Interatomic interactions such as hydrogen bonds (HB) can be adequately described and classified by the topological properties of the electron density ρ(r) at the (3,−1) critical points rCP where the gradients of ρ(r) vanish. We have analysed the topological properties of ρ(r) at the intermolecular critical points of 83 experimentally observed HBs [X–H⋯O (X=C,N,O)], using accurate X-ray diffraction experiments. In spite of different models, methods and experimental conditions employed to obtain the topological properties of ρ(r), we show that, for closed-shell interactions, the kinetic energy density G(rCP) and the potential energy density V(rCP) at the critical point depend exponentially on the H⋯O distance. Moreover, theoretical calculations for several HB dissociation energies follow the same law as does V(rCP), with a simple change of scale.