We propose an approach to modeling the ordered surface topography of D16chT aluminum alloy after static deformation. This approach enables us to establish statistic estimates of the parameters of formed surface irregularities with regard for the stochastic and cyclic nature of their self-organization.
This is a preview of subscription content, log in via an institution to check access.
Similar content being viewed by others
References
S. R. Ignatovich, A. Menou, M. V. Karuskevich, and P. O. Maruschak, “Fatigue damage and sensor development for aircraft structural health monitoring,” Theor. Appl. Fract. Mech., 65, 23–27 (2013).
D. O. Kharchenko, V. O. Kharchenko, and A. V. Dvornichenko, Processes of Ordering in Complex Systems [in Russian], Naukova Dumka, Kiev (2011).
V. E. Panin, V. E. Egorushkin, and A. V. Panin, “The plastic shear channeling effect and the nonlinear waves of localized plastic deformation and fracture,” Phys. Mesomech., 13, 215–232 (2010).
V. E. Panin and V. E. Egorushkin, “Deformable solid as a nonlinear hierarchically organized system,” Phys. Mesomech., 14, 207–223 (2011).
N. G. Chausov, E. È. Zasimchuk, V. B. Gutsailyuk, and E. M. Volyanskaya, “Methods for the investigation of the properties of dissipative structures formed under the conditions of impulsive penetration of energy into the material,” Visn. Ternop. Derzh. Tekh. Univ., Special Issue, 2, 92–97 (2011).
S. A. Lupenko, Development of the Theory of Modeling and Processing of Cyclic Signals in Information Systems [in Ukrainian], Author’s Abstract of the Doctoral Degree Thesis (Engineering), Lviv (2010).
I. V. Lytvynenko, S. A. Lupenko, and Yu. V. Studena, “Methods of statistical processing of heart signals based on their model in the form of a random process with zonal time structure,” Visn. Ternop. Derzh. Tekh. Univ., No. 4, 189–200 (2006).
I. V. Lytvynenko, P. O. Maruschak, and S.A. Lupenko, “Processing and modeling of ordered relief at the surface of heat-resistant steels after laser irradiation as a cyclic random process,” Automat. Contr. Comp. Sci., 48, 1–9 (2014).
V. E. Panin, V. E. Egorushkin, and A. V. Panin, “Nonlinear wave processes in a deformable solid as a hierarchically organized system,” Phys. Mesomech., 15, 133–146 (2012).
V. A. Romanova, R. R. Balokhonov, and S. Schmauder, “Numerical study of mesoscale surface roughening in aluminum polycrystals under tension,” Mater. Sci. Eng. A, 564, 255–263 (2013).
M. Chausov, P. Maruschak, A. Pylypenko, V. Berezin, and O. Prentkovskis, “Structural self-organization of titanium alloys under impulse force action,” in: Abstracts of the Internat. Conf. “Functional Materials and Nanotechnologies”, Vilnius Univ., Vilnius (2015), p. 73.
N. Q. Chinh and P. Szommer, “Mathematical description of indentation creep and its application for the determination of strain rate sensitivity,” Mater. Sci. Eng. A, 611, 333–336 (2014).
P. Maruschak, D. Baran, and V. Gliha, “A multiscale approach to deformation and fracture of heat-resistant steel under static and cyclic loading,” Medžiagotyra, 19, 29–33 (2013).
O. Zinovieva, V. Romanova, R. Balokhonov, A. Zinoviev, and Zh. Kovalevskaya, “Numerical study of the influence of grain size and loading conditions on the deformation of a polycrystalline aluminum alloy,” J. Appl. Math. Phys., 2, 425–430 (2014).
L. P. Kubin and Y. Estrin, “Strain nonuniformities and plastic instabilities,” Rev. Phys. Appl., 23, 573–583 (1988).
P. Maruschak, I. Zakiev, V. Mocharsky, and Y. Nikiforov, “Experimental study of the surface of 15Kh13MF steel after the nanosecond laser shock processing,” Solid State Phenom., 200, 60–65 (2013).
P. O. Maruschak, S. V. Panin, A. Z. Student, and B. B. Ovechkin, Scale Levels of Deformation and Fracture of Heat-Resistant Steels [in Russian], Tomsk Polytech. Univ., Tomsk (2013).
M. Burkov, S. Panin, P. Lyubutin, A. Eremin, P. Maruschak, and A. Menou, “Aluminum foil based fatigue sensor for structural health monitoring of carbon fiber composites,” Procedia Tech., 19, 307–312 (2015).
P. Maruschak, I. Konovalenko, S. Panin, and R. Bishchak, “Analysis of surface relief evolution of polycrystalline aluminum alloy under static deformation,” in: V. E. Panin, S. G. Psakhie, and V. M. Fomin (editors), AIP Conf. Proc. on Physical Mesomechanics of Multilevel Systems, Amer. Inst. Physics, Melville, Vol. 1623, NY (2014), pp. 403–406.
K. F. Minnebaev, E. I. Rau, A. A. Khaidarov, and V. E. Yurasova, “Changes in the composition and surface structure of alloys in regions with varying deformation,” J. Surf. Invest. X-Ray, Synchr. Neutr. Tech., 8, 175–181 (2014).
S. V. Shchepak, D. N. Kostenyuk, G. S. Seidametova, and M. V. Lisovskaya, “Prediction of the durability of aluminum alloy by the parameters of deformation surface topography near a stress concentrator,” Vestn. Dvigatelestr., No. 2, 249–252 (2011).
M. V. Karuskevich, “Aircraft life prediction by the parameters of foil sensors and skin surface,” Vestn. Dvigatelestr., No. 3, 88–92 (2006).
I. Konovalenko, P. Maruschak, A. Menou, M. Karuskevich, and S. Ignatovich, “A novel algorithm for damage analysis of fatigue sensor by surface deformation topography parameters,” in: Proc. of the Internat. Symp. “Operational Research and Applications”, Marrakech, Morocco (2013), Available on CD, pp. 678–684.
P. Maruschak, I. Konovalenko, J. Brezinová, and I. Zakiev, “Investigation of statically deformed aluminum alloy surface,” Mater. Sci. Forum, 818, 83–88 (2015).
Author information
Authors and Affiliations
Corresponding author
Additional information
Translated from Fizyko-Khimichna Mekhanika Materialiv, Vol. 52, No. 1, pp. 102–110, January–February, 2016.
Rights and permissions
About this article
Cite this article
Lytvynenko, I.V., Maruschak, P.O., Lupenko, S.A. et al. Modeling of the Ordered Surface Topography of Statically Deformed Aluminum Alloy. Mater Sci 52, 113–122 (2016). https://doi.org/10.1007/s11003-016-9933-1
Received:
Published:
Issue Date:
DOI: https://doi.org/10.1007/s11003-016-9933-1