The recently discovered vanadium-based Kagome metals VSb () are of great interest with the interplay of charge density wave (CDW) order, band topology and superconductivity. In this paper, by identifying elementary band representations (EBRs), we construct a two-EBR graphene-Kagome model to capture the two low-energy van-Hove-singularity dispersions and, more importantly, the nontrivial band topology in these Kagome metals. This model consists of (V-, Kagome sites) and EBRs (Sb1-, honeycomb sites). We have investigated the Fermi surface instability by calculating the electronic susceptibility . Prominent Fermi-surface nesting peaks are obtained at three L points, where the component of the nesting vector shows intimate relationship with the anticrossing point along M–L. The nesting peaks at L are consistent with the CDW reconstruction in these compounds. In addition, the sublattice-resolved bare susceptibility is calculated and similar sharp peaks are observed at the L points, indicating a strong antiferromagnetic fluctuation. Assuming a bulk -wave superconducting pairing, helical surface states and nontrivial superconducting gap are obtained on the (001) surface. In analogous to FeTeSe superconductor, our results establish another material realization of a stoichiometric superconductor with nontrivial band topology, providing a promising platform for studying exotic Majorana physics in condensed matter

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