Pavel V. Makarov

Prof. Dr. Pavel V. Makarov

Institute of Strength Physics and Materials Science SB RAS, Laboratory of Mechanics of Heterogeneous Media, Russian Academy of Sciences, Akademicheskii prospekt, 2/4, Tomsk, Russia

Research Focus & Metrics

Academic Career Length

44Years (1983-Present)

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

Representative Publications

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2 October 2001 in Theoretical and Applied Fracture Mechanics
Verified
Journal Article
Closed access
PMPavel V. Makarov
Pavel V. Makarov
SSS. Schmauder
S. Schmauder
OCO.I. Cherepanov
O.I. Cherepanov
Igor SmolinIgor Smolin
Igor Smolin
VRV.A. Romanova
V.A. Romanova
MLM. Ludwig
M. Ludwig

1 September 2008 in Physical Mesomechanics
Verified
Journal Article
Closed access
PMPavel V. Makarov
Pavel V. Makarov

1 July 2007 in Russian Geology and Geophysics
Verified
Journal Article
Closed access
PMPavel V. Makarov
Pavel V. Makarov
Destruction of geomaterials and geomedia material, as well as general brittle and ductile materials, have been treated theoretically and experimentally using the general approach of nonlinear dynamic systems. The process of destruction in loaded solids (inelastic deformation, damage accumulation, fracture) is presented as a space-time evolution of a nonlinear dynamic system, which allows interpreting all deformation and fracture within the limits of a single theory. The space-time hierarchies of nonlinear systems were found out to undergo collective effects and self-organization. The experimental and theoretical studies of the evolution of loaded solids revealed their universal fractality and showed brittle fracture and plastic deformation to be self-similar processes at different scales, for which scaling parameters have been estimated. The evolution of inelastic strain and destruction of solids is modeled numerically in terms of hierarchic systems.

1 July 2013 in Physical Mesomechanics
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Journal Article
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PMPavel V. Makarov
Pavel V. Makarov
MEMikhail O. Eremin
Mikhail O. Eremin
A general model and a unified mathematical formalism are proposed for description of inelastic deformation and fracture of any solids, where brittle or plastic, as their evolution in effective force...

1 November 2003 in Computational Materials Science
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Journal Article
Closed access
VRV. Romanova
V. Romanova
RBR. Balokhonov
R. Balokhonov
PMPavel V. Makarov
Pavel V. Makarov
SSS. Schmauder
S. Schmauder
ESE. Soppa
E. Soppa

1 September 2010 in Physical Mesomechanics
Verified
Journal Article
Closed access
PMPavel V. Makarov
Pavel V. Makarov