Parameters of Mechanical Properties and Resistance of Intermetallic Compounds to Martensite Transformations

Article Preview

Abstract:

The paper analyzes Poisson’s ratios μ0100,001=-s12/s11 and elastic anisotropy factor A'=s/s11 (s=s11-s12-s44/2) for single crystal materials of binary and three-component TiNi-TiFe alloys with gradually deteriorating resistance first to one B2-R and further to two martensite transformations B2-R-B19'. The study discusses a ratio H/E of TiNi-TiFe alloys both subject and not exposed to martensite transformations. Surprisingly, this ratio exceeds 0.035 for alloys with martensite transformations, being far higher than in the majority of metals and alloys.

You might also be interested in these eBooks

Info:

Periodical:

Pages:

166-171

Citation:

Online since:

April 2020

Export:

Price:

Permissions CCC:

Permissions PLS:

Сopyright:

© 2020 Trans Tech Publications Ltd. All Rights Reserved

Share:

Citation:

* - Corresponding Author

[1] Kondratyev V.V. Elastic moduli and structural transformations in bcc lattices. FMM, 41 (6), 1169 (1976) – in Russian - Kondrat'yev V.V. Moduli uprugosti i strukturnyye prevrashcheniya v OTSK reshetkakh. FMM, 41(6), 1169 (1976).

Google Scholar

[2] Huntington G., Elastic Constants of Crystals // UFN. - 1961. - T. LXXIV, vol. 2. - pp.303-352. – in Russian – Khantington G. Uprugiye postoyannyye kristallov // UFN. – 1961. – T. LXXIV, vyp. 2. – S. 303-352.

Google Scholar

[3] Tietze H., Müllner M., Renker B. Dinamical properties of premartensitic NiTi // J. Phys.C: Solid State Phys.- 1984.- V. 17.- P. L529-L532.

DOI: 10.1088/0022-3719/17/21/001

Google Scholar

[4] Grigorovich V.K. Periodic law of Mendeleev and the electronic structure of the atom. - M. Science, 1966. - 288 p. – in Russian – Grigorovich V.K. Periodicheskiy zakon Mendeleyeva i elektronnoye stroyeniye atoma. – M. Nauka, 1966. – 288 s.

Google Scholar

[5] S.A. Firstov, T.G. Rogul Theoretical (ultimate) hardness // Reports of the National Academy of Sciences of Ukraine, 2007, № 4, с. 110-114. – in Russian – S.A. Firstov, T.G. Rogul'. Teoreticheskaya (predel'naya) tverdost'// Reports of the National Academy of Sciences of Ukraine, 2007, № 4, с. 110-114.

DOI: 10.1134/s0036029512100059

Google Scholar

[6] Yang-Tse Cheng and David S. Grummon. Indentation in Shape Memory Alloys // Micro and Nano Mechanical Testing of Materials and Devices,.

DOI: 10.1007/978-0-387-78701-5_3

Google Scholar

[7] Zakrevsky I.G., Kokorin V.V., Muslov S.A., Khachin V.N., Shevchenko A.D. Martensitic transformations and properties of alloys TiNi-TiFe // Metallophysics. - 1986. - Vol.8, №6. - pp.91-95. – in Russian – Zakrevskiy I.G., Kokorin V.V., Muslov S.A., Khachin V.N., Shevchenko A.D. Martensitnyye prevrashcheniya i svoystva splavov TiNi-TiFe // Metallofizika. - 1986. - T.8, №6. – S. 91-95.

DOI: 10.22226/2410-3535-2015-4-420-423

Google Scholar

[8] Muslov S.A., Shelyakov A.V., Andreev V.A. Shape memory alloys: properties, preparation and use in engineering and medicine. M .: Mozartik, 2018. - 254 S. DOI: 10.18411 / A-2018-208. – in Russian – Muslov S.A., Shelyakov A.V., Andreyev V.A. Splavy s pamyat'yu formy: svoystva, polucheniye i primeneniye v tekhnike i meditsine. M.: Mozartika, 2018. – 254 S.

DOI: 10.18411/a-2018-208

Google Scholar

[9] S.A. Muslov, V.N. Khachin, V.G. Pushin, Yu.I. Chumlyakov. Elastic properties and structure of alloys TiNi-TiFe on the eve of martensitic transformations / Letters on materials. - 2015. - Volume 5, Issue 4. - Page. 420-423. DOI: 10.22226 / 2410-3535-2015-4-420-423. – in Russian – S.A. Muslov, V.N. Khachin, V.G. Pushin, YU.I. Chumlyakov. Uprugiye svoystva i struktura splavov TiNi-TiFe nakanune martensitnykh prevrashcheniy / Pis'ma o materialakh. - 2015. - Tom 5, Vypusk 4. - Str. 420-423.

DOI: 10.22226/2410-3535-2015-4-420-423

Google Scholar

[10] Extreme Poisson's ratios and their electronic origin in B2 CsCl-type AB intermetallic compounds. X. F. Wang et al. Physical Review B 85, 134108 (2012).

DOI: 10.1103/physrevb.85.134108

Google Scholar

[11] Goldstein R.V., Gorodtsov V.A., Lisovenko D.S. Cubic auxetika. DAN, 2011, T.439, N 2, P.184-187. – in Russian – Gol'dshteyn R.V., Gorodtsov V.A., Lisovenko D.S. Kubicheskiye auksetiki. DAN, 2011, T.439, N 2, S.184-187.

DOI: 10.1134/s1028335811070081

Google Scholar

[12] R. Gaillac, P. Pullumbi, F.-X. Coudert. ELATE: An open-source online application for analysis and visualization of elastic tensors. J. Phys. Condens. Matter 2016, 28, 275201.

DOI: 10.1088/0953-8984/28/27/275201

Google Scholar

[13] A.I. Epishin, D.S. Lisovenko. Extreme values of Poisson's ratio of cubic crystals. Journal of Technical Physics, 2016, vol. 86, no. 10, s. 74-82. – in Russian - A.I. Yepishin, D.S. Lisovenko. Ekstremal'nyye znacheniya koeffitsiyenta Puassona kubicheskikh kristallov. Zhurnal tekhnicheskoy fiziki, 2016, tom 86, vyp. 10, s. 74-82.

DOI: 10.1134/s1063784216100121

Google Scholar

[14] Internet resource. URL: https://pt.kle.cz/ru_RU/index.html.

Google Scholar