We　establish　the　vanishing　viscosity　limit　of　viscous　Burgers-Vlasov　equations　for　one　dimensional　kinetic　model　about　interactions　between　a　viscous　fluid　and　dispersed　particles　by　using　compensated　compactness　technique　and　the　evolution　of　level　sets　arguments.　The　limit　we　obtained　is　exactly　a　finite-energy　weak　solution　to　the　inviscid　equations.