What Are the Average Tunneling Electron Energies in a Ti/Nb2O5/Ti MIM Device?

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Discussion Overview

The discussion revolves around the average tunneling electron energies in a Ti/Nb2O5/Ti metal-insulator-metal (MIM) device at room temperature (300K). Participants explore the implications of a reported barrier height of 0.0 eV and seek to estimate tunneling electron energies based on various assumptions and parameters.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant questions the validity of measuring a barrier height of 0.0 eV and seeks clarification on the measurement process.
  • Another participant suggests that the reported barrier height of 0.0 eV is based on previous studies, indicating a close to zero total barrier height for the Ti/Nb2O5/Ti structure.
  • A participant expresses a desire for estimates of tunneling electron energies, proposing options such as approximately 0.0157 eV, approximately 4 eV, or expressing uncertainty.
  • There is a request for a formula that could be applied to derive the average tunneling electron energy.
  • One participant asks about the energy of the incident electrons, indicating a need for further exploration of the topic.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the average tunneling electron energies, and multiple competing views and uncertainties remain regarding the measurement of barrier height and the estimation of tunneling energies.

Contextual Notes

The discussion includes assumptions about the electron affinity of Nb2O5 and the work function of Ti, which may influence the proposed tunneling energy estimates. The lack of a definitive measurement method for the barrier height adds to the uncertainty in the discussion.

PhilQ
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If we have a MIM device of Ti/Nb2O5/Ti at room temperature (300K), with a measured barrier height(s) of 0.0eV, the insulator thickness is say 2nm, and let's call the electron affinity of Nb2O5 4eV, and the Work function of Ti 4eV (for the sake of a simplified question), what is the average / typical energies of electrons that tunnel through the insulator?

I am guessing there will be some wildly different answers.
 
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Thanks Peter, sorry about that.
 
PhilQ said:
with a measured barrier height(s) of 0.0eV

How did you "measure" a barrier height of 0.0 eV?
 
Is there a formula you could apply?
 
Lord Jestocost said:
How did you "measure" a barrier height of 0.0 eV?

I didn't but it is reported, not really the gist of the question though. Ti/Nb2O5/Ti has a close to zero total barrier height as measured by others.

I am coaxing for people to have a stab at the tunnelling electron energy, not expecting a precise answer but rather something like;

A. approx 0.0157eV
B. approx 4eV
C. definitely no idea

and then some sort of justification if A or B

This might look like 3 card monte, but it is serious.
 
What is the energy of the incident electrons?
 

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