5db97be39cea7.pdf
DOI:
Mavjud emas
Hudoynazar X.X. Non-stationary interaction of cylindrical shells and rods with a deformable medium. - Tashkent. Publishing of honey. Liter., 2003, 325s
Filippov IG, Khudoynazarov X.X. Refinement of the equations of longitudinalradial oscillations of a circular cylindrical viscoelastic shell // Prikl. Mechanics .- 1990. - 26, №2. pp.63-71
Filippov, IG, Cheban, VG. Mathematical theory of oscillations of elastic and viscoelastic plates and rods. - Chisinau: Shtiintsa, 1988. - 190 p.
Grigolyuk E.I., Selezov I.T. Non-classical theory of oscillations of rods, plates and shells // Results of science and technology. Ser. Mechanics hard. deformed tel. - Vol. 5 - M .: VINITI, 1973 - 272 p
Petrashen G.I. Problems of the engineering theory of oscillations of degenerate systems // Iss. Of elasticity and plasticity. - L .: Izd-lu PGL, 1966 - №5. - p. 3-33.