ABOUT THE SOLUTION OF THE INTEGRAL EQUATION DESCRIBING THE DYNAMICS OF THE PINNING DISLOCATION
Authors:
Type:
Article
Pages:
from 65
to 68
Status:
Published
Received:
29.08.2014
Accepted:
03.10.2014
Published:
03.10.2014
Language:
Russian
Keywords:
integral equation, dislocation segment, generalized susceptibility, vibration spectrum
Abstract (English):
Written dynamic equation of a dislocation segment. Found the matrix elements of the generalized susceptibility dislocation oscillators. Investigated the dependence of the vibration spectrum of dislocation segment orientation and dislocation segment length.
Written dynamic equation of a dislocation segment. Found the matrix elements of the generalized susceptibility dislocation oscillators. Investigated the dependence of the vibration spectrum of dislocation segment orientation and dislocation segment length.
Keywords:
integral equation, dislocation segment, generalized susceptibility, vibration spectrum
integral equation, dislocation segment, generalized susceptibility, vibration spectrum
В настоящей работе рассмотрены колебания сегмента линейного дефекта (дислокации) в континуальной среде. При этом упругие поля дефектов, закрепляющих дислокацию, не учитывались в связи с их малым влиянием.
1. Bataronov I.L. Vliyanie tsentrov pinninga i rel´efa Payerlsa na obobshchennuyu vospriimchivost´ dislokatsiy v real´nykh kristallakh / I.L. Bataronov, V.V. Dezhin, A.M. Roshchupkin. Izv RAN. Ser. Fizicheskaya. 1993. T. 57. № 11. S. 97-105.
2. Lavrent´ev M.A. Metody teorii funktsiy kompleksnogo peremennogo / M.A. Lavrent´ev, B.V. Shabat. M.: Nauka, 1988.
