Discrete Properties of the Inelasticity of Steel and Alloys Based on Al and Ti under Periodic Deformation

G. G. Pisarenko$^{1}$, О. V. Voynalovich$^{2}$, A. M. Mailo$^{1}$

$^{1}$G. S. Pisarenko Institute for Problems of Strength, NAS of Ukraine, 2 Timiryazevs’ka Str., UA-01014 Kyiv, Ukraine
$^{2}$National University of Life and Environmental Sciences of Ukraine, 15 Heroiv Oborony Str., UA-03041 Kyiv, Ukraine

Received: 13.05.2019; final version - 08.10.2019. Download: PDF

The paper presents the amplitude characteristics of the dissipative properties of steel and alloys under different conditions of deformation of laboratory samples obtained by the method of the normalized range of amplitudes of discrete deformations. Amplitude characteristics of the discrete properties of the surface of a laboratory sample material are compared in a wide range of strain amplitudes. Using the developed contact-resonance method for measuring discrete inelastic deformations of the surface layer of a material, the kinetic characteristics of scattered damage to light alloys are obtained, where the instability of inelastic deformations manifests itself during periodic loading in the form of material hardening–softening processes. The revealed repeatability of extremums of the kinetic characteristics of inelasticity shows a stochastic regularity studied in the work. The systematization of the results of the study allows us to reveal the correlation of the characteristics of the inelastic deformations of the surface of the loaded metal with cyclic durability. On the basis of experimental and calculated data within the framework of the structural-energetic theory of fatigue, the use of a recurrent series to determine the durability by the hardening criterion is substantiated. As a result of scanning the surface of samples of the material, the amplitude characteristics of the deformation of the local volumes of material in the scanning zone are obtained. The amplitude scan spectrum corresponding to the state of deformation defects of the surface represents the general totality of the results determined by the method of normalized magnitude. It combines the results of a series of consecutive measurements of inelastic deformations developed in the subsurface layer of the material of a laboratory sample with a monotonic increase in the intensity of the degree of scattered damage in the process of high-cycle loading.

Key words: fatigue, inelasticity, bifurcation point, scattered damage, Hurst index.

URL: http://mfint.imp.kiev.ua/en/abstract/v42/i02/0261.html

DOI: https://doi.org/10.15407/mfint.42.02.0261

PACS: 05.65.+b, 46.50.+a, 62.20.F-, 62.20.M-, 81.40.Jj, 81.40.Np

Citation: G. G. Pisarenko, О. V. Voynalovich, and A. M. Mailo, Discrete Properties of the Inelasticity of Steel and Alloys Based on Al and Ti under Periodic Deformation, Metallofiz. Noveishie Tekhnol., 42, No. 2: 261—279 (2020) (in Russian)


REFERENCES
  1. V. F. Terentev and S. A. Korableva, Ustalost Metallov [Fatigue Materials] (Moscow: Nauka: 2015) (in Russian).
  2. A. Y. Hnevko, MiTOM, No. 4: 3 (2008) (in Russian).
  3. V. T. Troshchenko and L. A. Khamaza, Mekhanyka Rasseiannoho Ustalostnoho Povrezhdenyiya Metallov i Splavov [Mechanics of Scattered Fatigue Damage to Metals and Alloys], (Kiev: G. S. Pisarenko Institute for Problems of Strength: 2016) (in Russian).
  4. V. H. Burdukovskyi and Y. S. Kamantsev, Zavodskaya Laboratoriya. Diagnostika Materialov, 75, No. 7: 36 (2009) (in Russian).
  5. V. S. Ivanova, Sinergetika i Fraktaly v Materialovedenii [Synergetics and Fractals in Materials Science] (Moscow: Nauka: 1994) (in Russian).
  6. V. S. Yvanova, MiTOM, No. 9: 12 (2006) (in Russian).
  7. V. E. Panin, T. F. Elsukova, A. V. Panin, O. Yu. Kuzina, and P. V. Kuznetsov, Fizicheskaya Mezomekhanika, 7, No. 2: 5 (2004) (in Russian).
  8. T. Yu. Yakovleva, Lokal'naya Plasticheskaya Deformatsiya i Ustalost' Metallov [Local Plastic Deformation and Metal Fatigue] (Kyiv: Naukova Dumka: 2003) (in Russian).
  9. A. N. Mailo, Problemy Prochnosti, No. 3: 124 (2009) (in Russian).
  10. V. T. Troshchenko, Ustalost' Metallov pri Neodnorodnom Napryazhennom Sostoyanii [Fatigue of Metals in Non-uniform Stress State] (Kyiv: G. S. Pisarenko Institute for Problems of Strength: 2011) (in Russian).
  11. L. V. Kuksa and A. V. Cherepennykov, Izvestiya VolhHTU, 2, No. 10: 118 (2008) (in Russian).
  12. V. I. Danilov and L. B. Zuev, Usp. Fiz. Met., 9, No. 4: 371 (2008) (in Russian). Crossref
  13. E. A. Alfyorova and D. V. Lychagin, Mechanics of Materials, 117: 202 (2018). Crossref
  14. V. P. Seliaev, T. A. Nyzyna, A. S. Balykov, D. R. Nyzyn, and A. V. Balbalyn, PNRPU Mechanics Bulletin, No. 1: 129 (2016) (in Russian). Crossref
  15. G. G. Pysarenko and A. N. Mailo, Problemy Prochnosti, No. 2: 167 (2016) (in Russian).
  16. G. G. Pysarenko, O. V. Voinalovych, and A. N. Mailo, Pratsi Mizhnarodnoyi Naukovo-Tekhnichnoyi Konferentsii 'Poshkodzhennya Materialiv pid Chas Ekspluatatsii, Metody Yoho Diahnostuvannya i Prohnozuvannya' (September 19-22, 2017, Ternopil) (Ternopil: 2017), p. 38.