Modeling of relative shear deformation zones before strong earthquakes in kamchatka from 2018-2021
Vestnik KRAUNC. Fiziko-matematičeskie nauki, Tome 37 (2021) no. 4, pp. 53-66 Cet article a éte moissonné depuis la source Math-Net.Ru

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We present a comparative modeling of the zones of relative shear deformation for four Kamchatka earthquakes Mw$\geq$ 4.8 that occurred between December 2018 and March 2021. Modeling based on a static model of the deformation field in the framework of the theory of elasticity. The Earth's crust is considered as a homogeneous isotropic elastic half-space, in which there are different sources of stress describing the source of the earthquake: a point source in the form of a single force, a point source in the form of a combination of nine double forces, a distributed source in the form of a rectangular area.
Keywords: stress-strain state of the Earth's crust, relative shear deformations, earthquake source model, zones of increased deformations.
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M. I. Gapeev; Yu. V. Marapulets. Modeling of relative shear deformation zones before strong earthquakes in kamchatka from 2018-2021. Vestnik KRAUNC. Fiziko-matematičeskie nauki, Tome 37 (2021) no. 4, pp. 53-66. http://geodesic.mathdoc.fr/item/VKAM_2021_37_4_a6/

[1] Dobrovol'skiy I.P., Matematicheskaya teoriya podgotovki i prognoza tektonicheskogo zemletryaseniya, Fizmatlit, Moskva, 2009, 240 pp. (In Russian)

[2] Rice J., The mechanism of earthquake repture, Physics of the Earth's Interior, Bologna, 1980, 96 pp.

[3] Sobolev G.A., Ponomarev A.V., Fizika zemletryaseniy i predvestniki, Nauka, Moskva, 2003, 270 pp. (In Russian)

[4] Sidorin A. YA., Predvestniki zemletryaseniy, Nauka, Moskva, 1992, 192 pp. (In Russian)

[5] Sobolev G. A., Osnovy prognoza zemletryaseniy, Nauka, Moskva, 1993, 313 pp. (In Russian)

[6] Cicerone R.D. et al., “A systematic compilation of earthquake precursors”, Tectonophysics, 476 (2009), 371-396 | DOI

[7] Dobrovol'skiy I.P. i dr., Ob otsenke razmerov zony proyavleniya predvestnikov zemletryaseniy. Modelirovaniye predvestnikov zemletryaseniy, Nauka, Moskva, 1980, 33 pp. (In Russian)

[8] Alekseyev A.S. i dr, “O kontseptsii mnogodistsiplinarnogo prognoza zemletryaseniy s ispol'zovaniyem integral'nogo predvestnika”, Vychislitel'naya seysmologiya, 32 (2001), 81-97 (In Russian)

[9] Morgunov V.A. i dr., “Geoakusticheskiy predvestnik Spitakskogo zemletryaseniya”, Vulkanologiya i seysmologiya, 4 (1991), 104-106 (In Russian)

[10] Gregori G.P. et al., “«Storms of crustal stress» and AE earthquake precursors”, Natural Hazards and Earth System Sciences, 10 (2010), 319-337 | DOI

[11] Kuptsov A.V., “Izmeneniye kharaktera geoakusticheskoy emissii v svyazi s zemletryaseniyem na Kamchatke”, Fizika Zemli, 10:41 (2005), 59-65 (In Russian)

[12] Marapulets YU. V., “Vysokochastotnyy akustoemissionnyy effekt”, Vestnik KRAUNTS. Fiz.mat. nauki, 1:10 (2015), 44-53 (In Russian)

[13] Saltykov V.A. i dr., “Variatsii prilivnoy komponenty vysokochastotnogo seysmicheskogo shuma v rezul'tate izmeneniy napryazhennogo sostoyaniya sredy”, Vulkanologiya i seysmologiya, 3 (1997), 73-83 (In Russian)

[14] Gavrilov V.A. i dr., “Variatsii urovnya geoakusticheskoy emissii v glubokoy skvazhine G-1 (Kamchatka) i ikh svyaz' s seysmicheskoy aktivnost'yu”, Vulkanologiya i seysmologiya, 1 (2006), 52-67 (In Russian)

[15] Marapulets YU.V., Shevtsov B.M., Mezomasshtabnaya akusticheskaya emissiya, Dal'nauka, Vladivostok, 2012, 126 pp. (In Russian)

[16] Vodinchar G. M., Perezhogin A. S., Sagitova R. N., Shevtsov B. M., “Modelirovaniye zon geoakusticheskoy emissii”, Matematicheskoye modelirovaniye, 19:11 (2007), 59-64 (In Russian) | Zbl

[17] Perezhogin A.S., Shevtsov B.M., “Modeli napryazhenno-deformirovannogo sostoyaniya gornykh porod pri podgotovke zemletryaseniy i ikh svyaz' s geoakusticheskimi nablyudeniyami”, Vychislitel'nyye tekhnologii, 14:3 (2009), 48-57 (In Russian) | Zbl

[18] Perezhogin A. S., “O zonakh geoakusticheskoy emissii v uprugom priblizhenii sredy”, Vestnik KRAUNTS. Nauki o zemle, 13:1 (2009), 198-201 (In Russian)

[19] Saltykov V.A., Kugayenko YU.A., “Razvitiye pripoverkhnostnykh zon dilatansii kak vozmozhnaya prichina anomaliy v parametrakh sesmicheskoy emissii pered sil'nymi zemletryaseniyami”, Tikhookeanskaya geologiya, 31:1 (2012), 96-106 (In Russian)

[20] Aki K.,Richards P., Kolichestvennaya seysmologiya: Teoriya i metody, v. 1, MIR, Moskva, 1983, 520 pp. (In Russian)

[21] Sato R., Matsu'ura M., “Strains and tilts on the surface of a semi-infinity medium”, Journal of Physics of the Earth, 22:2 (1974), 213-221 | DOI

[22] Sato R., “Crustal Deformation due to Dislocation in a Multy-layered Medium”, Journal of Physics of the Earth, 19:1 (1971), 31-46 | DOI

[23] Takagi Y., Okubo S., “Internal deformation caused by a point dislocation in a uniform elastic sphere”, Geophysical Journal International, 208:2 (2017), 973-991 | DOI

[24] Liu T. et al., “Co-seismic internal deformations in a spherical layered Earth mode”, Geophysical Journal International, 208:3 (2020), 1515-1531 | DOI

[25] Novatskiy V., Teoriya uprugosti, MIR, Moskva, 1975, 872 pp. (In Russian)

[26] Mindlin R., “Force at a Point in the Interior of a Semi-Infinity Solid”, Journal of Applied Physics, 7 (1936), 195–202 | Zbl

[27] Mindlin R., Cheng D., “Nuclei of Strain in the Semi-Infinite Solid”, Journal of Applied Physics, 21 (1950), 926–930 | DOI | Zbl

[28] Voronina Ye.V., Mekhanika ochaga zemletryaseniya. Spetskurs, Fizicheskiy fakul'tet MGU, Moskva, 2004, 92 pp. (In Russian)

[29] Steketee J.A., “On Volterra's disloacations in a semi-infinity elastic medium”, Canadian Journal of Physics, 36:2 (1958), 192-205 | DOI | Zbl

[30] Okada Y., “Internal deformation due to shear and tensile faults in a half-space”, Bulleten of the Seismological Society of America, 82:2 (1992), 1018-1040 | DOI