Zhavoronok S.I. | Авторы | Mekhanika | kompozitsionnykh | materialov i konstruktsii
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Zhavoronok S.I.
Zhavoronok S.I.
7
The generalized lagrange equations of the second kind for the extended three-dimensional n’th order theory of anisotropic shells
>
Volume 21
>
№3
/ 2015 / Pages: 370-381
Knyazev A.A.
,
Trushin S.I.
,
Zhavoronok S.I.
4
The solution of a nonlinear problem of stability of a multi-layer shell of revolution made from a composite material of low shear rigidity
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Volume 7
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№3
/ 2001 / Pages: 363-373
Rabinsky LN
,
Zhavoronok S.I.
4
Axisymmetric problem of unsteady interaction of acoustic pressure waves with elastic shell of revolution
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Volume 12
>
№4
/ 2006 / Pages: 541-554
Amosov A.A.
,
Knyazev A.A.
,
Zhavoronok S.I.
3
On solution of 2D-problem of stressed curvilinear trapezoid
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Volume 5
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№1
/ 1999 / Pages: 60-72
Zhavoronok S.I.
3
Generalized Lagrange equations of the second kind of three-dimensional anisotropic shell theory
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Volume 17
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№1
/ 2011 / Pages: 116-132
Zhavoronok S.I.
2
Investigation of propagating modes of harmonic waves in elastic layer using Nth order three-dimensional shells theory
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Volume 17
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№2
/ 2011 / Pages: 278-287
Zhavoronok S.I.
2
High-order anisotropic shells models
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Volume 14
>
№4
/ 2008 / Pages: 561-571
Amosov A.A.
,
Leont'yev K.A.
,
Zhavoronok S.I.
2
About solving some problem on the stressed-strained state THICK anisotropic shells of revolution in three-dimensional statement
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Volume 10
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№3
/ 2004 / Pages: 301-310
Zhavoronok S.I.
1
Kinematics of normal modes in elastic layer for some wavenumbers investigation based on n-th order three-dimensional shells’ theory
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Volume 18
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№1
/ 2012 / Pages: 35-44
Zhavoronok S.I.
1
A formulation of the three-dimensional approximated shells theory of n-th order using generalized displacements and its application to steady dynamics
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Volume 18
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№3
/ 2012 / Pages: 333-344
Zhavoronok S.I.
1
Kinematics of normal modes in elastic layer for some wavenumbers investigation based on n-th order three-dimensional shells’ theory
>
Volume 18
>
№1
/ 2012 / Pages: 45-56
Amosov A.A.
,
Zhavoronok S.I.
1
Reduction of the plane problem of elasticity theory to a sequence of one-dimensional boundary-value problems
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Volume 3
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№1
/ 1997 / Pages: 69-80