The quantum mechanical tunneling process occurs if an electron is incident on a potential barrier of finite width a and finite height Uo. Calculate the transmission probability for this case assuming a barrier width a=1.4 nm and a barrier height Uo=2.6eV assuming that the energy of the electron is E=2.2eV. Give your result in % and round it off to two decimal places, i.e. the nearest hundredths. 1 U(x) Uo 0 < E < U, E 0 a
The quantum mechanical tunneling process occurs if an electron is incident on a potential barrier of finite width a and finite height Uo. Calculate the transmission probability for this case assuming a barrier width a=1.4 nm and a barrier height Uo=2.6eV assuming that the energy of the electron is E=2.2eV. Give your result in % and round it off to two decimal places, i.e. the nearest hundredths. 1 U(x) Uo 0 < E < U, E 0 a
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Transcribed Image Text:The quantum mechanical tunneling process occurs if an electron is incident on a potential barrier
of finite width a and finite height Uo. Calculate the transmission probability for this case assuming
a barrier width a=1.4 nm and a barrier height Uo=2.6eV assuming that the energy of the electron is
E=2.2eV. Give your result in % and round it off to two decimal places, i.e. the nearest hundredths.
U(x)
Uo
0 < E < Uo
E
01
a
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