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Consider a triangular potential well with Vo → ∞ for x<0, and V(x) = Fx for x>0, with F = 0.025eV nm-¹. Using the analytical solutions (Airy functions) calculate the two lowest energy levels in the quantum well (use an effective mass appropriate to GaAs electrons, m = 0.067mo).

Consider a triangular potential well with Vo → ∞ for x<0, and V(x) = Fx for x>0, with F = 0.025eV nm-¹. Using the analytical solutions (Airy functions) calculate the two lowest energy levels in the quantum well (use an effective mass appropriate to GaAs electrons, m = 0.067mo).

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E1=164.4 meV

 

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Consider a triangular potential well with Vo → ∞ for x<0, and V(x) = Fx for x>0, with F = 0.025eV nm-¹. Using the analytical solutions (Airy functions) calculate the two lowest energy levels in the quantum well (use an effective mass appropriate to GaAs electrons, m = 0.067mo).
Transcribed Image Text:Consider a triangular potential well with Vo → ∞ for x<0, and V(x) = Fx for x>0, with F = 0.025eV nm-¹. Using the analytical solutions (Airy functions) calculate the two lowest energy levels in the quantum well (use an effective mass appropriate to GaAs electrons, m = 0.067mo).
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