Igor S. Yasnikov

Dr. Igor S. Yasnikov

Research Institute for Advanced Technologies, Togliatti State University, Tolyatti, Samarskaya Oblast’, Russia
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Research Focus & Metrics

Academic Career Length

31Years (1996-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 April 2014 in Scripta Materialia
Verified
Journal Article
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Igor S. YasnikovIgor S. Yasnikov
Igor S. Yasnikov
AVA. Vinogradov
A. Vinogradov
YEY. Estrin
Y. Estrin

23 November 1998 in Physical Review Letters
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Journal Article
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ASA. I. Safonov
A. I. Safonov
SVS. A. Vasilyev
S. A. Vasilyev
Igor S. YasnikovIgor S. Yasnikov
Igor S. Yasnikov
ILI. I. Lukashevich
I. I. Lukashevich
SJS. Jaakkola
S. Jaakkola
We have performed magnetic compression experiments with the two-dimensional gas of hydrogen atoms on liquid 4He at T=120–200mK. For 2D phase-space densities higher than 3, the probability of three-body dipole recombination is observed to decrease gradually by an order of magnitude in comparison to its low-density value Kbbb=8.4(3.5)×10−25cm4s−1. This is attributed to local coherence developing in a 2D quasicondensate. We have also determined the value U/k=5.1(5)×10−15Kcm2 for the mean-field energy of the gas.

1 March 2016 in Acta Materialia
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Journal Article
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AVAlexei Vinogradov
Alexei Vinogradov
Igor S. YasnikovIgor S. Yasnikov
Igor S. Yasnikov
HMH. Matsuyama
H. Matsuyama
MUM. Uchida
M. Uchida
YKY. Kaneko
Y. Kaneko
YEY. Estrin
Y. Estrin

1 December 2017 in Acta Materialia
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Journal Article
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Igor S. YasnikovIgor S. Yasnikov
Igor S. Yasnikov
YEY. Estrin
Y. Estrin
AVAlexei Vinogradov
Alexei Vinogradov

1 October 2021 in Surface and Coatings Technology
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APAnton V. Polunin
Anton V. Polunin
ACAlisa O. Cheretaeva
Alisa O. Cheretaeva
EBEugeny D. Borgardt
Eugeny D. Borgardt
IRIgor A. Rastegaev
Igor A. Rastegaev
MKMikhail M. Krishtal
Mikhail M. Krishtal
Igor S. YasnikovIgor S. Yasnikov
Igor S. Yasnikov

18 June 2014 in Journal of Applied Physics
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Journal Article
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AVA. Vinogradov
A. Vinogradov
Igor S. YasnikovIgor S. Yasnikov
Igor S. Yasnikov
YEY. Estrin
Y. Estrin
We demonstrate that the fractal dimension (FD) of the dislocation population in a deforming material is an important quantitative characteristic of the evolution of the dislocation structure. Thus, we show that peaking of FD signifies a nearing loss of uniformity of plastic flow and the onset of strain localization. Two techniques were employed to determine FD: (i) inspection of surface morphology of the deforming crystal by white light interferometry and (ii) monitoring of acoustic emission (AE) during uniaxial tensile deformation. A connection between the AE characteristics and the fractal dimension determined from surface topography measurements was established. As a common platform for the two methods, the dislocation density evolution in the bulk was used. The relations found made it possible to identify the occurrence of a peak in the median frequency of AE as a harbinger of plastic instability leading to necking. It is suggested that access to the fractal dimension provided by AE measurements and by surface topography analysis makes these techniques important tools for monitoring the evolution of the dislocation structure during plastic deformation—both as stand-alone methods and especially when used in tandem.