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The overall scheme allows us to obtain accurate and numerically stable solutions for the elastic transport, with a computational time similar to that of a ground state calculation.
For our present case, we only consider the elastic transport which preserves the quantum coherence, so we can simply take Σ σ < = 0.
For linearly conjugated molecules, the elastic transport is high, so the inelastic current can only add small contributions on top of a large elastic signal.
We wish to study if the quantum interference effect observed for the elastic transport is preserved when inelastic effects are included, and how large the proportion of the inelastic current is compared with the total current.
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In this last case, a new methodology can be proposed which deals with an elastic freight transport demand, and the elasticity of freight demand respect to the price of the FURBOT service can be studied.
Todorov, T. N., Briggs, G. A. D. & Sutton, A. P. Elastic Quantum Transport Through Small Structures.
McGuire, M. A. et al. Phase transitions in LaFeAsO: structural, magnetic, elastic, and transport properties, heat capacity and Mössbauer spectra.
We present an ab initio method to calculate elastic quantum transport at the nanoscale.
My research aims to link the formation of these minerals with changes in the elastic and transport properties of the materials.
In this paper, we analytically studied the in-plane elastic and transport properties of a peculiar hexagonal honeycomb, i.e., the multifunctional hierarchical honeycomb (MHH).
This is a broad subject that covers different physical properties (elastic, conductive, transport, etc.), as well as various types of microstructures.
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