A single electron is trapped in a potential box of typical size 150 nm. Estimate the electrostatic charging energy required to add a second electron to the box. Compare this energy with the typical single-particle level splitting in the box. How do your results depend on the relative dielectric constant of the material in which the box is realized?
A single electron is trapped in a potential box of typical size 150 nm. Estimate the electrostatic charging energy required to add a second electron to the box. Compare this energy with the typical single-particle level splitting in the box. How do your results depend on the relative dielectric constant of the material in which the box is realized?
Chapter7: Electricity
Section: Chapter Questions
Problem 3Q
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A single electron is trapped in a potential box of typical size 150 nm. Estimate the
electrostatic charging energy required to add a second electron to the box. Compare
this energy with the typical single-particle level splitting in the box. How do your
results depend on the relative dielectric constant of the material in which the box is
realized?
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