MKMK
Rus
№3
(Volume 5)
>
Volume 5
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№3
/ 1999 / Pages: 131-147
Calculation of discrete spectrum of relaxation of viscoelastic media using experimentally determined relaxation modulus. Statement of the problem and algorithms of its solution
Bassistov Yu.A.
,
Teplukhin A.V.
,
Yanovsky Yu.G.
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Volume 5
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№3
/ 1999 / Pages: 119-131
Development of mathematical models of forced vibrations of porous structures in three-dimensional statement in accounting for energy dissipation
Marchuk A.V.
,
Piskunov V.G.
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Volume 5
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№3
/ 1999 / Pages:
Critical internal pressure in spherical shell
Petric A.V.
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Volume 5
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№3
/ 1999 / Pages: 107-114
Dispersion of longitudinal and shear elastic waves in solid two-component inertial mixtures
Erofeev V.I.
,
Kazhaev V.V.
,
Sheshenin S.F.
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Volume 5
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№3
/ 1999 / Pages: 94-106
Numerical simulation of deformation and destruction of functionally gradient porous materials under explosive and impact loading
Gerasimov A.V.
,
Krektuleva R.A.
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Volume 5
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№3
/ 1999 / Pages: 79-93
Free vibrations of cylindrical panel supported by discrete system of stingers
Sil'chenko L.G.
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Volume 5
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№3
/ 1999 / Pages: 65-78
Averaged boundary-value problem of thermoelasticity of generalized method of self-consistency of statistical mechanics of composites
Pan'kov A.A.
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Volume 5
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№3
/ 1999 / Pages: 49-64
Deformation of cylindrical elements of structures made from active composites, which contain alloys with shape memory
Efimov D.A.
,
Lur'e S.A.
,
Moiseev A.A.
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Volume 5
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№3
/ 1999 / Pages: 39-48
Physical-mechanical properties of volumetric products synthesized by selective laser agglomeration
Askol'skaya I.A.
,
Shishkovsky I.V.
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Volume 5
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№3
/ 1999 / Pages: 33-38
Viscosity of liquids under low gradients of flow velocity
Badmaev B.B.
,
Bazaron U.B.
,
Dembelova T.S.
,
Ochirova E.R.
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Volume 5
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№3
/ 1999 / Pages: 28-32
On dynamical localization of deformation in weakening bar
Based on the elastic-plastic model with the gradient of the second order
,
we consider dynamics of a one-dimensional bar at the phase of weakening in accounting for nonlinearity of the sloping segment of the diagram. We obtain an exact solution of the nonlinear equation
,
which describes a strongly heterogeneous nonstationary structure of local region of deformation. This structure starts as an initially smooth disturbance and collapses then.
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Volume 5
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№3
/ 1999 / Pages: 3-27
Thermoelastic problem of stability of composite discrete-continuous plates and shells
Andronov V.A.
IAM RAS
Authors
Keywords
TOP 10
1995, Mekhanika kompozitsionnykh materialov i konstruktsii
7/1 Leningradsky prospect, Moscow 125040 RUSSIA
+7 495 946-18-06,
mkmk@iam.ras.ru