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                                       Details for article 7 of 8 found articles
 
 
  THERMAL STRESSES IN AN INFINITE PLATE WITH A PAIR OF CIRCULAR INCLUSIONS UNDER STEADY-STATE TEMPERATURE (CASE OF INFINITE PLATE HAVING A PAIR OF HEAT SOURCES)
 
 
Title: THERMAL STRESSES IN AN INFINITE PLATE WITH A PAIR OF CIRCULAR INCLUSIONS UNDER STEADY-STATE TEMPERATURE (CASE OF INFINITE PLATE HAVING A PAIR OF HEAT SOURCES)
Author: Shioya, Shunsuke
Tsuruno, Syozo
Appeared in: Journal of thermal stresses
Paging: Volume 9 (1986) nr. 1 pages 1-18
Year: 1986
Contents: In this paper, we consider the problem of thermal stresses in an infinite plate with a pair of circular holes that are filled with elastic inclusions of another material. A steady-state temperature is induced by a pair of heat sources (positive and negative sources) placed on the x-axis. The analysis is developed by the Airy stress function in the case of generalized plane stress and by applying the bipolar coordinates. The method of perturbation is adopted for the determination of the unknown coefficients involved in the solution. Numerical calculations of the stress distributions along main parts of the infinite plate and the inclusions are worked out in some detail. The maximum stresses on the common boundaries are also calculated and compared with the available results.
Publisher: Taylor & Francis
Source file: Elektronische Wetenschappelijke Tijdschriften
 
 

                             Details for article 7 of 8 found articles
 
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