A series of quantities in this result can be obtained from time correlation functions using the Yamamoto-Zwanzig formulas.
A series of quantities in this result can be obtained from time correlation functions using the Yamamoto-Zwanzig formulas. This result holds when the system's rate of entropy production is at an extremum at the stationary state. An assumption in the derivation of this result is that macroscopic perturbations of the system decay in the same way as microscopic thermal fluctuations, which is its namesake's regression hypothesis. This result, which only applies when the linear approximation holds, states that the matrix of kinetic coefficients is positive-definite and symmetric for systems with time-reversal symmetry. One of the consequences of this resultis that the coefficients of the Peltier and Seebeck effects are equal. For 10 points, name these set of statements, sometimes called the 4th law of thermodynamics, that relate forces and flows in reversible non-equilibrium processes, and are named for a Norwegian.
A series of quantities in this result can be obtained from time correlation functions using the Yamamoto-Zwanzig formulas.
Onsager reciprocal relations