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A quantum system is composed of an electron in free movement in a region one- dimensional, between O and L = 1.00 x 10-1º m. Now consider that the system is subject to a potential given by V(x) = -€ sin(x/L), where ɛ = 6.00 x 10-20 J. With Based on First Order Perturbation Theory, calculate the energy of the state fundamental of the system and compare with the value obtained in the absence of the potential.

A quantum system is composed of an electron in free movement in a region one- dimensional, between O and L = 1.00 x 10-1º m. Now consider that the system is subject to a potential given by V(x) = -€ sin(x/L), where ɛ = 6.00 x 10-20 J. With Based on First Order Perturbation Theory, calculate the energy of the state fundamental of the system and compare with the value obtained in the absence of the potential.

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A quantum system is composed of an electron in free movement in a region one- dimensional, between O and L = 1.00 x 10-10 m. Now consider that the system is subject to a potential given by V(x) = -e sin(ax/L), where ɛ = 6.00 x 10-28 J. With Based on First Order Perturbation Theory, calculate the energy of the state fundamental of the system and compare with the value obtained in the absence of the potential.
Transcribed Image Text:A quantum system is composed of an electron in free movement in a region one- dimensional, between O and L = 1.00 x 10-10 m. Now consider that the system is subject to a potential given by V(x) = -e sin(ax/L), where ɛ = 6.00 x 10-28 J. With Based on First Order Perturbation Theory, calculate the energy of the state fundamental of the system and compare with the value obtained in the absence of the potential.
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