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.

MLA

Chirkov, O.Yu. “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.” Strength of Materials, vol. 54, no. 6, Nov. 2022, pp. 976–82. EBSCOhost, https://doi.org/10.1007/s11223-023-00473-z.

APA

Chirkov, O. Y. (2022). 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. Strength of Materials, 54(6), 976–982. https://doi.org/10.1007/s11223-023-00473-z

Chicago

Chirkov, O. Yu. 2022. “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.” Strength of Materials 54 (6): 976–82. doi:10.1007/s11223-023-00473-z.