracey–Huang models. Part 3. Generalized Rice–Tracey–Huang equation,” Strength Mater., 54, No. 5, 767–775 (2022).10.1007/s11223-022-00453-9 ↗
4. L. M. Kachanov, Fundamentals of Plasticity Theory [in Russian], Nauka, Moscow (1969).
5. N. K. Vasina, B. Z. Margolin, A. G. Gulenko, and I. P. Kursevich, “Radiation swelling of austenitic steels. Influence of various factors, processing of experimental data and formulation of governing equations,” Vopr. Materialoved., No. 4 (48), 69–88 (2006).
6. B. Z. Margolin, A. I. Murashova, and V. S. Neustroev, “Analysis of the influence of type of stress state on radiation swelling and radiation creep of austenitic steels,” Strength Mater., 44, 227–240 (2012).10.1007/s11223-012-9376-3 ↗
7. A. A. Sorokin, B. Z. Margolin, I. P. Kursevich, et al., “Influence of neutron irradiation on mechanical properties of materials of WWER reactor internals,” Vopr. Materialoved., No. 2 (66), 131–151 (2011).
8. O. Yu. Chirkov, “Analysis of irradiation swelling and irradiation creep models with the stress effect account in the problems of inelastic strain mechanics. Part 2. Correctness check of conditions of the constitutive equations,” Strength Mater., 53, No. 3, 377–387 (2021).10.1007/s11223-021-00297-9 ↗