We consider the problem of energy transport in coupled two-level systems with the goal of shedding light on how nonclassical resources can benefit quantum transport. First, we focus on coherence in the basis composed of eigenstates of the decoupled system Hamiltonian. By using a coherence quantifier, we present an illustrative example of a linear chain of coupled two-level systems to investigate how this resource is associated with an advantage in terms of transport efficiency, when compared to the classical scenario. Finally, we consider the integrated coherence generated by the dynamics and show how it is related to the quantification of the invasiveness of the quantum operation governing the time evolution in the quantum scenario. To illustrate, we analyze the relationship between quantum invasiveness and transport efficiency. We finish this contribution by presenting a concrete example using superconducting qubits where our findings may be experimentally investigated.