Boundary integral equations in dynamic problems of fracture mechanics

Oleksandr Menshykov, Vasyl Menshykov

Research output: Chapter in Book/Report/Conference proceedingConference contribution

Abstract

The study is devoted to application of boundary integral equations to dynamic problems of fracture mechanics of compound cracked bodies. The solution of the problem for an elliptical crack located on the interface between dissimilar elastic half-spaces under normal harmonic loading is presented.
Original languageEnglish
Title of host publicationTransactions of XIV International Symposium «Discrete Singularities Methods in Mathematical Physics»
Number of pages3
Publication statusPublished - 2009
EventXIV International Symposium «Discrete Singularities Methods in Mathematical Physics» - Kherson, Ukraine
Duration: 8 Jun 200912 Jun 2009
Conference number: 14
http://dsmmph.univer.kharkov.ua

Conference

ConferenceXIV International Symposium «Discrete Singularities Methods in Mathematical Physics»
Abbreviated titleDSMMPh-2009
CountryUkraine
CityKherson
Period8/06/0912/06/09
Internet address

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Menshykov, O., & Menshykov, V. (2009). Boundary integral equations in dynamic problems of fracture mechanics. In Transactions of XIV International Symposium «Discrete Singularities Methods in Mathematical Physics»