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- W2034335729 abstract "A simple theoretical six-band $mathbf{k}ensuremath{cdot}mathbf{p}$ finite difference method is developed and applied to calculate the electronic band structures and electronic Landau-level structures of the symmetric and asymmetric ${mathrm{Al}}_{x}{mathrm{Ga}}_{1ensuremath{-}x}mathrm{S}mathrm{b}/mathrm{I}mathrm{n}mathrm{A}mathrm{s}$ quantum wells (QW's). The QW may exhibit a semiconductor-semimetal transition by changing the Al composition in the ${mathrm{Al}}_{x}{mathrm{Ga}}_{1ensuremath{-}x}mathrm{Sb}$ layer. The cyclotron-resonance splitting in the semiconducting structures is due to the large InAs conduction-band nonparabolicity and Zeeman effect. Broken-gap type-II semimetallic QW, in which the conduction-valence Landau-level mixing can yield a significant spin splitting for the InAs conduction-band Landau levels, produces a prominent electron double-line structure in the cyclotron-resonance spectra, whether the QW is symmetric or asymmetric. Strong oscillations in the electron cyclotron-resonance mass, amplitude, and linewidth are evident. The abnormal cyclotron-resonance mass jumps, amplitude minima, and linewidth maxima occurring near the even filling factors are due to the conduction-valence Landau-level mixing effect. These results are in good agreement with the experimental results." @default.
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- W2034335729 date "1997-11-15" @default.
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- W2034335729 title "k⋅p finite-difference method: Band structures and cyclotron resonances ofAlxGa1−xSb/InAsquantum wells" @default.
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- W2034335729 doi "https://doi.org/10.1103/physrevb.56.13242" @default.
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