Establishing
the relationship between the electrochemical activity
of a surface and its chemical structure is extremely important for
the development of new functional materials for electrochemical energy
conversion systems. Here, we present a fast method, which combines
a theoretical model and density functional theory calculations, for
the prediction of nonadiabatic electron-transfer kinetics at nanoscale
surfaces with spatial resolution. We propose two approaches for the
calculation of electronic coupling, which characterizes the interaction
strength between electronic states of a redox-active molecule and
surface electronic states and depends on the position of the molecule
above the surface. The first one is based on the linear approximation
between the electronic coupling and overlap integral and takes into
account the molecular wave function explicitly. The second one uses
Tersoff–Hamann and Chen approximations that are based on the
model assumption about the molecular orbital structure and allow ultrafast
electron-transfer kinetic calculations only from the surface wave
function. The proposed method was applied for the electron-transfer
kinetic investigation of graphene with defects. We have shown that
defects can act as electrocatalytic sites, selectively increasing
the electron-transfer rate in a different range of standard redox
potentials depending on the defect type.