### Abstract

Original language | Russian |
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Title of host publication | Transactions of XVI International Symposium: Discrete Singularities Methods in Mathematical Physics (DSMMPh 2013) |

Pages | 262-265 |

Number of pages | 4 |

Publication status | Published - 2013 |

Event | XVI International Symposium «Discrete Singularities Methods in Mathematical Physics» - Kherson, Ukraine Duration: 10 Jun 2013 → 15 Jun 2013 Conference number: 16 http://www.dsmmph.org.ua |

### Conference

Conference | XVI International Symposium «Discrete Singularities Methods in Mathematical Physics» |
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Abbreviated title | DSMMph-2013 |

Country | Ukraine |

City | Kherson |

Period | 10/06/13 → 15/06/13 |

Internet address |

### Fingerprint

### Keywords

- boundary integral equations
- regularization of singular integrals
- harmonic loading
- interface crack

### Cite this

*Transactions of XVI International Symposium: Discrete Singularities Methods in Mathematical Physics (DSMMPh 2013)*(pp. 262-265)

**On singular boundary integral equations in problems of cracks' mechanics.** / Menshykov, Vasyl; Menshykov, Oleksandr.

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

*Transactions of XVI International Symposium: Discrete Singularities Methods in Mathematical Physics (DSMMPh 2013).*pp. 262-265, XVI International Symposium «Discrete Singularities Methods in Mathematical Physics», Kherson, Ukraine, 10/06/13.

}

TY - GEN

T1 - On singular boundary integral equations in problems of cracks' mechanics

AU - Menshykov, Vasyl

AU - Menshykov, Oleksandr

PY - 2013

Y1 - 2013

N2 - Problems for cracked materials under dynamic loading are reduced to boundary integral equations with singular kernels and solved numerically. Singular integrals are regularized using the second Green formula and Laplace operator.

AB - Problems for cracked materials under dynamic loading are reduced to boundary integral equations with singular kernels and solved numerically. Singular integrals are regularized using the second Green formula and Laplace operator.

KW - boundary integral equations

KW - regularization of singular integrals

KW - harmonic loading

KW - interface crack

M3 - Conference contribution

SP - 262

EP - 265

BT - Transactions of XVI International Symposium: Discrete Singularities Methods in Mathematical Physics (DSMMPh 2013)

ER -