Theoretical prediction of temperature dependent yield strength for metallic materials

Based on a kind of equivalence between heat energy and distortional strain energy, it is assumed that there is a constant maximum which includes both the distortional strain energy and the corresponding equivalent heat energy associated with material yield. A temperature dependent yield strength model is then developed for metallic materials. The model establishes the quantitative relationship of the yield strength, temperature, elastic modulus, the specific heat capacity at constant pressure and Poissons ratio. The comparisons between the model and experiments are made, and the agreement between theory and experiment is striking. It is noteworthy that this model has no fitting parameters. The strength of the model is its generality and ability to easily predict the temperature dependent yield strength at arbitrary temperatures.