Stress intensity coefficients determination of dynamical mixed boundary problems for cracks in elastic space

Author:

Bagdoev Alexander G.,Vardanyan Anna V.,Vardanyan Sedrak V.,Martirosyan Ashot N.

Publisher

Emerald

Subject

Mechanical Engineering,Mechanics of Materials,General Materials Science,Modelling and Simulation

Reference5 articles.

1. Agayan, K.L., Grigoryan, E.K. and Djilavyan, S.A. (2003), “Diffraction of shear plane wave in elastic space with semi‐infinite elastic inclusion”, Izv. NAs Armenia Mechanica, Vol. 56 No. 4, pp. 3‐17 (in Russian).

2. Bagdoev, A.G., Martirosyan, A.N. and Pogosyan, S.M. (2005), “Solution of mixed boundary value problem for elastic half space”, Doklady of National Academy of Sciences of Armenia, Vol. 105 No. 4 (in Russian).

3. Hakobyan, V.N., Sahakyan, A.V. and Sargsyan, A.N. (2005), “The plane deformation state of elastic plane with finite rigid inclusion under harmonic loading”, 5th International Conference on The Problems of Dynamics of Interaction of Deformable Media, Goris, October 1‐7, pp. 56‐60.

4. Riemannsche Funktionenscharen mit gegebener Monodromiegruppe

5. Asymptotic solutions for mixed mode loading of cracks and wedges in power law hardening materials

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