The smoothness of generalized waveforms for the problem of rotation of the shell oscillations depending on certain nonsummable coefficients
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2016, Vol 69, Issue 3
Abstract
In the paper we consider a problem of oscillations of rotation with certain nonsummable coefficients. Under certain conditions on the coefficients the smoothness of generalized waveforms in the introduced special weight spaces is proved. It is shown that the smoothness of waveforms are closely related to such factors characterizing the membrane, like thickness and shape.
Authors and Affiliations
Mariam Arabyan
A Plane Problem of a Composite Plane with Semi-Infinite Cracks
A plane problem of a composite plane, consisting of two half-planes with varions elastic characteristics is considered. On the sections lines there are semi-infinite cracks. With the help of Fourie integrals in the bepol...
On asymptotic method of static and dynamic boundary problems solution.
c
The stability of beam with two billeting arbitrarily, but symmetrical support under action of follow loading
The unconservative stability problem of pressing beam when two support billeting symmetrical on arbitrarily distance from the end is considered. It is show the possibility statical form loss of stability. The critical lo...
On the cross-section bending of the console in the nonlinear theory of creep.
c
Asympthotic behaviour of the solution of problem of longitudinal shear of compaund nonlinear elastic body at the neighbourhood of angular points
The asymptotic behavior of stressed state near wedge-shaped prominent or entering edge of surface is investigated at the outside compound nonlinear elastic body which is located in anti-plain condition under the action o...