Assume an electron moves in one dimensional infinite potential box its width L= 6nm, then i) Draw the energy level diagram and determine the value of this energy for the three first energy states. ii) Plot and explain the wave function for n= 1, 2, 3 states. iii) Sketch and explain the probability distribution of the electron for n=2 and n=3 states.
Assume an electron moves in one dimensional infinite potential box its width L= 6nm, then i) Draw the energy level diagram and determine the value of this energy for the three first energy states. ii) Plot and explain the wave function for n= 1, 2, 3 states. iii) Sketch and explain the probability distribution of the electron for n=2 and n=3 states.
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Assume an electron moves in one dimensional infinite potential box its width
L= 6nm, then
i) Draw the energy level diagram and determine the value of this energy for
the three first energy states.
ii) Plot and explain the wave function for n= 1, 2, 3 states.
iii) Sketch and explain the probability distribution of the electron for n=2 and
n=3 states.
iv) Mark on the figure the probability of finding the electron between x= L/3
and 2L/3 for n= 3 state.
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