The solution of a plane problem of electroelastisity for a thin piezoelectric wedge is built. On the bounds of the
wedge the zero tangential stresses and the normal displacement values are given. On the bounds of the wed...
On the base of [3] differential equations and boundary conditions of geometrically nonlinear theory of
variable thickness orthotropic plates with the account of transverse shears are obtained. As an example a problem
for...
The paper is devoted to the analysis of stability of the cantilevered beam with a concentrated mass and moment.
EP ID EP657438
DOI -
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J. Z. Mkrtchyan (1971). Thermoelastic stresses in the circular different-modulus plate.. Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա, 24(3),
-. https://europub.co.uk/articles/-A-657438
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On Singularities of Stresses in One Problem of Electroelasticity Theory for a Wedge
The solution of a plane problem of electroelastisity for a thin piezoelectric wedge is built. On the bounds of the wedge the zero tangential stresses and the normal displacement values are given. On the bounds of the wed...
On the Geometrically Nonlinear Refined Theory of Variable Thickness Orthotropic Plates
On the base of [3] differential equations and boundary conditions of geometrically nonlinear theory of variable thickness orthotropic plates with the account of transverse shears are obtained. As an example a problem for...
On the equations of stability and vibration of anisotropic plates.
c
Investigation of wave region in a steady problem of incompressible medium motion in rapids with variable longitudinal inclination.
c
On the non-conservative problem of the cantilevered beam
The paper is devoted to the analysis of stability of the cantilevered beam with a concentrated mass and moment.