
Abstract The emerging concept of multi-caloric effects, introduced in 2010, entails the application of multiple interplay fields to a thermodynamic system. While multi-caloric effects are the main focus of experimental endeavors, theoretical considerations fall short of providing a thorough understanding. This paper introduces a comprehensive presentation on multi-caloric effects, employing the method and theory of exterior derivative formations. It addresses every aspect of thermodynamic systems, showcasing its applicability to multi-caloric materials (both single-phase and multi-phase materials), and its adaptability to different scenarios (either in single or multiple force fields). The formulation of Maxwell relationships, characterized by their generality and universality, enables a clear prediction in entropy and temperature, facilitating a distinct identification between independent and interdependent contributions from multi-caloric effects. These insights hold significant importance in designing and developing specialized thermodynamic materials, optimizing functional performances and exploring innovative mechanisms.
isothermal entropy, multicaloric effects, Optimization problems in thermodynamics and heat transfer, Maxwell relations, adiabatic temperature, Chemical kinetics in thermodynamics and heat transfer
isothermal entropy, multicaloric effects, Optimization problems in thermodynamics and heat transfer, Maxwell relations, adiabatic temperature, Chemical kinetics in thermodynamics and heat transfer
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