O.I.Kalynyak, V.V.Mihas'kiv An interaction of rigid penny-shaped inclusions in a three-dimensional filed of non-stationary elastic waves |
Acoustic bulletin, Vol. 14 ¹ 1, (2011) |
| The paper deals with solving of a three-dimensional non-stationary elastodynamic problem for an infinite matrix with multiple rigid disc-shaped inclusions by the method of boundary integral equations. The arbitrarily located inclusions are perfectly bonded with a matrix, their motion is characterized by the translations and rotations relative to the mass centers. The numerical results concern to the reaction of two coplanar penny-shaped inclusions of equal size and mass on the incidence of elastic plane non-stationary longitudinal wave. The influence of inclusions interaction on their kinematical parameters, as well as on factors of dynamic stress intensity in their vicinities is analyzed. |
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KEY WORDS: composite materials, rigid inclusion, method of boundary integral equations, factor of stress intensity |
| TEXT LANGUAGE: Ukrainian |