Two copper nanowires are insulated by a copper oxide nano-layer that provides a 10.0-eV potential barrier. 1. Estimate the tunneling probability between the nanowires by 7.00-eV electrons through a 5.00-nm thick oxide layer. 2. What if the thickness of the layer were reduced to just 1.00 nm? (Hint: the rest mass of the electron (m) = 511 keV/c2, ħ = 0.1973 keVnm/c)
Two copper nanowires are insulated by a copper oxide nano-layer that provides a 10.0-eV potential barrier. 1. Estimate the tunneling probability between the nanowires by 7.00-eV electrons through a 5.00-nm thick oxide layer. 2. What if the thickness of the layer were reduced to just 1.00 nm? (Hint: the rest mass of the electron (m) = 511 keV/c2, ħ = 0.1973 keVnm/c)
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![Two copper nanowires are insulated by a copper oxide nano-layer that provides a 10.0-eV potential barrier.
1. Estimate the tunneling probability between the nanowires by 7.00-eV electrons through a 5.00-nm thick oxide
layer.
2. What if the thickness of the layer were reduced to just 1.00 nm?
(Hint: the rest mass of the electron (m) = 511 keV/c, ħ = 0.1973 keVnm/c)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1f3b1a19-b286-4584-9ed3-a6c273e7d71e%2F42986aa2-b6b3-4fe4-9dc8-78754dfdb520%2Fnx5dijo_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Two copper nanowires are insulated by a copper oxide nano-layer that provides a 10.0-eV potential barrier.
1. Estimate the tunneling probability between the nanowires by 7.00-eV electrons through a 5.00-nm thick oxide
layer.
2. What if the thickness of the layer were reduced to just 1.00 nm?
(Hint: the rest mass of the electron (m) = 511 keV/c, ħ = 0.1973 keVnm/c)
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