Abstract We numerically investigate the injection process of electrons from metal electrodes to one-dimensional organic molecules by combining the extended Su--Schrieffer--Heeger (SSH) model with a nonadiabatic dynamics method. It is found that match between the Fermi level of electrodes and the highest occupied molecular orbital (HOMO) or the lowest unoccupied molecular orbital (LUMO) of organic molecules can be greatly affected by the length of organic chains, which has great impact on electron injection. The correlation between oligomers and electrodes is found to open more efficient channels for electron injection as compared with that in polymer/electrode structures. For oligomer/electrode structures, we show that the Schottky barrier essentially does not affect the electron injection as the electrode work function is smaller than a critical value. This means that the Schottky barrier is pinned for small work-function electrode. For polymer/electrode structures, we find that it is possible for the Fermi level of electrodes to be pinned to the polaronic level. The condition under which the Fermi level of electrodes exceeds the polaronic level of polymers is shown not always to lead to spontaneous electron transfer from electrodes to polymers.
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