“…Even though this issue is solved with a temperature history-independent formulation of the Armstrong-Frederick kinematic hardening rule based on a similarity equation under temperature variation by Ohno and Wang [10,11], their approach has not prevailed. The Chaboche-type time-and temperature-dependent plasticity models were widely applied to describe the material behavior under cyclic thermomechanical loading conditions for different materials and material classes, e.g., aluminum alloys in [12,13], forged and cast steels in [14][15][16][17], nodular cast iron in [18,19], copper in [20] and nickel-based superalloys in [21][22][23][24][25][26]. Further extensions to the Armstrong-Frederick kinematic hardening law were proposed to describe better non-proportional hardening, e.g., [24,27], strain range memory, e.g., [28,29], as well as cyclic kinematic hardening and softening, e.g., [3,30].…”