If molecular electronics would ever reach technological realization it must carry information, most probably within its current – voltage response. Nevertheless, the molecular-electronics community lacks an accepted framework to report, compare and discuss the current – voltage (I-V) response. The major obstacle is the huge variability of details, such as single / numerous molecules, molecular length, conjugation, presence of redox moieties and so on. Nature’s irony is that in practice, I-V traces are rather ‘boring’: more rounded than linear but no striking jumps, plateaus or other fingerprints, at least for the large majority of molecular junctions. As a result, a given experimental I-V trace can be described equally-well by vastly different charge-transport models.[1-2]
Acknowledging this limitation calls for using generic Taylor expansion as a transparent bridge between theory and observation. Specifically, the ratio between the first and third terms of G∼V provides a robust measure of the voltage response, dubbed as ‘scaling-bias’. The scaling-bias reflects the energy landscape of the junction, yet differs from the energy-barrier as the latter is specific to an assumed model.[2] Model-fitting beyond simplistic expansion rarely adds information, unless differentiation is used to magnify minute variations in I-V response and reveal hidden fingerprints. Normalized differential conductance (NDC) is a powerful tool which provides a quantitative measure of the deviation of a given trace from a simple linear relation (Ohmic → NDC ≡ 1).[3]
The suggested generic analyses cannot answer ‘what is the transport mechanism?’ yet it helps clarifying the mist between theory and experimental observation.
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