Hierarchical cooperation has recently been shown to achieve better throughput scaling than classical multihop schemes in static wireless networks. However, the end-to-end delay of this scheme turns out to be significantly larger than those of multihop schemes. A modification of the scheme is proposed here that achieves a throughput-delay trade-off D(n) = (log n)2 T(n) for T(n) between ( n/ log n) and (n/ log n), where D(n) and T(n) are respectively the average delay per bit and the aggregate throughput in a network of n nodes. This trade-off complements the previous results [1], [2] which show that the throughput-delay trade-off for multihop schemes is given by D(n) = T(n) where T(n) lies between (1) and ( n).