Study of the Influence of Geometric Parameters on the Destruction Possibility of Aluminium Alloys during Pressing in Equal-Channel Step Matrix

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Abstract:

The paper analyzes the influence of various geometric factors on the destruction possibility of aluminum alloys during pressing in an equal-channel step matrix, which allows to obtain an ultrafine-grained structure. It is found that the angle of the junction of the matrix channels has a significant effect on the Cockroft-Latham damage criterion, in contrast to the length of the inclined channel of the matrix. The most optimal value of the joint angle is 135° - in this case, the metal is processed with a sufficiently high intensity at a low level of the fracture criterion. The length of the inclined channel of the matrix is recommended to use no more than 15 mm to reduce the level of damage.

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Materials Science Forum (Volume 1052)

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335-339

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February 2022

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© 2022 Trans Tech Publications Ltd. All Rights Reserved

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[1] O.V. Rybalchenko, D.V. Prosvirnin, A.A. Tokar, V.P. Levin, M.R. Tyutin, G.I. Raab, L.R. Botvina, S.V. Dobatkin, Effect of ECAP on structural, mechanical and functional characteristics of the austenitic Cr-Ni-Ti steels, Journal of Physics: Conference Series. 1134 (2018) 012049.

DOI: 10.1088/1742-6596/1134/1/012049

Google Scholar

[2] A.A. Churakova, D.V. Gunderov, G.I. Raab, S.D. Prokoshkin, V.A. Sheremetyev, P.N.L. Filho, J. Pedro, A.P.R.A. Claro, Influence of ECAP on the structure and properties of Ti18Zr15Nb and Ti10Mo8Nb6Zr alloys for medical application, IOP Conference Series: Materials Science and Engineering. 1014 (2021) 012006.

DOI: 10.1088/1757-899x/1014/1/012006

Google Scholar

[3] A.B. Naizabekov, S.N. Lezhnev, A.S. Arbuz, Finite-element modeling of ECAP with quasi-small angles of channel junction. International Scientific and Technical Congress OMD-2014 Fundamental problems. Innovative materials and technologies,. (2014) 206-210.

Google Scholar

[4] G.I. Raab, G.V. Kulyasov, V.A. Polonovski, R.Z. Valiev, RU Patent 2,181,314. (2002).

Google Scholar

[5] S.N. Lezhnev, As.R. Toleuova, E.A. Panin, Modeling and study of the process of billets extrusion with additional back-pressure in equal channel step matrix, Machines, Technologies, Materials. 11 (2015) 20-22.

Google Scholar

[6] A.B. Naizabekov, S.N. Lezhnev, E.A. Panin, KZ Patent 25,864. (2013).

Google Scholar

[7] A.B. Naizabekov, V.A. Andreyashchenko, S.N. Lezhnev, KZ Innovation Patent 22,896. (2010).

Google Scholar

[8] G.I. Raab, F.F. Musin, I.V. Alexandrov, B.O. Bolshakov, A.G. Raab, RU Patent 156,327. (2015).

Google Scholar

[9] V.M. Polovnikov, V.V. Kandarov, I.V. Kandarov, V.V. Latysh, N.A. Enikeev, RU Patent 2,356,669. (2009).

Google Scholar

[10] V.N. Sloboda, V.V. Latysh, V.V. Stolyarov, G.I. Raab, N.K. Tsenev, RU Patent 2,128,095. (1999).

Google Scholar

[11] R.Z. Valiev, G.I. Raab, E.S. Lukin, RU Patent 2,282,515. (2006).

Google Scholar

[12] A.M. Ivanov, RU Patent 2,505,369. (2014).

Google Scholar

[13] P.I. Golubev, A.I. Korshunov, N.I. Belousov, I.N. Pozdov, RU Patent 2,252,094. (2005).

Google Scholar

[14] A.I. Korshunov, P.I. Golubev, F.V. Semenov, RU Patent 2,618,677. (2017).

Google Scholar

[15] A.M. Ivanov, V.V. Lepov, M.A. Ivanov, S.S. Vashchenko, I.D. Zhirokhov, RU Patent 2,424,073. (2011).

Google Scholar

[16] I.N. Budilov, R.Z. Valiev, Kh.Sh. Salimgareev, RU Patent 2,347,634. (2009).

Google Scholar

[17] V.N. Sloboda, R.Z. Valiev, G.I. Raab, V.V. Latysh, RU Patent 2,139,164. (1999).

Google Scholar

[18] V.M. Greshnov, A.M. Dmitriev, RU Patent 2,329,108. (2008).

Google Scholar

[19] R.Z. Valiev, Kh.Sh. Salimgareev, RU Patent 2,188,091. (2002).

Google Scholar

[20] E.N. Sosenushkin, L.M. Ovechkin, A.E. Sosenushkin, RU Patent 2,440,210. (2012).

Google Scholar

[21] A.M. Ivanov, V.A. Ivanov, M.A. Ivanov, RU Patent 2,450,882. (2012).

Google Scholar

[22] E.N. Sosenushkin, G.M. Tsfas, E.A. Yanovskaya, V.V. Belokopytov, A.E. Sosenushkin, RU Patent 2,509,621. (2014).

Google Scholar

[23] A.F. Shayakhmetov, A.V. Botkin, R.Z. Valiev, G.I. Raab, R.R. Akbashev, RU Patent 2,379,148. (2010).

Google Scholar

[24] A. Naizabekov, S. Lezhnev, E. Panin, Computer simulation of the metal deformation process in an equal channel step matrix with additional backpressure, IOP Conf. Series: Materials Science and Engineering. 969 (2020) 012086.

DOI: 10.1088/1757-899x/969/1/012086

Google Scholar

[25] V.V. Kuchkin, E.P. Osokin, V.V. Rybin, Yu.I. Rybin, R.D. Shcherbel, RU Patent 2,333,062. (2008).

Google Scholar

[26] I.A. Shur, K.S. Ivanov, RU Patent 2,410,178. (2011).

Google Scholar

[27] A.B. Naizabekov, S.N. Lezhnev, K.A. Nogaev, Investigation of the influence of various factors on the stress state of metal during the deformation of workpieces in an equal-channel step matrix, Technology of Production of Metals and Secondary Materials. 2 (2007) 157-167.

Google Scholar

[28] A.B. Naizabekov, S.N. Lezhnev, K.A. Nogaev, Study of the influence of various factors on the strain state of the metal during deformation of workpieces at the speed angular equally channel matrix, Proceedings of the international scientific-practical conference Scientific and technical progress in industry,. (2007) 229-238.

Google Scholar

[29] A.P. Gulyaev, Metallography, Metallurgy, Moscow, (1986).

Google Scholar

[30] A.B. Naizabekov, S.N. Lezhnev, K.A. Nogaev, E.A. Panin, Investigation of the influence of geometric factors in equal-channel pressing on the energy-force parameters of deformation, Technology of Production of Metals and Secondary Materials. 2 (2008) 52-59.

Google Scholar

[31] A.B. Naizabekov, S.N. Lezhnev, K.A. Nogaev, E.A. Panin, Analysis of the influence of technological factors on the pressing force during the deformation of workpieces in an equal-channel step matrix, Technology of Production of Metals and Secondary Materials. 2 (2008) 59-64.

DOI: 10.4028/p-dbtu13

Google Scholar