Waveguide Propagation in Extended Plates of Variable Thickness

Show more

References

[1] Safarov, I.I., Jumayev, Z.F. and Boltayev, Z.I. (2011) Harmonic Wave in an Infinite Cylinder with Radial Cracks with the Damping Material. Journal of Problems in Mechanics, No. 1, 20-25.

[2] Safarov, I.I. and Boltaev, Z.I. (2011) The Propagation of Harmonic of Waves in a Plate of Variable Thickness. Math. Institutions of higher Education, The Povolzhye Region, Series: Phys.-mat. Sciences, No. 4, 31-39.

[3] Safarov, I.I., Teshaev, M.K.H. and Boltaev, Z.I. (2012) Wave Processes in a Mechanical Waveguide. LAP LAMBERT Academic Publishing, Saarbrücken, 217 p.

[4] Grinchenko, V.T. and Myaleshka, V.V. (1981) Harmonic Oscillations and Waves in Elastic Bodies. K.: Science Dumka, 283 p.

[5] Bozorov, M.B., Safarov, I.I. and Shokin, Y.I. (1996) Numerical Simulation of the of Oscillations Homogeneous and Inhomogeneous Dissipative Mechanical Systems. SB RAS, Novosibirsk, 188 p.

[6] Koltunov, M.A. (1976) Creep and the Relaxation. Higher School, Moscow, 276 p.

[7] Sunchaliev, R.M. (1972) Filatov, On Some Methods for Investigation of Nonlinear Tasks of the Theory of Viscoelastic. DAN SSSR, 1972.206, No. 1, 201-203.

[8] Gakhov, F.D. (1963) Boundary Value Problems. Fizmatgiz, Moscow, 639 p.

[9] Neimark, M.A. (1969) Linear Differential Operators. Science, Moscow, 526 p.

[10] Godunov, S.K. (1961) On the Numerical Solution of Boundary Value Problems for Systems of Linear Ordinary Differential Equations. The Success of Mathematical Sciences, 16, 171-174.