Online Simulation

And More

Top 25 Tags (all tags)

  1. algorithms
  2. carbon nanotubes
  3. circuits
  4. course lecture
  5. cyberinfrastructure
  6. devices
  7. education/outreach
  8. experiments
  9. material science
  10. molecular electronics
  11. nano/bio
  12. nanobio applications
  13. nano electro-mechanical systems
  14. nanoelectronics
  15. nanomedicine
  16. nanophotonics
  17. nano-transistors
  18. nanowires
  19. NEGF
  20. quantum dots
  21. research seminar
  22. SURI
  23. tutorial
  24. uIllinois
  25. uiuc

Other

Trouble Report

For immediate assistance browse through our support center. You can find answers to many questions in just a few minutes.

If still experiencing problems, send us a report.

Sending report ...

Boltzmann Transport Simulator for CNTs

This resource has a 9.0 Ranking

Ranking is calculated from a formula comprised of user reviews and usage statistics. Learn more ›

Usage Stats
Overall Period: Updated 19 Jul, 2008
Users: 49
Jobs: 198
Avg. exec. time: 2 mins
Reviews & Citations
Google/IEEE
Avg. Review: 5.0 out of 5 stars
Citations: 0

49 users, detailed statistics

1 review (Review this)

0 citations

0 questions (Ask a question)

Launch Tool

You must log in before you can run this tool.

This tool is closed source.

Available Versions

  • 1.0 (published)
Version 1.0 - published on 27 Mar, 2008
Contributor(s) Zlatan Aksamija, Umberto Ravaioli
University of Illinois, Urbana-Champaign
At a glance Simulate Electron transport in Single-walled carbon nanotubes using an upwinding discretization of the Boltzmann transport equation in the relaxation time approximation.
Screenshots
  • Screenshot #1
  • Screenshot #2
  • Screenshot #3
Description

This tool simulates electron transport in single-walled carbon nanotubes using an upwinding discretization of the Boltzmann transport equation in the relaxation time approximation. Users can select chirality and length of the nanotube, as well as the applied voltage across the tube and the temperature of the environment. The simulator can also be adjusted by setting the number of points in the discretization. Simulation is performed in both space and momentum, represented by the number of points Nx and Nk in the x-direction (space) and k-direction (momentum). The length of the simulation depends on the size of the time step, and the number of steps taken in the simulation. The maximum size of the time step is limited by stability criteria, and the tool will warn the user and adjust the step to achieve stability if it is set too large.

The simulator can be run in three distinct modes: single voltage, voltage sweep, and length sweep. The first mode produces the transient current, as well as the final steady-state potential, field, and charge density profiles after a single run at a user-specified value of applied voltage at the endpoint of the tube. The tube should stay charge-neutral (zero charge throughout), so the charge density can serve as a check on the stability of the simulation. If non-zero or oscillating charge appears, the time step should be decreased.

In voltage sweep mode, the simulation is repeated over a range of points for the applied voltage up to the value specified by the user. This produces a typical I-V curve (current-voltage relationship) for the given nanotube. This simulation can then be repeated for various lengths of tube to obtain a set of IV curves for a given chirality.

The last mode is a length sweep, which runs the simulation repeatedly with a fixed applied voltage, but ranging over a number of different tube lengths up the the value specified by the user. This simulation produces a resistance vs. length plot at a given voltage, from which the tube's resistivity can be extracted. The simulation can be repeated at high and low values of applied voltage in order to compare high-field and low-field resistivity of a particular tube.

This tool will work for semi-conducting tubes, but it is really intended for metallic tubes only. The user can select the value of relaxation time, as well as the details of the discretization grid to learn about the stability of the explicit upwind discretization scheme. Relaxation time can be varied to learn about the effect of scattering on the IV curves and high- and low-field resistivity of single-walled carbon nanotubes.

Cite this work

If you reference this work in a publication, please cite as follows:

  • Aksamija, Zlatan; Ravaioli, Umberto (2008), "Boltzmann Transport Simulator for CNTs," doi: 10254/nanohub-r4073.1.

    BibTex | EndNote

In addition, we would appreciate it if you would add the following acknowledgment to your publication:

  • Simulation services for results presented here were provided by the Network for Computational Nanotechnology (NCN) at nanoHUB.org

Type Tools
Tags

Citations

The following are publications that have cited this resource, separated by their affiliation to the NCN.

No citations found.

Reviews

The following are reviews of this resource from other site members.

Write a review

  1. 5.0 out of 5 stars 

    Posted on 27 March, 2008 by Anonymous

Related Questions & Answers

The following are questions related to this tool that were posted by other users in our questions and answers forum.

Ask a question about this tool

No questions found.

People who looked at this also looked at:

Network Recommendations powered by CIKNOW developed by the Science of Networks in Communities Research (SONIC) group at Northwestern University.

Recommendations will load momentarily. If you do not see content change after 30 seconds, there may be a number of reasons:

  • You have javascript turned off in your browser.
  • You have browser incapable of handling the scripts that load the recommendations.
  • There is a problem with the recommendation service and it failed to respond.