作者: K. Nishioka , J. K. Lee
DOI: 10.1080/01418618108239548
关键词: Ultimate tensile strength 、 Thermodynamics 、 Flexural strength 、 Thermal expansion 、 Crystallography 、 Helmholtz free energy 、 Modulus 、 Fracture (geology) 、 Materials science 、 Gaussian 、 Crystal 、 Condensed matter physics 、 Metals and Alloys 、 Physics and Astronomy (miscellaneous) 、 General Materials Science 、 Electronic, Optical and Magnetic Materials
摘要: Abstract The temperature dependence of ideal strength is studied for a b.c.c. crystal in [001] and loadings. Born's criterion, with Milstein's variables, employed to determine the strength. Helmholtz free energy calculated under self-consistent Einstein model devised by Matsubara. For mathematical convenience, Gaussian type pair-wise central potential represent atomic interactions. We attempt fit both elastic constants at 0 K thermal expansion α-Fe, but cannot be fitted simultaneously. Three different potentials are used calculation results compared. value closely related predicted C 11 – 12 or Young's modulus. With which approximately experimental modulus K, fracture strain found fair agreement α-Fe whiskers. Tensile [011] loading about five ti...