Elastic-plastic stress field in a coated continuous fibrous composite subjected to thermomechanical loading

A micromechanics investigation was performed in the present work to analyze the stress field in a coated continuous fibrous composite subjected to the rmal and mechanical loading based on a Sour-concentric-cylinders model. A t emperature-independent stress-plastic strain relationship for the metallic matrix and coating layer with linear strain-hardening behaviour were introd uced. Tresca's yield criterion and the associated flow law were employed to derive the governing equation of the coating and matrix. The closed-form s olution of the governing equation was obtained. Some numerical examples wer e given. The numerical results indicate that the plasticity of the coating greatly decreases the circumferential and axial stresses in the canting its elf, but has very limited influence on the stresses in other constituents o f the composite. The plasticity of the matrix imposes no significant influe nce on all the stresses in the composite.