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CREEP OF CIRCULAR PLATES WITH TEMPERATURE GRADIENTS.
STATE UNIV OF NEW YORK BUFFALO DIV OF INTERDISCIPLINARY STUDIES AND RESEARCH
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An analysis of creep bending in circular plates with temperature gradients is presented in this paper. The analysis is based on a creep power law in which the creep parameter is expressed as a function of temperature. Governing equations are developed for plates subjected to radially symmetric loads and temperatures. Complete moment and deflection solutions are obtained by an iterative technique for simply supported plates subjected to linear radial temperature distributions and uniform lateral loads. Author
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