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Solids
Physical-mechanical properties of synthesized layers of Ti–Ni–Nb-based surface alloys, formed on the surface of TiNi alloy
F. A. D'yachenko, V. O. Semin, A. A. Neiman, A. R. Shugurov, L. L. Meysner, M. G. Ostapenko Institute of Strength Physics and Materials Science, Siberian Branch of the Russian Academy of Sciences, 634055 Tomsk, Russia
Abstract:
The physical-mechanical properties (microhardness, Young’s modulus, plasticity characteristic, shape recovery ratio) of the synthesized layers of Ti–Ni–Nb-based surface alloys of $\sim$2 $\mu$m thickness, formed on the surface of TiNi alloy by the additive thin-film electron beam method were investigated by the instrumented indentation. It was found that the change in physical-mechanical properties in the synthesized surface alloys based on Ti–Ni–Nb is due to their layered structure. In particular, it is due to the thickness of the sublayers, their phase composition, and the structural states of the phases (nanocrystalline and amorphous). It was established that high strength and elastic-plastic parameters of the outer layer and a monotonic change in the physical-mechanical properties from the surface to TiNi substrate are provided in the surface Ti–Ni–Nb alloy with a lower volume fraction of the amorphous phase in the synthesized layers. It was found that the multilayer structure of the surface Ti–Ni–Nb alloy and the monotonically change in the physical-mechanical properties to the substrate ensure high mechanical compatibility of the synthesized layers of surface alloys with the TiNi substrate.
Keywords:
nickel titanium alloy, additive thin-film electron-beam synthesis, surface alloy, structure, physical-mechanical properties
Received: 14.03.2022 Revised: 17.05.2022 Accepted: 18.05.2022
Citation:
F. A. D'yachenko, V. O. Semin, A. A. Neiman, A. R. Shugurov, L. L. Meysner, M. G. Ostapenko, “Physical-mechanical properties of synthesized layers of Ti–Ni–Nb-based surface alloys, formed on the surface of TiNi alloy”, Zhurnal Tekhnicheskoi Fiziki, 92:9 (2022), 1355–1364
Linking options:
https://www.mathnet.ru/eng/jtf7437 https://www.mathnet.ru/eng/jtf/v92/i9/p1355
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