Stationary oscillations of the boundaries of the elastic layer, under the action uniformly distributed heat sources over the interval along the longitudinal coordinate

Main Article Content

A.О. Bogdanov

Abstract

The stationary thermoelastic vibrations analysis of the plain layer boundary is conducted. The problem is solved within the framework of disjoint thermoelasticity theory for the case when thermal sources concentrated in the layer -a £ x £ a (axis x is located along the half-space boundary). A method for solving of the indicated problem is developed, the calculation of the elastic characteristics is conducted and their analysis is executed in relation to remoteness from the source of excitation.

Article Details

How to Cite
Bogdanov, A. . (2010). Stationary oscillations of the boundaries of the elastic layer, under the action uniformly distributed heat sources over the interval along the longitudinal coordinate. Electronics and Communications, 15(4), 166–169. https://doi.org/10.20535/2312-1807.2010.15.4.301685
Section
Acoustical devices and systems

References

A.D. Kovalenko, Thermoelasticity, Kyiv: Vishcha school, 1975, p. 216.

V. Kornaukhov, “Thermal destruction of polymer structural elements under monoharmonic deformation”, Applied mechanics, vol. 40, no. 6, pp. 30–70, 2004.

L. Lyamshev, Laser thermo-opticalexcitation of sound, Moscow: Nauka, 1989, p. 237.

A. Bogdanov, “Unsteady thermalprocesses in half-space, during actionevenly distributed thermalsources at an interval along the longitudinalcoordinates”, Electronics and communications, vol. 40, no. 5, pp. 84–87, 2007.

G. Bateman and A. Erdein, Tables of integral transformations: In 2 volumes, Moscow: Nauka, 1969, p. 343.

I. Kikoina, Tables of physical quantities. Directory, Moscow: Atomizdat, 1976, p. 1008.

A. Guz and V. Golovchan, Diffraction of elasticwaves in multiply connected bodies, Kyiv: Naukova Dumka, 1972, p. 254.