NUMERICAL MODELING OF DYNAMIC PROBLEM OF THE THEORY OF ELASTICITY BY THE BOUNDARY EQUATIONS METHOD
UDK: 624.04
Khodzhiboev A. A.
The numerical solution of flat dynamic problem of the theory of elasticity by the boundary equations method is considered in the article. To develop the algorithm of numerical solution of dynamic flat problem executed a sequential approximation of the first and then of the second required derived linear function on time axis were carried out. For the solution of assigned task fundamental solution obtained on the basis of Laplace transformation is used. The realization of the algorithm is considered on the example of inner boundary problem under plane strain where boundaries are given on the one part, and dynamic load — on the other one.
Other articles in section
UDK: 624.042 Romashkin V. N. SUPERELEMENT FORMULATION OF THE METHOD OF FREQUENCY AND DYNAMIC CONDENSATION Go
UDK: 624.04 Khodzhiboev A. A. NUMERICAL MODELING OF STRESS-STRAIN STATE OF A HETEROGENEOUS DAM TAKING INTO ACCOUNT FLEXIBILITY OF THE BASE BY THE BOUNDARY EQUATION METHOD Go
UDK: 621.643.053:624.042.7(204.1) Muraveva L. V. CONTACT INTERACTION UNDERWATER PIPELINE WITH TOUGH-ELASTIC SOIL UNDER SEISMIC LOAD Go
UDK: 624.154.1 Gerashchenko V. S. TESTING OF THE DEVELOPED STATIC MODEL PARAMETERS OF THE PILE FOUNDATION BASIS Go
UDK: 699.86 Kornienko S. V. PROBLEMS OF THERMAL PROTECTION OF EXTERNAL WALLS OF MODERN BUILDINGS Go
UDK: 699.86 Kornienko S. V. COMPLEX ASSESSMENT OF OPERATIONAL SAFETY OF RESIDENTIAL BUILDING Go
Copyright � 2006 “Internet-vestnik VolgGASU”. ISSN 1994-0351. The citation of materials must include reference to this site.