Fundamental Studies of Strength Physics –  Methodology of Longevity Prediction of Materials  under Arbitrary Thermally and Forced Effects

APA 6th edition
In-text: (Petrov, 2016)
Your Bibliography: Petrov, M.G. (2016). Fundamental Studies of Strength Physics – Methodology of Longevity Prediction of Materials under Arbitrary Thermally and Forced Effects. International Journal of Environmental and Science Education, 11(17), 10211-10227.

Harvard
In-text: (Petrov, 2016)
Your Bibliography: Petrov, M. (2016). Fundamental Studies of Strength Physics – Methodology of Longevity Prediction of Materials under Arbitrary Thermally and Forced Effects. International Journal of Environmental and Science Education, 11(17), pp. 10211-10227.

Chicago 16th edition
In-text: (Petrov 2016)
Your Bibliography: Petrov, Mark G. (2016). "Fundamental Studies of Strength Physics – Methodology of Longevity Prediction of Materials under Arbitrary Thermally and Forced Effects". International Journal of Environmental and Science Education 11 (17):10211-10227.

Abstract

Thermally activated analysis of experimental data allows considering about the structure features of each material. By modelling the structural heterogeneity of materials by means of rheological models, general and local plastic flows in metals and alloys can be described over. Based on physical fundamentals of failure and deformation of materials that are revealed by thermally activated analysis of simple test data, the methodology of longevity prediction of materials under arbitrary thermally and forced effects is considered. The methods of thermally activated analysis of strength tests results of duralumin and boron plastic are considered with regard to low temperature effects of failure. The correcting for the effective temperature that take account of these features, is been refined values of activated parameters of the process. Thermally activated analysis of experimental data should also take into account the quantum features of low-temperature fracture kinetics. In processing the experimental data, temperature correction is necessary to insert as it takes into account the low-temperature features of fracture, and in some cases changes the method of processing. It specifies the value of activation parameters of the process, which are used later in equations of physical warping and fracture kinetics under durability and longevity prediction of materials in constructions.

Keywords: Physics of condensable state, rheology, thermally activated analysis, cryogenic temperatures, longevity of materials

References

Bulat, P. V., & Volkov, K. N. (2016). Detonation Jet Engine. Part 1 – Thermodynamic Cycle. International Journal of Environmental and Science Education, 11(12), 5009-5019.

Caner, F. C., Bažant, Z. P. (2014). Impact comminution of solids due to local kinetic energy of high shear stress rate: II–Microplane model and verification. Journal of Mechanics and Physics of Solids, 64, 236-248.

Golovin, S. A. (1980). Micro-plasticity and fatigue of metals. Moscow: Science.

Krausz, A. S. (1975). Deformation kinetics. N. Y.: John Wiley and Sons.

Leibfried, G. (1955). Microscopic theory of mechanical and thermal properties of crystals. Berlin-Göttingen-Heidelberg: Springer-Verlag.

Petrov, M. G. (2008). Methods of analysis and diagnostics of structure and properties of materials produced under various technological processes. XIV International conference on the methods of aerophysical research. Section V. Methods of aerophysical research in interdisciplinary problems and advanced technologies (Paper 24). Novosibirsk: ITAM.

Petrov, M. G. (2009). Cracking of metal supersaturated solid solutions happening under fracture of a precipitation hardening aluminum alloys. Journal of Fundamental and Applied Materials: materials of VI International Scientific School-Conference (pp. 203-209). Barnaul: Altai State Technical University.

Petrov, M. G. (2011). Calculation-experimental method of resource consumption evaluation of dynamically loaded constructs. Problems of optimal design constructions: reports of the second Russian Conference (pp. 296-307). Novosibirsk State University of Architecture and Civil Engineering.

Petrov, M. G. (2015). The strength and longevity of structural elements: an approach based on material models and physical environment. Saarbrücken: Lambert Academic Publishing.

Petrov, M. G., & Ravikovich, A. I. (2001). Kinetic approach to prediction of the life of aluminum alloys under various thermally temporal conditions. Journal of Applied Mechanics and Technical Physics, 42(4), 725-730.

Petrov, M. G., & Ravikovich, A. I. (2004). Deformation and fracture of aluminum alloys following kinetic concept of strength. Journal of Applied Mechanics and Technical Physics, 45(1), 124-132.

Petrov, V. A. (1993). Physical basis of forecasting the longevity of structural materials. St. Petersburg: University of Technology Publishing.

Polyak, L. Z. (1973). Method for determining the characteristics of metals’ rate of creep. Patent №390,409 of the USSR / №1006825/25-28; appl. 04/26/1965; publ. 07.11.1973, Bulletin №30, priority 04.26.1965, 2.

Regel, V. R. (1974). The kinetic nature of solids’ strength. Moscow: Science.

Salganik, R. L. (1970). Fluctuation mechanism of fracture. Journal of Solid Physics, 12(5), 1336-1343.

Samsonov, G. V. (1976). Properties of elements (In 2 volumes, Vol I. Physical properties. Directory). 2nd edition. Moscow: Science.

Sedov, L. I. (1976). On perspective directions and problems in continuum mechanics. Journal of Applied Mathematics and Mechanics, 40(6), 963-980.

Sloutsker, A. I. (1983). Quantum features of low-temperature fracture kinetics of boron. Journal of Solid Physics, 25(3), 777-783.

Strizhius, V. E. (2012). Methods for calculating fatigue longevity of elements in air constructions. Moscow: Science.

Vorobiev, A. Z., Ol'kin, B. I., & Stebenev, V. N. (1990). Fatigue resistance of constructional elements. Moscow: Science.

Wooten, F. (2013). Optical properties of solids. New York: Academic press.

Yushchenko, V. S. (1981). Molecular dynamics modeling under research of mechanical properties. Journal of Physicochemical Mechanics of Materials, 17(4), 46-59.