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Influence of boundary conditions on 2D wave propagation in a rectangle

Wybrane pełne teksty z tego czasopisma
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Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
Work is devoted to generalization of a differential method of spatial characteristics to case of the at task about distribution of waves in rectangular area of the final sizes with gaps in boundary conditions. On the basis of the developed numerical technique are received the settlement certainly - differential ratios of dynamic tasks in special points of front border of rectangular area, where boundary conditions on coordinate aren't continuous. They suffer a rupture of the first sort in points in which action P - gurative dynamic loading begins. Results of research are brought to the numerical decision.
Rocznik
Tom
Strony
27--33
Opis fizyczny
Bibliogr. 14 poz.
Twórcy
  • South Kazakhstan State University, M. Auezov Shymkent University, 160000 Shymkent. Kazakhstan
  • South Kazakhstan State University, M. Auezov Shymkent University, 160000 Shymkent. Kazakhstan
Bibliografia
  • [1] Butler D.S., (1960). The numerical solution of hyperbolic systems of partial differential equations in three independent variables. Volume 255. 232-252. Proc. Roy. Soc., London.
  • [2] Clifton R.J., (1967). A difference method for plane problems in dynamic elasticity. Volume 25(1), 97-116 Quart. Appl. Math.
  • [3] Ashirbayev N.K., Baiteliyev T.B., Karimbayev T.D., (1987). Analytical research of influence of foreign particulates on an elastic rectangle. Volume 22(4), 554-561 Mechanics of solids, Allerton Press.Inc.
  • [4] Ashirbayev N.K., Karimbayev T.D., Muhametova H.M., Skibin V.A. (1984). Settlement assessment of detectability of defect ultrasonic method. Volume (1125), 234-243 Composite and ceramic materials in an avia engine plants.
  • [5] Erzhanov Zh.S., Karimbayev T.D., Baiteliyev T.B. (1983) Two-dimensional waves of tension in homogeneous and structural and non-uniform environments. 172. Alma-ata:Science.
  • [6] Naval I.K., Sabodash P.F. (1974) The numerical solution of a task on distribution of waves of tension in the continuous cylinder of variable radius. News of AN of MSSR. Cer. phys.-techn .and math. sciences, volume, No. 3, 27-35.
  • [7] Nemchenov V.V., Cherednichenko R.A.(1982) Application of a method of spatial characteristics and Bubnov's method-Galerkina to the solution of dynamic tasks for elastic semi-space. Analit. Metods and use of the COMPUTER in mechanics of rocks. 175-178. Novosibirsk.
  • [8] Recker W.W. (1970) A numerical solution of three - dimensional problems in dynamic elasticity. volume 1 (37) 72-79. I. Appl. Mech.
  • [9] Recker W.W. (1971) A difference method for plane problems in magnetoelasto-dynamics. Int. J. Numer. Met. Eng., volume 4 (3), 361-377.
  • [10] Rimskyi V.K., (1979) Sabodash P.F. Numerical modeling of the dynamic contact (mixed) task for an elastic layer of constant thickness. volume 14 (5) 662-669 Mechanics of solids, Allerton Press. Inc.
  • [11] Tarabrin G.T.(1982) Numerical solution of non-stationary problems of dynamics of the anisotropic elastic environment. 1982, volume. 17(2)181-193. Mechanics of solids, Allerton Press. Inc..
  • [12] Habberstad I.L.(1971) A two - dimensional numerical solutions for elastic waves in variously con gured rods. Volume 2(38) 64-71. I.Appl.Mech.
  • [13] Chaika T.I.(1983) To a method of spatial characteristics. volume 38(1) 87-91.Moscow University Mechanics Bulletin.
  • [14] Nowacki W. (1986) Thermoelasticity. PWN - Polish Scientific Publisher, Warszawa, Pergamon Press, New York, Toronto, Sydney, Paris, Frankfurt.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-e33fffb6-433f-4e60-afaf-faef9513dffa
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