Gorev, V.V.GorevSokolovsky, A.A.SokolovskyShedlovsky, I.I.Shedlovsky2018-12-042018-12-042018Gorev V. The leading–order hydrodynamics of the landau-vlasov kinectic equation with the nonlocal collision integral / V. Gorev, A. Sokolovsky, I. Shedlovsky // Ukraine, Dnipro, National Mining University 2018 - c. 46 – 49978-966-350-692-0http://ir.nmu.org.ua/handle/123456789/153550This paper is devoted to the hydrodynamics of a one-component gas with small potential interaction. The basis of investigation is the kinetic equation in case of small potential interaction which contains general nonlocal collision integral [1] and describes arbitrary non-uniform states. In the local approximation this equation coincides with the well-known Landau–Vlasov kinetic equation. In hydrodynamics the system is supposed to be weakly non-uniformenArticle533.72