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Semi-Empirical Model for Nano-Scale Device Simulations (1004.2812v1)

Published 16 Apr 2010 in cond-mat.mes-hall

Abstract: We present a new semi-empirical model for calculating electron transport in atomic-scale devices. The model is an extension of the Extended H\"uckel method with a self-consistent Hartree potential. This potential models the effect of an external bias and corresponding charge re-arrangements in the device. It is also possible to include the effect of external gate potentials and continuum dielectric regions in the device. The model is used to study the electron transport through an organic molecule between gold surfaces, and it is demonstrated that the results are in closer agreement with experiments than ab initio approaches provide. In another example, we study the transition from tunneling to thermionic emission in a transistor structure based on graphene nanoribbons.

Citations (162)

Summary

Semi-Empirical Model for Nano-Scale Device Simulations

The paper in discussion introduces an advanced semi-empirical model designed to enhance the simulation of electron transport in nano-scale devices. Extensive work has been undertaken by Kurt Stokbro and other researchers to extend the Extended Hückel (EH) method, incorporating a self-consistent Hartree potential, which enables a more accurate modeling of the electrostatic interactions under operational conditions. This involves the consideration of external biases and charge rearrangements within nano-scale devices.

Methodological Innovations

The model effectively bridges the gap between purely ab initio and classic semi-empirical approaches. While ab initio methods, such as those using DFT, provide detailed electronic structure predictions, they often require significant computational resources, making them less feasible for large atomic systems. In contrast, semi-empirical models offer computational efficiency and are reliably used within specific constraint domains. The new model introduces key enhancements, such as considering self-consistent Fermi levels and charge transfers between electrodes and devices, thus aligning closer to real experimental conditions.

The computational framework utilizes parameters derived via the Extended Hückel method, along with Poisson's equation to achieve a self-consistent solution for the device's electrostatic potential. The improved modeling of the Hartree potential remains fundamental for simulations that include continuum dielectric regions and electrostatic gates.

Application and Results

The utility and validity of this model have been demonstrated through applications on molecular electronics, specifically focusing on the Tour wire setup and graphene transistors. The paper leverages the model to calculate the electron transport properties and I-V characteristics across these test cases.

  1. Tour Wire Device:
    • Symmetric and Asymmetric Configurations: Transmission spectra calculations for symmetric and asymmetric configurations were compared. The self-consistent EH-SCF model showed better agreement with experimental I-V characteristics, providing insights into charge transfer dynamics at nano-scale contacts.
    • The calculations suggest rectification in the current-voltage characteristics for the asymmetric Tour wire system, favorably compared to experimental data.
  2. Graphene Nano-Transistors:
    • Variations in transmission and transport mechanisms were evaluated across different device lengths. These devices showcase a transition from tunneling to thermionic emission modes as the nanoribbon length increases.
  • The studies underscore the model's proficiency in predicting behavior across a broad temperature range and different gate potentials. The graphene systems analyzed offer insights into electronic transport affected by interface engineering and device architecture.

Implications and Future Directions

The presented model underscores a significant advancement in the semi-empirical electron transport simulations of nano-sized devices by providing more intricate insights into electron dynamics at a reduced computational cost. Laying at the intersection of DFT precision and semi-empirical efficiency, this model is poised to serve complex device simulations, including organic molecules between metal contacts or intricate nano-transistor arrangements.

From a theoretical perspective, the model enhances our understanding of electrostatic potential distributions in nanostructures and offers a foothold for further advancements. Practically, this methodology presents opportunities to optimize device architecture and predict nano-device performance more effectively, guiding experimental strategies in the field of nano-electronics.

As the landscape of nano-electronics evolves, the current model sets a precedent for integrating empirical modifications with scalable computational techniques, promising deeper explorations into other complex nano-scale systems.

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