A. I. Korobov, A. I. Kokshaiskyi, V. M. Prokhorov, I. A. Evdokimov, S. A. Perfilov, A. D. Volkov, “Mechanical and nonlinear elastic characteristics of polycrystalline AMg6 aluminum alloy and $n$-AMg6/C$_{60}$ nanocomposite”, Fizika Tverdogo Tela, 58:12 (2016), 2384–2392; Phys. Solid State, 58:12 (2016), 2472

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Fizika Tverdogo Tela, 2016, Volume 58, Issue 12, Pages 2384–2392 (Mi ftt9747)

This article is cited in 17 scientific papers (total in 17 papers)

Mechanical properties, strength physics and plasticity

Mechanical and nonlinear elastic characteristics of polycrystalline AMg6 aluminum alloy and

n

$n$ -AMg6/C

_{60}

$_{60}$ nanocomposite

A. I. Korobov^a, A. I. Kokshaiskyi^a, V. M. Prokhorov^b, I. A. Evdokimov^b, S. A. Perfilov^b, A. D. Volkov^a

^a Lomonosov Moscow State University
^b Technological Institute for Superhard and Novel Carbon Materials, Troitsk, Moscow

Full-text PDF (1265 kB) Citations (17)

Abstract: The influence of nanostructuring on the mechanical and nonlinear elastic characteristics of polycrystalline AMg6 aluminum alloy and

n

$n$ -AMg6/C

_{60}

$_{60}$ nanocomposite has been experimentally studied. The independent second- and third-order elastic coefficients are measured via the ultrasonic method. The thir-dorder elastic coefficients have been evaluated via the Tearstone–Bragger approach from the experimentally established velocities of shear and longitudinal bulk acoustic waves as the functions of the uniaxial compression in the studied samples. The nonlinear elastic properties are examined via the spectral acoustic technique in AMg6 aluminum alloy and

n

$n$ -AMg6/C

_{60}

$_{60}$ nanocomposite, and the nonlinear acoustic parameters are determined.

Received: 26.04.2016

English version:
Physics of the Solid State, 2016, Volume 58, Issue 12, Pages 2472–2480
DOI: https://doi.org/10.1134/S106378341612012X

Bibliographic databases:

Document Type: Article

Language: Russian

Citation: A. I. Korobov, A. I. Kokshaiskyi, V. M. Prokhorov, I. A. Evdokimov, S. A. Perfilov, A. D. Volkov, “Mechanical and nonlinear elastic characteristics of polycrystalline AMg6 aluminum alloy and

n

$n$ -AMg6/C

_{60}

$_{60}$ nanocomposite”, Fizika Tverdogo Tela, 58:12 (2016), 2384–2392; Phys. Solid State, 58:12 (2016), 2472–2480

Citation in format AMSBIB

\Bibitem{KorKokPro16}

\by A.~I.~Korobov, A.~I.~Kokshaiskyi, V.~M.~Prokhorov, I.~A.~Evdokimov, S.~A.~Perfilov, A.~D.~Volkov

\paper Mechanical and nonlinear elastic characteristics of polycrystalline AMg6 aluminum alloy and $n$-AMg6/C$_{60}$ nanocomposite

\jour Fizika Tverdogo Tela

\yr 2016

\vol 58

\issue 12

\pages 2384--2392

\mathnet{http://mi.mathnet.ru/ftt9747}

\elib{https://elibrary.ru/item.asp?id=27368858}

\transl

\jour Phys. Solid State

\yr 2016

\vol 58

\issue 12

\pages 2472--2480

\crossref{https://doi.org/10.1134/S106378341612012X}

Linking options:

https://www.mathnet.ru/eng/ftt9747

https://www.mathnet.ru/eng/ftt/v58/i12/p2384

This publication is cited in the following 17 articles:

Alexander Smirnov, Vladislav Kanakin, Anatoly Konovalov, “Neural Network Modeling of Microstructure Formation in an AlMg6/10”, Applied Sciences, 13:2 (2023), 939
V. M. Prokhorov, I. A. Evdokimov, A. I. Korobov, A. I. Kokshaisky, N. I. Odina, N. V. Shirgina, “Nanostructuring of an Aluminum Alloy and Investigation of the Mechanical Properties of the Resulting Al/C60 Nanocomposite”, Nanotechnol Russia, 17:4 (2022), 523
V. V. Reshetnyak, O. B. Reshetnyak, A. V. Aborkin, A. V. Filippov, “Interatomic Interaction at the Aluminum–Fullerene C60 Interface”, J. Exp. Theor. Phys., 134:1 (2022), 69
Viktor Reshetniak, Olga Reshetniak, Artemiy Aborkin, Vladimir Nederkin, Anatoliy Filippov, “Effect of the Interface on the Compressibility of Substances with Spherical Nano-Inhomogeneities on the Example of Al/C60”, Nanomaterials, 12:12 (2022), 2045
O. A. Vasilieva, O. V. Rudenko, “Modular “Solitons”: Mutual Absorption and Annihilation in Dissipative Media”, Acoust. Phys., 66:3 (2020), 235
A. I. Korobov, N. V. Shirgina, A. I. Kokshaiskii, V. M. Prokhorov, “Elastic and Mechanical Parameters of n-AMg6/S60 Nanocomposite under Cyclic Reversible Static Load”, Acoust. Phys., 65:2 (2019), 151
A. I. Korobov, A. I. Kokshaysky, N. V. Shirgina, N. I. Odina, A. A. Agafonov, V. V. Rzhevsky, “Features of the Elastic Properties of HTSC Ceramics in the Transition Zone to the Superconducting Phase”, Acoust. Phys., 65:6 (2019), 658
O. A. Vasil'eva, E. A. Lapshin, O. V. Rudenko, “Intense Pulses in Relaxing Media with Limited “Memory Time,” Power-Law and Nonanalytic Nonlinearities”, Acoust. Phys., 65:1 (2019), 23
O. A. Vasilieva, O. V. Rudenko, “A Relaxing Medium with “Linearly Weakening Memory”: Evolution of Intense Pulses”, Acoust. Phys., 65:6 (2019), 665
O.V. Rudenko, C.M. Hedberg, “Strong nonlinearity, anisotropy, and solitons in a lattice with holonomic constraints”, Wave Motion, 89 (2019), 104
O. V. Rudenko, C. M. Hedberg, “Wave Resonance in Media with Modular, Quadratic and Quadratically-Cubic Nonlinearities Described by Inhomogeneous Burgers-Type Equations”, Acoust. Phys., 64:4 (2018), 422
Alexander S Smirnov, Vladimir P Shveikin, Evgeniya O Smirnova, George A Belozerov, Anatoly V Konovalov, Dmitry I Vichuzhanin, Olga Yu Muizemnek, “Effect of silicon carbide particles on the mechanical and plastic properties of the AlMg6/10”, Journal of Composite Materials, 52:24 (2018), 3351
V. M. Prokhorov, E. L. Gromnitskaya, “Pressure dependences of elastic constants of AMg6 aluminum–magnesium alloy and $n$-Mg6/C$_{60}$ nanocomposite alloy”, Phys. Solid State, 60:4 (2018), 769–773
Alexandr I. Korobov, Viyacheslav M. Prokhorov, Alexey I. Kokshaiskiy, Natalia V. Shirgina, “Linear and nonlinear elastic properties of isostatic graphite and graphite of MPG-7 brand”, Materials Today: Proceedings, 5:12 (2018), 25966
A. I. Korobov, N. V. Shirgina, A. I. Kokshaiskii, V. M. Prokhorov, “Influence of a Static Reversible Loading on Mechanical and Elastic Properties of Polycrystalline Aluminum Alloy AMg6”, Acoust. Phys., 64:4 (2018), 415
A. L. Gray, O. V. Rudenko, “An Intense Wave in Defective Media Containing Both Quadratic and Modular Nonlinearities: Shock Waves, Harmonics, and Nondestructive Testing”, Acoust. Phys., 64:4 (2018), 402
O. V. Rudenko, “Wave Excitation in a Dissipative Medium with a Double Quadratically-Modular Nonlinearity: a Generalization of the Inhomogeneous Burgers Equation”, Dokl. Math., 97:3 (2018), 279

Citing articles in Google Scholar: Russian citations, English citations
Related articles in Google Scholar: Russian articles, English articles

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