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ნური ხომასურიძე

  • ოფისი: უნივერსიტეტის ქ.11, 0186 თბილისი, საქართველო
  • ტელეფონი:
  • ელ.ფოსტა: khomasuridze.nuri@gmail.com
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მოკლე ინფორმაცია

პროექტები

მოხსენებები

  • ON A METHOD FOR DETERMINING THE ELASTIC EQULIBRIUM OF A CONFOCAL ELLIPTIC RING, by Natela Zirakashvili (Speaker), Nuri Khomasuridze at V ANNUAL MEETING OF THE GEORGIAN MECHANICAL UNION, Tbilisi, Georgia, 08-10 October, 2014.
  • ANALYTICAL SOLUTION OF CLASSICAL AND NON-CLASSICAL BOUNDARY VALUE CONTACT PROBLEMS OF THERMOELASTICITY FOR MULTILAYER CYLINDRICAL BODIES CONSISTING OF COMPRESSIBLE AND INCOMPRESSIBLE LAYERS , by Nuri Khomasuridze (Speaker), Roman Janjgava, Natela Zirakashvili at IV Annual Meeting of the Georgian Mechanical Union, Kutaisi, Georgia, 08-10 November, 2013.
  • Analytical Solution of Classical and Non-Classical Boundary Value Contact Problems of Thermoelasticity for a Rectangular Parallelepiped Consisting of Contractible and Non-Contractible Elastic Layers a, by Natela Zirakashvili (Speaker), Nuri Khomasuridze, Roman Janjgava, Miranda Narmania at Second International Conference MODERN PROBLEMS IN APPLIED MATHEMATICS Dedicated to the 95th Anniversary of the I. Javakhishvili Tbilisi State University (TSU) & 45th Anniversary of the I. Vekua Insti, Tbilisi, Georgia, 04-07 September, 2013.
  • Investigation of elastic equilibrium of a multilayer rectangular parallelepiped under point load and creation of a corresponding wide service programm, by Natela Zirakashvili (Speaker), Nuri Khomasuridze, Miranda Narmania at III Annual Meeting of the Georgian Mechanical Union, Dedicated to 110th Birthday Anniversary of V. Kupradze, Tbilisi, Georgia, 19-21 December, 2012.
  • ON SOME NON-CLASSICAL TERMOELASTICITY PROBLEMS FOR A THREE-LAYER RECTANGULAR PARALLELEPIPED, by Roman Janjgava (Speaker), Nuri Khomasuridze, Natela Zirakashvili at XXVI Enlarged Session of the Seminar of I. Vekua Institute of Applied Mathematics, Tbilisi, Georgia, 23-25 April, 2012.
  • ON SOME NON-CLASSICAL THBRMOELASTICITY PROBLEMS FOR AN INCOMPRESSIBLE BODIES, by Nuri Khomasuridze (Speaker), Roman Janjgava at II International Conference "Non-classical problems of mechanics", Kutaisi. Georgia, 01 January, 2012.
  • PROBLEMS OF STRESS DELOCALIZATION (LOCALIZATION) IN MULTILAYER THERMOELASTIC CYLINDRICAL BODIES AND SOME QUESTIONS CONNECTED WITH THE USE OF THE BOUNDARY ELEMENT METHOD FOR SOLUTION OF ELASTICITY PRO, by Nuri Khomasuridze (Speaker), Roman Janjgava, Natela Zirakashvili at II Annual Meeting of the Georgian Mechanical Union, Dedicated to 105th Birthday Anniversary of Ilia Vekua, Tbilisi, Georgia, 15-17 December, 2011.
  • On some problems of thermoelasticity for the rectangular parallelepiped with non-classical conditions on the surface, by Roman Janjgava (Speaker), Nuri Khomasuridze, Natela Zirakashvili at II International Conference of Georgian Mathematical union, Batumi, Georgia, 15-19 September, 2011.
  • SOME THERMOELASTICITY PROBLEMS FOR CYLINDRICAL BODIES WITH NON-CLASSICAL CONDITIONS ON THE SURFACE, by Nuri Khomasuridze (Speaker), Roman Janjgava, Natela Zirakashvili at INTERNATIONAL CONFERENCE “CONTINUUM MECHANICS AND RELATED PROBLEMS OF ANALYSIS” dedicated to the 70th anniversary of the Georgian National Academy of Sciences and the 120th birthday anniversary of its, Tbilisi, Georgia, 09-14 September, 2011.
  • Statement and Solution of Some Nonclassical Two-Dimensional Problems of Thermoelasticity, by Roman Janjgava (Speaker), Nuri Khomasuridze, Natela Zirakashvili at XXV Enlarged Session of the Seminar of I. Vekua Institute of Applied Mathematics, Tbilisi, Georgia, 20-23 April, 2011.
  • Strain control of cracked elastic bodies by means of boundary condition variation , by Nuri Khomasuridze (Speaker), Natela Zirakashvili at International Conference “Architecture and Construction – Contemporary Problems”, Yerevan – Jermuk, Armenia, from 30 September to 03 October, 2010.
  • Regulation of the stress state of elastic infinite body with an elliptic hole and cracks by means of boundary condition variation, by Nuri Khomasuridze (Speaker), Natela Zirakashvili at I Conference of Georgian Mathematical union, Batumi, Georgia, 12-19 September, 2010.
  • Stationary Multi-Layer Fluxes of a Viscous Incompressible Liquid and Prospects of Their Practical Application, by Nuri Khomasuridze (Speaker), Natela Zirakashvili, Zurab Siradze at Int. Conference “Analytic methods of mechanics and complex analysis”, Kiev, Ukraine, from 29 June to 05 July, 2009.
  • Dependence of deformation of multilayer elastic body from contact conditions, by Nuri Khomasuridze (Speaker), Natela Zirakashvili at XXIII Enlarged Session of the Seminar of I. Vekua Institute of Applied Mathematics, Tbilisi, Georgia, 22-24 April, 2009.
  • ON SOME STATIONARY MULTI-LAYER FLUXES OF VISCOUS INCOMPRESSIBLE LIQUIDS, by Nuri Khomasuridze (Speaker) at Scientific and Technical Conference “Architecture and Construction – Contemporary Problems”, , Erevan-Jermuk, Armenia, 15-18 October, 2008.
  • Solution of a Class of Boundary Value Problems of Vekua Plate Theory , by Nuri Khomasuridze (Speaker), Roman Janjgava, Natela Zirakashvili at International Conference “Non-Classic Problems of Mechanics”, Kutaisi, Georgia, 25-27 October, 2007.
  • EFFECTIVE SOLUTION OF SOME BOUNDARY VALUE PROBLEMS OF I.N.VEKUA’S SHELL THEORY, by Nuri Khomasuridze (Speaker), Roman Janjgava, Natela Zirakashvili at ISAAC Conference "Complex Analysis, Partial Differential Equations, and Mechanics of Continua", Dedicated to the Centenary of I.Vekua, Tbilisi, Georgia, 23-27 April, 2007.

პუბლიკაციები

  • Nuri Khomasuridze, Some passages to the limit in elasticity theory and “Sapondzhyan’s paradox, Mechanics of solids, v.42, N3/ June, 2007, pp.367-374, Springer, 2021.
  • Roman Janjgava, Nuri Khomasuridze, Solution of some boundary value thermoelasticity problems for a rectangular parallelepiped taking into account microthermal effects, Meccacica, An International Journal of Theoretical and Applied Mechanics, 51(1), 211–221, Springer, 2016.
  • Nuri Khomasuridze, Natela Zirakashvili, Study of Multilayer Flow of Viscous Incompressible Fluid and Application of Its Results for Capillary Blood Flow Simulation, International Journal of Mathematics and Computational Science Vol. 1, No. 2, 2015, pp. 76-86, Public Science Framework, 2015.
  • Nuri Khomasuridze, Roman Janjgava, Natela Zirakashvili, Some non-classical thermoelasticity problems for a rectangular parallelepiped, Meccanica, Volume 49, Issue 6, pp 1337-1342, Springer, 2014.
  • Nuri Khomasuridze, Roman Janjgava, Natela Zirakashvili, ANALYTICAL SOLUTION OF CLASSICAL AND NON-CLASSICAL BOUNDARY VALUE CONTACT PROBLEMS OF THERM OELASTICITY FOR SPHERICAL BODIES CONSISTING OF COMPRESSIBLE AND INCOMPRESSIBLE ELASTIC LAYERS, APPLIED MATHEMATICS, INFORMATICS AND MECHANICS, AMIM, Vol. 19, No 1, 2014, 17-39, Tbilisi University Press, 2014.
  • Nuri Khomasuridze, Natela Zirakashvili, Roman Janjgava, Miranda Narmania, Analytical solution of classical and non-classical boundary value contact problems of thermoelasticity for a rectangular parallelepiped consisting of compressible and incompressible elastic layers and, Archive of Applied Mechanics, Volume 84, Issue 12, pp 1701-1713, Springer, 2014.
  • Nuri Khomasuridze, Roman Janjgava, Natela Zirakashvili, ANALYTICAL SOLUTION OF CLASSICAL AND NON-CLASSICAL BOUNDARY VALUE CONTACT PROBLEMS OF THERMOELASTICITY FOR CYLINDRICAL BODIES CONSISTING OF COMPRESSIBLE AND INCOMPRESSIBLE ELASTIC LAYERS, APPLIED MATHEMATICS, INFORMATICS AND MECHANICS,Vol. 19, No 2, 2014, 18-35, Tbilisi University Press, 2014.
  • Roman Janjgava, Nuri Khomasuridze, Some Non-Classical Boundary Value Problems of Thermoelasticity and a Three Dimensional Analogue of Muskhelishvili’s Thermal Effect, Journal of Thermal Stresses, 36(7),699-713, Taylor&Francis, Philadelphia, 2013.
  • Nuri Khomasuridze, Roman Janjgava, ON SOME NON-CLASSICAL THBRMOELASTICITY PROBLEMS FOR AN INCOMPRESSIBLE BODIES, Proceedings of the II International Conference "Non-classical problems of mechanics", 2012, 71-74, , 2012.
  • Nuri Khomasuridze, Roman Janjgava, Natela Zirakashvili, On some non-classical termoelasticity problems for a three-layer rectangular parallelepiped., Report of Enlarged Session of the Seminar VIAM, V.26, pp. 33-37, Tbilisi University Press, 2012.
  • Nuri Khomasuridze, Roman Janjgava, Natela Zirakashvili, Statement and Effective Solution of Some Nonclassical Three-Dimensional Problems of Thermoelasticity, APPLIED MATHEMATICS, INFORMATICS AND MECHANICS, Vol.17 No.2, 2012, pp.3-19, Tbilisi University Press, 2012.
  • Nuri Khomasuridze, Roman Janjgava, Natela Zirakashvili, Determining the elastic equilibrium of a cylindrical shell by Vekua’s theory based on the classical elasticity theory and the theory of binary mixtures, Archive of Applied Mechanics, Volume 81, Number 4, 531-542, Springer, 2011.
  • Nuri Khomasuridze, Roman Janjgava, Natela Zirakashvili, Statement and Solution of Some Nonclassical Two-dimensiolal Problems of Thermoelasticity, Reports of Enlarged Session of the Seminar of I.Vekua Institute of Applied Mathematics, 2011, v.25, 71-75, Tbilisi University Press, 2011.
  • Nuri Khomasuridze, Natela Zirakashvili, Strain control of cracked elastic bodies means of boundary condition variation, Proccedings of International Conference“Architecture and Construction – Contemporary Problems”, Yerevan – Jermuk, pp.158-163, (in Russian), Yerevan – Jermuk, 2010.
  • Nuri Khomasuridze, Roman Janjgava, Some non-classical elasticity problems for a rectangular parallelepiped, Proccedings of International Conference “Architecture and Construction – Contemporary Problems”, 2010, 164-170 , , 2010.
  • Nuri Khomasuridze, Roman Janjgava, Statement and Effective Solution of Some Nonclassical Problems of Thermoelasticity for a Rectangular Parallelepiped, Reports of Enlarged Session of the Seminar of I. Vekua Institute of Applied Mathematics, V. 24, 2010, pp. 73-77 , Tbilisi University Press, 2010.
  • Nuri Khomasuridze, Natela Zirakashvili, Study of stress-strain state of a two-layer elliptic cylinder., Reports of the seminar of I.Vekua Institute of Applied Mathematics v.35, pp.34-38, Tbilisi University Press, 2009.
  • Nuri Khomasuridze, On some stationary mathematical models for Tornados and other funnel-shaped rotating liquid and gas media, ZAMM. M. Angew. Math. Mech. N1, 19-27, 2009, Wiley-VCH Verlag, 2009.
  • Nuri Khomasuridze, ON SOME STATIONARY MULTI-LAYER FLUXES OF VISCOUS INCOMPRESSIBLE LIQUIDS, Scientific and Technical Conference “Architecture and Construction – Contemporary Problems”, 2008, Yerevan – Jermuk, Conference Proceedings, pp.285-290 , , 2008.
  • Nuri Khomasuridze, Zurab Siradze, K. Ninidze, A steady Flow of a Viscous Multilayer Fluid in a Toroidal Tuble with Small Radies. , Memoirs on Differential Equations Math. Phis., v.44 (2008), pp.151-154, Razmadze Mathematical Institute, 2008.
  • Nuri Khomasuridze, Roman Janjgava, Natela Zirakashvili, Solution of Some Boundary Value Problems of Vekua Shell Theory With Symmetry And Anti-Symmetry Conditions At The Boundaries., APPLIED MATHEMATICS, INFORMATICS AND MECHANICS, v.12, N 2, pp.16-27., Tbilisi University Press, 2007.
  • Nuri Khomasuridze, Zurab Siradze, A steady Flow of a Viscous Multilayer Fluid in a Toroidal Tuble (Russian), Proceedings of International Conference “Non-Classic Problems of Mechanics”, Kutaisi, 2007, v.II, pp .53-56., , 2007.
  • Nuri Khomasuridze, Thermoelastic equilibrium boundary value problems for weakly transtropic cylindrical bodies, Procedings of International Conference “Topical Problems of Continuum Mechanics”, 2007, pp. 431-435, , 2007.
  • Nuri Khomasuridze, Roman Janjgava, Natela Zirakashvili, Solution of a Class of Boundary Value Problems of Vekua Plate Theory , Proceedings of International Conference “Non-Classic Problems of Mechanics”, Kutaisi, pp. 254-259, Kutaisi, 2007.
  • Nuri Khomasuridze, Solution of some elasticity boundary value problems in bipolar coordinates, Acta Mechanica. Volume 189, Numbers 3-4, 2007, pp. 207-224, Springer, 2007.
  • Nuri Khomasuridze, The symmetry principle in continuum mechanics, Journal of Applied Mathematics and Mechanics, 71 (1), p.20-29, Jan 2007 , Elsevier, 2007.
  • Nuri Khomasuridze, Some passages to the limit in elasticity theory and “Sapondzhyan’s paradox”, Mechanics of solids, v.42, N3/ June, 2007, pp.367-374, Springer, 2007.
  • Nuri Khomasuridze, A Class of Three-Dimensional Boundary-Value Problems of Thermoelasticity, Journal International Applied Mechanics, v.41, N9, 2005, pp. 1076-1083 , Springer, 2005.
  • Nuri Khomasuridze, Some Boundary-Value Problems of the Elastic and Thermoelastic Equilibrium of Wedge-Shaped Bodies, Journal of Applied Mathematics and. Mechanics, v.96, 2005, pp. 438-446, Elsevier, 2005.
  • Nuri Khomasuridze, Effective Solution of a class of Boundary Value Problems of Thermoelasticity in Generalized Cilindrical Coordinates, Georgian Mathematical Journal, v.11, N3, 2004, pp. 495-514, Walter de Gruyter GmbH, 2004.
  • Nuri Khomasuridze, D. Gorgidze, ELASTICITY BALANCE OF A THICK COMPOUND PLATE, Georgian Technical University N1, 2004, pp. 20-24 , Georgian Technical University, 2004.
  • Nuri Khomasuridze, The Thermoelastic Equilibrium of Conical Bodies, Journal of Applied Mathematics and. Mechanics, v.67, N1, 2003, pp. 124-133, Elsevier, 2003.
  • Nuri Khomasuridze, Representation of Solutions of Some Boundary Value Problems of Elasticity by a Sum of the Solutions of Other Boundary Value Problems, Georgian Mat, J, v. 10, N2, 2003, pp.257 – 270, Walter de Gruyter GmbH , 2003.
  • Nuri Khomasuridze, Zurab Siradze, D. Gorgidze, G. Mchedlisvili, Mathematical Simulation of capillary Bllod Flow Disorders, Biorheology the Official Journal Society of Biorheology, Antalia, Turkey, 2002, p. 663. , , 2002.
  • Nuri Khomasuridze, Thermoelastic stress of multilayer cylindrical bodies. , Journal of Thermal Stresses, 2001, v.24, No 10, p.919-936. , Taylor & Francis Group, 2001.
  • Nuri Khomasuridze, Some problems of thermoelastic equilibrium of a rectangular parallelepiped in therms of asymmetryc elasticity, Georgian Mathematical Journal, 2001, v.8, No 4, p.767-784, Walter de Gruyter GmbH, 2001.
  • Nuri Khomasuridze, Zurab Siradze, T. Elizbarashvili, Study of Field Intensity Parameters During Explosion of Lenghened Charges, Bulletin of the Georgian Academy of Sciences, v. 163, N2, 2001., Georgian National Academy of Sciences, 2001.
  • Nuri Khomasuridze, Thermoelastic equilibrium of a rectangular parallelepiped with nonhomogeneous symmetry and antisymmetry conditions on its faces, Georgian Mathematical Journal, 2000, v.7, No 4, p.701-722. , Walter de Gruyter GmbH, 2000.