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                                       Details for article 9 of 13 found articles
 
 
  THERMAL STRESSES IN THE VICINITY OF AN EXTERNAL CRACK IN AN INFINITE ELASTIC SOLID BONDED TO A CYLINDRICAL INCLUSION
 
 
Title: THERMAL STRESSES IN THE VICINITY OF AN EXTERNAL CRACK IN AN INFINITE ELASTIC SOLID BONDED TO A CYLINDRICAL INCLUSION
Author: Rokne, Jon
Dhaliwal, Ranjit S.
Singh, B. M.
Appeared in: Journal of thermal stresses
Paging: Volume 3 (1980) nr. 1 pages 85-116
Year: 1980-01-01
Contents: This paper deals with the state of stress in an infinite elastic solid with an external crack that is subjected to a prescribed temperature distribution. The infinite elastic medium consists of two materials that are separated by a cylindrical surface. It is assumed that there is perfect bonding at the common cylindrical surface. By assuming a suitable representation for the temperature function, the heat conduction problem is reduced to the solution of a Fredholm integral equation of the second kind. Then, using suitable biharmonic functions as thermoelastic potentials, the thermoelastic problem is also reduced to the solution of a Fredholm integral equation of the second kind. Both integral equations are solved numerically. The numerical values of the stress intensity factor are displayed graphically.
Publisher: Taylor & Francis
Source file: Elektronische Wetenschappelijke Tijdschriften
 
 

                             Details for article 9 of 13 found articles
 
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