ISSN: 2375-3781
International Journal of Modern Education Research  
Manuscript Information
 
 
Rotation Elastic Fields in Solid Body Modern Concept and its Implications in Geosciences
International Journal of Modern Education Research
Vol.1 , No. 1, Publication Date: Jul. 7, 2014, Page: 1-10
1939 Views Since July 7, 2014, 912 Downloads Since Apr. 14, 2015
 
 
Authors
 
[1]    

A. V. Vikulin , Institute of Volcanology and Seismology, Far East Branch, Russian Academy of Sciences, bulv. Piipa 9, Petropavlovsk-Kamchatski, 683006 Russia.

[2]    

Kh. F. Makhmudov , National University of mineral resources "Gorny" 199106 St. Petersburg, Russia Fracture; Physics Department, Ioffe Physico-Technical Institute, Russian Academy of Sciences, 194021 St. Petersburg, Russia.

[3]    

G. I. Korshunov , National University of mineral resources "Gorny" 199106 St. Petersburg, Russia Fracture.

 
Abstract
 

The article discusses and extends the known concept on higher of blocks in the structure of geomedium by Peive–Sadovsky. It is shown that interaction of structural geoblocks generates force moment. This allows construction of rotation model of geomedium, assumption of the existence of “rotation” waves and explanation of rheidity properties of geomedium. It appears that representative values of “rotation” wave velocities are close to the velocities of pendulum waves (µ-waves by Oparin).


Keywords
 

Geomedium, Stresses with Force Moment, “Rotation” Waves, Rheidity, Pendulum Waves


Reference
 
[01]    

Feynman, R.P., Leighton, R.B., and Sands, M., Lectures of Physics, Wesley Publishing Company, 1964.

[02]    

Peive, A.V., Tectonics and Magmatism, Izv. AN SSSR, Series: Geology, 1961, no. 3.

[03]    

Sadovsky, M.A., Geofizika i fizika vzryva. Izbrannye trudy (Geophysics and Physics of Explosion. Selectals), Moscow: Nauka, 2004.

[04]    

Nikolaev, A.V., Problems of Nonlinear Seismology, Problemy nelineinoi seismiki (Problems of Nonlinear Seismology), Moscow: Nauka, 1987.

[05]    

Oparin, V.N., Tanaino, A.S., and Yushkin, V.F., Discrete Properties of Entities of a Geomedium and Their Canonical Representation, Journal of Mining Science, 2007, vol. 43, no. 3, pp. 221–236.

[06]    

Oparin, V.N. and Tanaino, A.S., Kanonicheskaya shkala ierarkhicheskikh predstavlenii v gornom porodovedenii (Canonical Scale of Hierarchy Presentation in the Sciences on Rocks), Novosibirsk: Nauka, 2011.

[07]    

Sadovsky, M.A., Ocherki. Vospominaniya. Materialy (Essays. Memoirs. Commentary), Moscow: Nauka, 2004.

[08]    

Oparin, V.N., Sashurin, A.D., Kulakov, G.I., Leont’ev, A.V., Nazarov, L.A., et al., Sovremennaya geodinamika massiva gornykh porod verkhnei chasti litosfery: istoki, parametry, vozdeistvie na ob’ekty nedropol’zovaniya (Modern Geodynamics of the Upper Lithosphere: Sources, Parameters, Impact), Novosibirsk: SO RAN, 2008.

[09]    

Kurlenya, M.V. and Oparin, V.N., Problems of Nonlinear Geomechanics. Part I, Journal of Mining Science, 1999, vol. 35, no. 3, pp. 216–230.

[10]    

Kurlenya, M.V. and Oparin, V.N., Problems of Nonlinear Geomechanics. Part I, Journal of Mining Science, 2000, vol. 36, no. 4, pp. 305–326.

[11]    

Leont’ev, A.V., Analysis of Natural Stresses According to the Measurement Results in Mines on the Territory of Northern Eurasia, Journal of Mining Science, 2001, vol. 37, no. 1, pp. 28–37.

[12]    

Proc. Int. Conf. Mining Sciences: Challenges and Prospects, Novosibirsk: IGD SO RAN, 2005.

[13]    

Proc. Int. Conf. Geodynamics and Stress State of the Earth’s Interior, Novosibirsk: IGD SO RAN, 2006.

[14]    

Proc. Int. Conf. Geodynamics and Stress State of the Earth’s Interior, Novosibirsk: IGD SO RAN, 2011.

[15]    

Oparin, V.N., Vostrikov, V.I., Tapsiev, A.P., et al., On Possible Causes of Increase in Seismic Activity of Mine Fields in the Oktyabrsky and Taimyrsky Mines of the Norilsk Deposit in 2003. Part I: Seismic Regime, Journal of Mining Science, 2004, vol. 40, no. 4, pp. 321–338.

[16]    

Bagaev, S.N., Oparin, V.N., Orlov, V.A., Panov, S.V., and Parushkin, M.D., Pendulum Waves and Their Singling Out in the Laser Deformograph Record of the Large Earthquakes, Journal of Mining Science, 2010, vol. 46, no. 3, pp. 217–234.

[17]    

Adushkin, V.V. and Oparin, V.N., From the Alternating-Sign Explosion Response of Rocks to the Pendulum Waves in Stressed Geomedia. Part I, Journal of Mining Science, 2012, vol. 48, no. 2, pp. 203–222.

[18]    

Adushkin, V.V. and Oparin, V.N., From the Alternating-Sign Explosion Response of Rocks to the Pendulum Waves in Stressed Geomedia. Part II, Journal of Mining Science, 2013, vol. 49, no. 2, pp. 175–209.

[19]    

Oparin, V.N., Sashurin, A.D., Leont’ev, A.V., et al., Destruktsiya zemnoi kory i protsessy samoorganizatsii v oblasti sil’nogo tekhnogennogo vozdeistviya (Earth Crust Destruction and Self-Organization in the Areas of Heavy Mining-Induced Impact), Novosibirsk: SO RAN, 2012.

[20]    

Oparin, V.N., Annin, B.D., Chugui, Yu.V., et al., Metody i izmeritel’nye pribory dlya modelirovaniya i naturnykh issledovanii nelineinykh deformatsionno-volnovykh protsessov v blochnykh massivakh gornykh porod (Methods and Meters for Modeling and In Situ Research of Nonlinear Deformation Waves in Block-Structured Rock Masses), Novosibirsk: SO RAN, 2007.

[21]    

Oparin, V.N., Bagaev, S.N., Malovichko, L.A., et al., Metody i sistemy seismodeformatsionnogo monitoringa tekhnogennykh zemletryasenii i gornykh udarov (Methods and Systems of Seism-Deformation Monitoring of Mining-Induced Earthquakes and Rock Bursts), Novosibirsk: SO RAN, 2010.

[22]    

Aleksandrova, N.I., Lectures on Pendulum Waves, Kurs nelineinoi geomekhaniki (Nonlinear Geomechanics Course), Novosibirsk: IGD SO RAN, 2012.

[23]    

Vikulin, A.V., Mir vikhrevykh dvizhenii (World of Eddying), Petropavlovsk-Kamchatski: KGTU, 2008.

[24]    

Veselovsky, R.V., Pavlov, V.E., and Petrov, P.Yu., New Paleomagnetic Data on Anabarsky Heave and Uchuro-Maisky Region and Their Role in Paleogeography and Geological Correlation of the Riphean of the Siberian Platform, Fiz. Zemli, 2009, no. 7.

[25]    

Maslov, L.A., Geodinamika litosfery tikhookeanskokogo podvizhnogo poyasa (Geodynamics of the Pacific Movable Belt Lithosphere), Khabarovsk–Vladivostok: Dal’nauka, 1996.

[26]    

Mezhdunarodnyi geologo–geofizicheskii atlas Tikhogo okeana (International Geological–Geophysical Atlas of the Pacific Ocean), Moscow–Saint-Petersburg: Mezhpravit. okeanograf. komm., 2003.

[27]    

Kuzikov, S.I. and Mukhamediev, Sh.A., Modern Velocity Field in the Earth Crust in the Central Asian GPS Network Coverage, Fiz. Zemli, 2010, no. 7.

[28]    

Landau, L.D. and Lifshitz, E.M., Mekhanika. Kurs teoreticheskoi fiziki. Tom I (Mechanics. Course on Theoretical Physics. Volume I), Moscow: Nauka, 1973.

[29]    

Ponomarev, V.S., Energy Saturation of Geological Environment, Trudy Geol. Inst. RAN, 2008, no. 582.

[30]    

Sedov, L.I., Mekhanika sploshnoi sredy (Continuum Mechanics), Moscow: Nauka, 1973.

[31]    

Leonov, M.G., Nonconsolidated Crust Tectonics, Trudy Geol. Inst. RAN, 2008, no. 575.

[32]    

Vikulin, A.V. and Ivanchin, A.G., Model of a Seismic Process, Vychislit. Tekhnol., 1997, vol. 2, no. 2.

[33]    

Vikulin, A.V. and Ivanchin, A.G., Rotation Model of a Seismic Process, Tikhookean. Geolog., 1998, vol. 17, no. 6.

[34]    

Panin, V.E., Foundations of Physical Mesomechanics, Fiz. Mezomekh., 1998, no. 1.

[35]    

Kuksenko, V.S., Makhmudov, Kh.F., Manzhikov, B.T, Damege accumulation model for solids and the catastrophy prediction for large-scale objects, Journal of Mining Scince. 2010. vol. 46. no.4, pp.384-393.

[36]    

Vikulin, A.V., Ivanchin, A.G., and Tveritinova, T.Yu., Moment Vortex Geodynamics, Vestn. MGU, Series: Geology, 2011, vol. 66, no. 1.

[37]    

Menjulin, M.G., Makhmudov, Kh.F., Shcherbakov, I.P., Thermokinetic model and the dynamics of micro-cracks in rocks. Condensed matter physics. Lambert Academic Publishing, Saarbrücken, 2014, 68 p.

[38]    

Vikulin, A.V., Vodinchar, G.M., Gusyakov, V.K., et al., Seismic and Volcanic Activity Migration in the High Stress Zone of the High Geodynamically Active Mega-Structures of the Earth, Vestn. KGTU, 2011, no. 17.

[39]    

Prozorov, A.G., Low Probability of Strong Shocks in the Time and Space Vicinity of the World Strong Earthquakes, Voprosy prognoza zemletryasenii i stroeniya Zemli. Vychislitel’naya seismologiya (Issues of Earthquake Prediction and the Earth Structure. Computational Seismology), Moscow: Nauka, 1978.

[40]    

Nikolaevsky, V.N., Geomekhanika i fluidodinamika (Geomechanics and Fluid Dynamics), Moscow: Nedra, 1996.

[41]    

Landau, L.D. and Lifshitz, E.M., Teoriya uprugosti. Kurs teoreticheskoi fiziki. Tom VII (Theory of Elasticity. Course on Theoretical Physics. Volume VII), Moscow: Nedra, 2003.

[42]    

Vikulin, A.V., Bykov, V.G., and Luneva, M.N., Nonlinear Strain Waves in the Rotation Model of Seismic Process, Vychislit. Tekhnol., 2000, vol. 5, no. 1.

[43]    

Davydov, A.S., Solitons in Quasi-Unidimensional Molecular Structures, Usp. Fiz. Nauk, 1982, vol. 138, no. 4.

[44]    

Vikulin, A.V., Fizika Zemli i geodinamika: ucheb. posobie (Physics of Earth and Geodynamics: Educational Aid), Petropavlovsk-Kamchatski: KamGU, 2008.

[45]    

Gaponov-Grekhov, A.V. and Rabinovich, M.I., Mandel’shtam and Modern Theory of Nonlinear Vibrations and Waves, Usp. Fiz. Nauk, 1979, vol. 128, no. 4.

[46]    

Vikulin, A.V., Energy and Force Moment of Elastic Rotation Field in Geophysical Medium, Geolog. Geofiz., 2008, vol. 49, no. 6.

[47]    

Vikulin, A.V., New Type of Elastic Rotation Waves in Geoenvironment and the Vortex Geodynamics, Geodinam. Tektonofiz., 2010, vol. 1, no. 2.

[48]    

Karryev, B.S., Vot proizoshlo zemletryasenie (There Was an Earthquake), SIBIS, 2009.

[49]    

Kuznetsov, V.V., Shock-and-Wave Model of an Earthquake. Part I: Strong Earthquake-Induced Movement as Emersion of Wave, Fiz. Mezomekh., 2009, vol. 12, no. 6.

[50]    

Sleznak, O.I., Vikhrevye sistemy litosfery i struktury dokembriya (Vortex Systems in Lithosphere and Pre-Cambrian Structures), Kiev: Naukova dumka, 1972.

[51]    

Borodzich, E.V., Short-Lived Local Perturbances. Nature and Manifestation, Elect. J. Investigated in Russia, available at: http:zhurnal.apl.relarn.ru/articles/2008/ 049.pdf.

[52]    

Borisenkov, E.P. and Pasetsky, V.M., Tysyacheletnyaya letopis’ neobychainykh yavlenii prirody (Millenary Unusual Natural Phenomena Records), Moscow: Mysl’, 1988.

[53]    

Popkov, V.I., Fomenko, V.A., Glazyrin, E.A., and Popov, I.V., Summer 2011 Disastrous Tectonic Event on the Tamansky Peninsula, Dokl. RAN, 2013, vol. 448, no. 6.

[54]    

Geologicheskii slovar’ (Geological Glossary), Moscow: Nedra, 1978.

[55]    

Carey, S.W., The Rheid Concept in Geotectonics, Bull. Geol. Soc. Austral., 1954, vol. 1.

[56]    

Zharkov, V.N., Vnutrennee stroenie Zemli i planet (Internal Structure of the Earth and Other Planets), Moscow: Nauka, 1983.

[57]    

Ziman, J.M., Principles of the Theory of Solids, Cambridge: Univ. Press, 1964.

[58]    

Vikulin, A.V. and Krolevets, A.N., Chandler Wobble of Magnetic Pole and a Seismic-Tectonic Process, Geolog. Geofiz., 2001, vol. 42, no. 6.

[59]    

Garagash, I.A. and Nikolaevsky, V.N., Cosserat’s Mechanics for the Earth’s Science, Vychislit. Mekh. Splosh. Sred, 2009, vol. 2, no. 4.

[60]    

Arsen’ev, S.A., Babkin, V.A., Gubar’, A.Yu., et al., Teoriya mezomasshtabnoi turbulentnosti. Vikhri atmosphery i okeana (Theory of Meso-Scale Turbulence. Vortexes in the Atmosphere and Ocean), Moscow–Izhevsk: Inst. Komp. Issled., 2010.

[61]    

Erofeev, V.I., Cosserat Brothers and Generalized Continuum Mechanics, Vychislit. Mekh. Splosh. Sred, 2009, vol. 2, no. 4.

[62]    

Nowacki, W., Theory of Assymetric Elasticity, Warsaw: Polish Scientific Publishers, 1986.

[63]    

Hirth, J.P. and Lothe, J., Theory of Dislocations, New-York: McGraw Hill, 1968.

[64]    

Antonov, V.A. and Kondrat’ev, B.P., Impossible Existence of Elastic-Viscoplastic Waves to Propagate along Lithosphere Fault, Fiz. Zemli, 2008, no. 6.

[65]    

Vikulin, A.V., Melekestsev, I.V., Akmanova, D.R., Ivanchin, A.G., et al., Information-Computer System for Seismicity and Volcanicity Modeling as the Basis for Studies of the Wave Geodynamic Phenomena, Vychislit. Tekhnol., 2012, vol. 17, no. 3.

[66]    

Makhmudov, Kh. F, Polarization of marble in field of elastic forces at different temperatures. Deformation and destruction of materials, 2012, vol. 8, pp. 41-45.

[67]    

Vikulin, A.V., Tveritinova, T.Yu., and Ivanchin, A.G., Wave Moment Geodynamics, Acta Geophysica, 2013, vol. 61, no. 2.

[68]    

Bykov, V.G., Deformation Waves on the Earth: Concept, Observations, Models, Geolog. Geofiz., 2005, vol. 46, no. 11.

[69]    

Khain, V.E. and Khalilov, E.N., Tsiklichnost’ geodinamicheskikh protsessov: ee vozmozhnaya priroda (Geodynamic Process Cyclicity: Its Hypothetical Origin), Moscow: Nauch. mir, 2009.

[70]    

Myasnikov, V.P. and Guzev, M.A., Non-Euclidean Model of Material Deformation on Different Structural Levels, Fiz. Mezomekh., 2000, no. 3.

[71]    

Revuzhenko, A.F., Matematicheskii analiz funktsii nearkhimedovoi peremennoi (Mathematical Analysis of Functions of the Non-Archimedean Variable), Novosibirsk: Nauka, 2012.

[72]    

Oparin, V.N. and Vostrikov, V.I., Energy Criterion of Volumetric Destruction of Focal Areas and Pendulum Waves, Metody i sistemy seismodeformatsionnogo monitoringa tekhnogennykh zemletryasenii i gornykh udarov (Methods and Systems of Seism-Deformation Monitoring of Mining-Induced Earthquakes and Rock Bursts), Mel’nikov, N.N. (Ed.), Novosibirsk: SO RAN, 2010.

[73]    

Oparin, V.N., Simonov, B.F., Yushkin, V.F., et al., Geomekhanicheskie i tekhnicheskie osnovy uvelicheniya nefteotdachi plastov v vibrovolnovykh tekhnologiyakh (Geomechanical and Technical Provisions of Vibro-Wave Technologies for Enhanced Oil Recovery), Novosibirsk: Nauka, 2010.

[74]    

Vikulin, A.V., Rotation and Stress State Prediction in the Earth’s Bowels, Proc. Int. Conf. Geodynamics and Stress State of the Earth’s Interior, Leont’ev, A.V. (Ed.), Novosibirsk: IGD SO RAN, 2004.





 
  Join Us
 
  Join as Reviewer
 
  Join Editorial Board
 
share:
 
 
Submission
 
 
Membership