Vlasov_equation
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From Wikipedia, the free encyclopedia In plasma physics, the Vlasov equation is a differential equation describing the time evolution of the distribution function of a collisionless plasma consisting of charged particles with long-range interactions, such as Coulomb interactions. The equation was first proposed as a descriptor for plasmas by Anatoly Vlasov in 1938[1][2] and was later discussed in greater detail in his monograph.[3] The Vlasov equation, combined with the Landau kinetic equation, describes collisional plasmas. In astrophysics, the Vlasov gas is used as a model for dark…
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