Statistical mechanics of quantum fluids with triplet pairing

The classification of the Fermi-fluid superfluid states is carried out with an account of the possible nonuniform equilibrium structures on the quasiaverages concept. The relationship of the conditions of the undisturbed and spatial symmetry with the helicoidal ordering of the order parameter is established. The thermodynamics is structured and the flux densities of the additive motion integrals are determined in the terms of the local-equilibrium thermodynamic potential for the number of the superfluid condensed media (the quantum fluids with the scalar and tensor order parameters; quantum crystals). The equations of the ideal hydrodynamics for the A- and B-phases states of the superfluid 3He are derived within the frames of the hypothesis on the reduced description. The additional parameters of the reduced description are introduced in the terms of the order parameter operator