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Volumn 89, Issue 20, 2014, Pages

Exciton fine structure and spin decoherence in monolayers of transition metal dichalcogenides

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EID: 84900476370     PISSN: 10980121     EISSN: 1550235X     Source Type: Journal    
DOI: 10.1103/PhysRevB.89.201302     Document Type: Article
Times cited : (359)

References (41)
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    • The electrodynamical treatment holds also for the case of strongly bound excitons with the replacement of (Equation presented) in Eq. (5) by exciton oscillator strength per unit area (Equation presented).
    • The electrodynamical treatment holds also for the case of strongly bound excitons with the replacement of (Equation presented) in Eq. (5) by exciton oscillator strength per unit area (Equation presented).
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    • In fact, (Equation presented) should also include the contributions of transitions spectrally higher than the A exciton in the (Equation presented) layer. The allowance for the dielectric constant as well as for the substrate is straightforward following Ref. [32]. It does not lead to substantial modifications of the results.
    • In fact, (Equation presented) should also include the contributions of transitions spectrally higher than the A exciton in the (Equation presented) layer. The allowance for the dielectric constant as well as for the substrate is straightforward following Ref. [32]. It does not lead to substantial modifications of the results.
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    • Note that at (Equation presented) the transitions (Equation presented) and (Equation presented) active in (Equation presented) polarization become symmetry-allowed (but requiring a spin flip). This gives rise to an additional pole in (Equation presented) at the frequency (Equation presented) and can be evaluated following Ref. [32].
    • Note that at (Equation presented) the transitions (Equation presented) and (Equation presented) active in (Equation presented) polarization become symmetry-allowed (but requiring a spin flip). This gives rise to an additional pole in (Equation presented) at the frequency (Equation presented) and can be evaluated following Ref. [32].


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