Сингулярные граничные интегральные уравнения динамических задач механики межслоевых трещин

Vasyl Menshykov; Oleksandr Menshykov

Сингулярные граничные интегральные уравнения динамических задач механики межслоевых трещин

Translated title of the contribution: Singular boundary integral equation of dynamic fracture mechanics problems for interface cracks

Vasyl Menshykov, Oleksandr Menshykov

National Aerospace University – Kharkov Aviation Institute

Research output: Chapter in Book/Report/Conference proceeding › Published conference contribution

Abstract

The paper concerns the boundary integral equations for the interface crack between two elastic half-spaces with different mechanical properties under dynamic loading. The derived system of equations allows one to evaluate the displacements at the crack edges and the forces and the displacements at the joint surface.

Translated title of the contribution	Singular boundary integral equation of dynamic fracture mechanics problems for interface cracks
Original language	Russian
Title of host publication	Transactions of XVIІ International Symposium "Discrete singularities methods in mathematical physics" (DSMMPh-2015). – Kharkov-Sumy, 2015.
Pages	165-168
Number of pages	4
Publication status	Published - Jun 2015
Event	XVII International Symposium «Discrete Singularities Methods in Mathematical Physics» - Sumy, Ukraine Duration: 8 Jun 2015 → 13 Jun 2015 Conference number: 17 http://www.dsmmph.org.ua

Conference

Conference	XVII International Symposium «Discrete Singularities Methods in Mathematical Physics»
Abbreviated title	DSMMPh-2015
Country/Territory	Ukraine
City	Sumy
Period	8/06/15 → 13/06/15
Internet address	http://www.dsmmph.org.ua

XVII International Symposium «Discrete Singularities Methods in Mathematical Physics»
Oleksandr Menshykov (Speaker)
8 Jun 2015 → 13 Jun 2015
Activity: Attending or organising an event › Attending/organising a Conference

Cite this

Menshykov, V., & Menshykov, O. (2015). Сингулярные граничные интегральные уравнения динамических задач механики межслоевых трещин. In Transactions of XVIІ International Symposium "Discrete singularities methods in mathematical physics" (DSMMPh-2015). – Kharkov-Sumy, 2015. (pp. 165-168)

Сингулярные граничные интегральные уравнения динамических задач механики межслоевых трещин. / Menshykov, Vasyl; Menshykov, Oleksandr.
Transactions of XVIІ International Symposium "Discrete singularities methods in mathematical physics" (DSMMPh-2015). – Kharkov-Sumy, 2015.. 2015. p. 165-168.

Research output: Chapter in Book/Report/Conference proceeding › Published conference contribution

Menshykov, V & Menshykov, O 2015, Сингулярные граничные интегральные уравнения динамических задач механики межслоевых трещин. in Transactions of XVIІ International Symposium "Discrete singularities methods in mathematical physics" (DSMMPh-2015). – Kharkov-Sumy, 2015.. pp. 165-168, XVII International Symposium «Discrete Singularities Methods in Mathematical Physics», Sumy, Ukraine, 8/06/15.

Menshykov, Vasyl ; Menshykov, Oleksandr. / Сингулярные граничные интегральные уравнения динамических задач механики межслоевых трещин. Transactions of XVIІ International Symposium "Discrete singularities methods in mathematical physics" (DSMMPh-2015). – Kharkov-Sumy, 2015.. 2015. pp. 165-168

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abstract = "The paper concerns the boundary integral equations for the interface crack between two elastic half-spaces with different mechanical properties under dynamic loading. The derived system of equations allows one to evaluate the displacements at the crack edges and the forces and the displacements at the joint surface.",

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AU - Menshykov, Oleksandr

N1 - Conference code: 17

PY - 2015/6

Y1 - 2015/6

N2 - The paper concerns the boundary integral equations for the interface crack between two elastic half-spaces with different mechanical properties under dynamic loading. The derived system of equations allows one to evaluate the displacements at the crack edges and the forces and the displacements at the joint surface.

AB - The paper concerns the boundary integral equations for the interface crack between two elastic half-spaces with different mechanical properties under dynamic loading. The derived system of equations allows one to evaluate the displacements at the crack edges and the forces and the displacements at the joint surface.

M3 - Published conference contribution

SP - 165

EP - 168

BT - Transactions of XVIІ International Symposium "Discrete singularities methods in mathematical physics" (DSMMPh-2015). – Kharkov-Sumy, 2015.

T2 - XVII International Symposium «Discrete Singularities Methods in Mathematical Physics»

Y2 - 8 June 2015 through 13 June 2015

ER -

Сингулярные граничные интегральные уравнения динамических задач механики межслоевых трещин

Abstract

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XVII International Symposium «Discrete Singularities Methods in Mathematical Physics»

Cite this