Creating antidot lattices in graphene nanoribbons (GNRs) can significantly modify the electronic transport features and may open up an avenue to many practical applications. We here study the effects of antidot lattices on two-terminal transport in GNRs with zigzag edges (ZGNRs), based on the tight-binding method in combination with Green’s function formalism. The antidots in this work are set to be hexagonal structure. For the case of two antidots arranging in ZGNRs, many conductance resonances are found and they become denser and shaper with the increasing of the separation between antidots. However, no any effective transport gap is observed around Fermi energy. For the case of multi-antidots structure, each resonance shows a (m-1)-splitting, where m is the number of antidots. The analysis on local density of states (LDOS) indicates that all of resonances are related to the quasi-standing waves in ZGNRs. To obtain an effective and stable transport gap, we suggest keeping a dense array of such antidots in ZGNRs. The computed results show that the transport gap decreases very rapidly as the separation between antidots increases. These results might guide the design of the future graphene-based devices.