Abstract
In the present paper, the problem of thermal stresses in an infinite plate with an infinite row of circular holes, which are filled with elastic inclusions of another material, and subjected to uniform heat flow of temperature gradient μ in the direction of y-axis is treated. The analysis is developed on the basis of Airy's stress function in the generalized plane stress and by applying periodical harmonic function as the foundational function to obtain the temperature and stress functions. The successive approximation is adopted for the determination of unknown coefficients involved in the solution. Numerical calculations are worked out in some detail in order to clarify the effects of an infinite row of circular inclusions.
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