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65649151271
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These results are independent of the lateral confining potential used to describe the in-plane localization in cylindrical QWRs. If another two-dimensional confining potential is employed instead of the hard-wall model, the stronger spin-splitting effect still comes from the quadratic Dresselhaus term since the translational symmetry is preserved along wire axis.
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These results are independent of the lateral confining potential used to describe the in-plane localization in cylindrical QWRs. If another two-dimensional confining potential is employed instead of the hard-wall model, the stronger spin-splitting effect still comes from the quadratic Dresselhaus term since the translational symmetry is preserved along wire axis.
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