Research ArticleOpen AccessGoogle Scholar indexed
Diffraction of Surface Harmonic Viscoelastic Waves on a Multilayer Cylinder with a Liquid
Tashkent Institute of Chemistry and Technology, Tashkent, Republic of Uzbekistan
Navoi State Mining and Metallurgical Institute, Navoi, Republic of Uzbekistan
Bukhara Engineering-Technological Institute, Bukhara, Republic of Uzbekistan
Tashkent Institute of Chemistry and Technology, Tashkent, Republic of Uzbekistan
- 1 Tashkent Institute of Chemistry and Technology, Tashkent, Republic of Uzbekistan
- 2 Navoi State Mining and Metallurgical Institute, Navoi, Republic of Uzbekistan
- 3 Bukhara Engineering-Technological Institute, Bukhara, Republic of Uzbekistan
- 4 Tashkent Institute of Chemistry and Technology, Tashkent, Republic of Uzbekistan
Copy link · social · email
Abstract
An infinitely long circular cylinder, consisting generally of a finite number of coaxial viscoelastic layers, surrounded by a deformable medium is considered. The dynamic stress—the deformed state of a piecewise-homogeneous cylindrical layer from a harmonic wave is investigated. The numerical results of stress, depending on the wavelength are obtained.
KeywordsViscoelasticityFluidFrequencyLongitudinal and Transverse WaveShellPlane Strain
- Guz, A.N., Kubenko, V.D. and Cherevko, M.A. (1978) Diffraction of Elastic Waves. Science Dumka, Kiev, 307 p.
- Safarov, I.I. and Umarov, A.O. (2014) The Impact of Longitudinal and Transverse Waves on Cylindrical Layers with a Liquid. Perm University Bulletin. Mathematics. Mechanics. Informatics, 3, 69-75.
- Safarov, I.I., Akhmedov, M.Sh. and Umarov, A.O. (2014) Dynamic Stresses and Mixing near a Cylindrical Reinforced Cavity from a Plane Harmonic Wave. Journal “Prospero” (Novosibirsk), 3, 57-61.
- Safarov, I.I., Teshaev, M.Kh. and Boltaev, Z.I. (2017) Distribution of Harmonic Waves in Expansion Plastic and Cylindrical Viscoelastic Bodies. Open Science Publishing, Raleigh, 218 p.
- Strelchuk, N.A., Slavin, O.K. and Shaposhnikov, V.N. (1971) Investigation of the Dynamic Stress State of Tunnel Lining under the Influence of Blast Waves. Building and Architecture, Moscow, No. 9, 129-136.
- Rashidov, T.R., Hozhimatov, G.Kh. and Mardonov, B.M. (1975) Oscillations of Structures Interacting with the Ground. Fan, Tashkent, 174 p.
- Rashidov, T.R., Sagdiev, H. and Safarov, I.I. (1989) On Two Main Methods for Studying the Seismic Stress State of Underground Structures under the Action of Seismic Waves. Reports of the Academy of Sciences, Tashkent, 6, 13-17.
- Muborakov, Ya.N. (1987) Seismic Dynamics of Underground Structures of the Shell Type. Fan, Tashkent, 192 p.
- Rashidov, T.R. (1973) Dynamic Theory of Seismic Resistance of Complex Systems of Underground Structures. Fan, Tashkent, 182 p.
- Rashidov, T.R., Dorman, I.Ya. and Ishanhodzhaev, A.A. (1975) The Seismic Resistance of Tunnel Structures of the Metro. Transport, M., 120 p.
- Muborakov, Ya.N. and Safarov, I.I. (1990) On the Basic Methods of Studying the Stress-Strain State of Underground Cylindrical Structures When Interacting with Elastic Waves. Collection: Durability of Engineering Structures under Seismic and Pulse Effects. Fan, Tashkent.
- Muborakov, Ya.N. and Safarov, I.I. (1988) Assessment of the Seismic State of Underground Structures by the Method of Wave Dynamics. In: Seismodynamics of Buildings and Structures, Fan, Tashkent, 114-122.
- Koltunov, M.A. (1976) Creep and Relaxation. Higher School, M., 277 p.
- Safarov, I.I. (1992) Collisions and Waves in Dissipatively Non-Fertile Environments and Constructions. Fan, Toshkent, 250 p.