“…where σ, ε p , and ε p are the equivalent stress, plastic strain, and strain rate, respectively; K and n are the strain hardening parameters, while the parameter m represents the strain rate sensitivity index, and is commonly assumed to be a constant (average) number. In practice, however, it has been shown that m is not constant, but rather, is a function of the strain rate, plastic strain, and the test conditions (e.g., the applied test method, the temperature, and the geometry of the specimen) [17]. Specifically, when using the power law, the softening and damage of the superplastic material are not considered, and as a result, a wide range of viscoplastic models has been introduced [18][19][20][21][22] in order to better predict the flow behavior of superplastic metals.…”