According to van Leeuwen's theorem, when this state occurs in a magnetic system, all eddies must dissipate. As a consequence of ergodicity, the phase density of a system in this state is given by an arbitrary function of the Hamiltonian. In quantum mechanical systems, the existence of this condition
According to van Leeuwen's theorem, when this state occurs in a magnetic system, all eddies must dissipate. As a consequence of ergodicity, the phase density of a system in this state is given by an arbitrary function of the Hamiltonian. In quantum mechanical systems, the existence of this condition is equivalent to the requirement that the time-derivative of the density matrix vanish. In addition to CP violation and the existence of processes that violate baryon number, the non-existence of this state is necessary for baryogenesis, according to the Sakharov conditions. The transitivity of this state is expressed by the so-called zeroth law of thermodynamics. For 10 points, identify this steady state of a thermodynamic system in which the mean value of the system's temperature does not change with time.
According to van Leeuwen's theorem, when this state occurs in a magnetic system, all eddies must dissipate.
thermal equilibrium